diff --git a/CoLoRe_snap/Makefile b/CoLoRe_snap/Makefile new file mode 100644 index 0000000..d010459 --- /dev/null +++ b/CoLoRe_snap/Makefile @@ -0,0 +1,131 @@ +########## User-definable stuff ########## +# +###Compiler and compilation options +COMP_SER = gcc +COMP_MPI = mpicc +OPTIONS = -Wall -Wno-format-overflow -O3 -std=c99 +# +### Behavioural flags +#Use double precision integer (enable in general) +DEFINEFLAGS += -D_LONGIDS +#Use normalized bias model +DEFINEFLAGS += -D_BIAS_MODEL_1 +#Use linear bias model +#DEFINEFLAGS += -D_BIAS_MODEL_3 +#Use new lensing method +#DEFINEFLAGS += -D_USE_FAST_LENSING +#Generate debug help. Only useful for development +DEFINEFLAGS += -D_DEBUG +#Use double precision floating point? Set to "yes" or "no" +USE_SINGLE_PRECISION = yes +#Compile with HDF5 capability? Set to "yes" or "no" +USE_HDF5 = no +#Use OMP parallelization? Set to "yes" or "no" +USE_OMP = yes +#Use MPI parallelization? Set to "yes" or "no" +USE_MPI = no +# +###Path to libraries and headers +###If two or more of the dependencies reside in the same paths, only +###one instance is necessary. +#GSL +#GSL_INC = -I/add/path +#GSL_LIB = -L/add/path +GSL_INC = -I/home/damonge/include +GSL_LIB = -L/home/damonge/lib +#FFTW +FFTW_INC = +FFTW_LIB = +#cfitsio +FITS_INC = +FITS_LIB = +#cfitsio +HDF5_INC = +HDF5_LIB = +#libconfig +CONF_INC = +CONF_LIB = +# +########## End of user-definable ########## + +USE_FITS = yes +DEFINEFLAGS += -DHAVE_INLINE -DGSL_RANGE_CHECK_OFF + +ifeq ($(strip $(USE_OMP)),yes) +OPTIONS += -fopenmp +DEFINEFLAGS += -D_HAVE_OMP +endif #OMP + +ifeq ($(strip $(USE_MPI)),yes) +DEFINEFLAGS += -D_HAVE_MPI +COMP_PAR = $(COMP_MPI) +else #MPI +COMP_PAR = $(COMP_SER) +endif #MPI + +ifeq ($(strip $(USE_SINGLE_PRECISION)),yes) +DEFINEFLAGS += -D_SPREC + +ifeq ($(strip $(USE_OMP)),yes) +LIB_FFTW += -lfftw3f_omp +endif #OMP +ifeq ($(strip $(USE_MPI)),yes) +LIB_FFTW += -lfftw3f_mpi +endif #MPI +LIB_FFTW += -lfftw3f + +else #SINGLE_PRECISION + +ifeq ($(strip $(USE_OMP)),yes) +LIB_FFTW += -lfftw3_omp +endif #OMP +ifeq ($(strip $(USE_MPI)),yes) +LIB_FFTW += -lfftw3_mpi +endif #MPI + +endif #SINGLE_PRECISION + +# for fftlog +LIB_FFTW += -lfftw3 + +OPTIONS += $(DEFINEFLAGS) + +INC_ALL = -I./src $(GSL_INC) $(FFTW_INC) $(FITS_INC) $(HDF5_INC) $(CONF_INC) +LIB_ALL = $(GSL_LIB) $(FFTW_LIB) $(FITS_LIB) $(HDF5_LIB) $(CONF_LIB) -lconfig -lgsl -lgslcblas $(LIB_FFTW) -lcfitsio +ifeq ($(strip $(USE_HDF5)),yes) +DEFINEFLAGS += -D_HAVE_HDF5 +LIB_ALL += -lhdf5 -lhdf5_hl -lz +endif #HDF5 +ifeq ($(strip $(USE_FITS)),yes) +DEFINEFLAGS += -D_HAVE_FITS +#LIB_ALL += -lcfitsio +endif #FITS +LIB_ALL += -lm + +COMMONO = src/common.o +COSMOMADO = src/cosmo_mad.o +COSMOO = src/cosmo.o +FOURIERO = src/fourier.o +DENSO = src/density.o +SRCSO = src/srcs.o +IOO = src/io.o +MAIN = src/main.c +OFILES = $(COMMONO) $(COSMOMADO) $(COSMOO) $(FOURIERO) $(DENSO) $(IOO) $(SRCSO) + +EXEC = CoLoRe + +default : $(EXEC) + +%.o : %.c + $(COMP_CC) $(OPTIONS) $(INC_ALL) -c $< -o $@ + +$(OFILES) : COMP_CC := $(COMP_PAR) + +$(EXEC) : $(OFILES) + $(COMP_PAR) $(OPTIONS) $(INC_ALL) $(OFILES) $(MAIN) -o $(EXEC) $(LIB_ALL) + +clean : + rm -f src/*.o + +cleaner : + rm -f *~ src/*.o src/*~ $(EXEC) diff --git a/CoLoRe_snap/example_CoLoRe.ipynb b/CoLoRe_snap/example_CoLoRe.ipynb new file mode 100644 index 0000000..72183b3 --- /dev/null +++ b/CoLoRe_snap/example_CoLoRe.ipynb @@ -0,0 +1,388 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "31b70d10", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import numpy as np\n", + "import pyccl as ccl\n", + "import healpy as hp\n", + "import matplotlib.pyplot as plt\n", + "from scipy.integrate import simps\n", + "from astropy.io import fits" + ] + }, + { + "cell_type": "markdown", + "id": "13d1dda2-4df9-4989-93dd-4d5c2e4b5010", + "metadata": {}, + "source": [ + "### View density grids" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e5174ac1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Ngrid = 256\n", + "Lbox = 1000.000 Mpc/h\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def read_grid(prefix):\n", + " # This routine reads a 3D grid in CoLoRe's native format\n", + " f = open(prefix+\"_0.dat\", \"rb\")\n", + " nfiles, size_float = np.fromfile(f, dtype=np.int32, count=2)\n", + " lbox = np.fromfile(f, dtype=np.float64, count=1)[0]\n", + " ngrid = np.fromfile(f, dtype=np.int32, count=1)[0]\n", + " f.close()\n", + "\n", + " if size_float == 4:\n", + " f_type = np.float32\n", + " else:\n", + " f_type = np.float64\n", + "\n", + " grid_out = np.zeros([ngrid, ngrid, ngrid])\n", + " for ifil in np.arange(nfiles):\n", + " f = open(prefix+\"_%d.dat\" % ifil, \"rb\")\n", + " nf, sz = np.fromfile(f, dtype=np.int32, count=2)\n", + " _ = np.fromfile(f, dtype=np.float64, count=1)\n", + " ng, nz_here, iz0_here = np.fromfile(f, dtype=np.int32, count=3)\n", + " for iz in np.arange(nz_here):\n", + " d = np.fromfile(f, dtype=f_type, count=ng*ng).reshape([ng, ng])\n", + " grid_out[iz0_here+iz, :, :] = d\n", + " f.close()\n", + "\n", + " return ngrid, lbox, np.array(grid_out)\n", + "\n", + "# Read Gaussian field and non-linear field\n", + "ng, lb, dens = read_grid('colore_out_dens_nonlinear')\n", + "_, _, densG = read_grid('colore_out_dens_gaussian')\n", + "_, _, eta = read_grid('colore_out_eta')\n", + "print(\"Ngrid = %d\" % ng)\n", + "print(\"Lbox = %.3lf Mpc/h\" % lb)\n", + "\n", + "\n", + "plt.figure(figsize=(7, 7))\n", + "plt.title(r'$\\delta_G$', fontsize=15)\n", + "plt.imshow(densG[ng//2, :, :], origin='lower',\n", + " interpolation='nearest',\n", + " extent=[0, lb, 0, lb])\n", + "plt.colorbar()\n", + "plt.xlabel(r'$x\\,\\,[{\\rm Mpc}/h]$', fontsize=15)\n", + "plt.ylabel(r'$y\\,\\,[{\\rm Mpc}/h]$', fontsize=15);\n", + "\n", + "plt.figure(figsize=(7, 7))\n", + "plt.title(r'$\\eta$', fontsize=15)\n", + "plt.imshow(eta[ng//2, :, :], origin='lower',\n", + " interpolation='nearest',\n", + " extent=[0, lb, 0, lb])\n", + "plt.colorbar()\n", + "plt.xlabel(r'$x\\,\\,[{\\rm Mpc}/h]$', fontsize=15)\n", + "plt.ylabel(r'$y\\,\\,[{\\rm Mpc}/h]$', fontsize=15);\n", + "\n", + "plt.figure(figsize=(7, 7))\n", + "plt.title(r'$\\log_{10}(1+\\delta)$', fontsize=15)\n", + "plt.imshow(np.log10(1.001+dens[ng//2, :, :]),\n", + " origin='lower',\n", + " interpolation='nearest',\n", + " vmin=-1, extent=[0, lb, 0, lb])\n", + "plt.colorbar()\n", + "plt.xlabel(r'$x\\,\\,[{\\rm Mpc}/h]$', fontsize=15)\n", + "plt.ylabel(r'$y\\,\\,[{\\rm Mpc}/h]$', fontsize=15)\n", + "\n", + "# Read each catalog, select sources in a slab around\n", + "# the middle of the box, and plot them.\n", + "# They should track the same structures seen in the\n", + "# non-linear field.\n", + "for src, col in zip([1, 2], ['k', 'r']):\n", + " cat = fits.open(f\"colore_out_srcs_s{src}_0.fits\")[1].data\n", + " igood = (cat['z']-lb/2 < lb/20) & (cat['z']-lb/2 > -lb/20)\n", + " plt.figure(figsize=(5, 5))\n", + " plt.title(f\"Source type {src}\")\n", + " plt.plot(cat[igood]['y'], cat[igood]['x'], col+'.', ms=1, alpha=0.1)\n", + " plt.xlim([0, lb])\n", + " plt.ylim([0, lb])" + ] + }, + { + "cell_type": "markdown", + "id": "2d1b6088-5772-4138-a65f-482bb4d2b9b4", + "metadata": {}, + "source": [ + "### Calculate $P(k)$\n", + "Ignoring RSDs first" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "d9321f87", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, '$P(k)\\\\,\\\\,[({\\\\rm Mpc}\\\\,h^{-1})^3]$')" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def cat2delta(cat, lbox, ngrid, w_rsd=False):\n", + " # Gets overdensity grid from a catalog\n", + " ix = np.floor((cat['x']+cat['dx_rsd']*w_rsd)*ngrid/lbox).astype(int)\n", + " iy = np.floor(cat['y']*ngrid/lbox).astype(int)\n", + " iz = np.floor(cat['z']*ngrid/lbox).astype(int)\n", + " ix[ix >= ngrid] -= ngrid\n", + " ix[ix < 0] += ngrid\n", + " iy[iy >= ngrid] -= ngrid\n", + " iy[iy < 0] += ngrid\n", + " iz[iz >= ngrid] -= ngrid\n", + " iz[iz < 0] += ngrid\n", + " ind = ix + ngrid*(iy + ngrid*iz)\n", + " n = np.bincount(ind, minlength=ngrid**3)\n", + " nmean = len(cat)/ngrid**3\n", + " delt = n/nmean-1\n", + " return delt.reshape([ngrid, ngrid, ngrid])\n", + "\n", + "\n", + "def get_pk(grid, lbox, ngrid, cat=None, ell=0):\n", + " # Computes power spectrum from an overdensity grid\n", + "\n", + " # FFT\n", + " dk = np.fft.rfftn(grid)*(lbox/ngrid)**3\n", + "\n", + " # k sampling\n", + " kfull = np.fft.fftfreq(ngrid, d=lbox/ngrid)*2*np.pi\n", + " khalf = np.fft.rfftfreq(ngrid, d=lbox/ngrid)*2*np.pi\n", + "\n", + " # P(k) estimator\n", + " ks = np.sqrt(kfull[:, None, None]**2+kfull[None, :, None]**2+khalf[None, None, :]**2)\n", + " if ell==0:\n", + " wmu = 1\n", + " else:\n", + " mu = khalf[None, None, :]/(ks+1E-7) # Avoid division by zero\n", + " if ell==2:\n", + " wmu = 0.5*(3*mu**2-1)\n", + " elif ell==4:\n", + " wmu = 0.125*(35*mu**4-30*mu**2+3)\n", + " sm, kb = np.histogram(ks.flatten(), bins=ngrid//2, range=[0, ngrid*np.pi/lbox],\n", + " weights=(np.real(dk*np.conjugate(dk))*wmu).flatten())\n", + " ncell, _ = np.histogram(ks.flatten(), bins=ngrid//2, range=[0, ngrid*np.pi/lbox])\n", + " pk = (2*ell+1)*sm/(ncell*lbox**3)\n", + " km = 0.5*(kb[1:]+kb[:-1])\n", + "\n", + " # Remove shot noise if needed\n", + " if (cat is not None) and (ell == 0):\n", + " sn = lbox**3/len(cat)\n", + " pk -= sn\n", + " return kb, km, pk\n", + "\n", + "\n", + "# Input power spectrum\n", + "kk, pkk = np.loadtxt('pk.dat', unpack=True)\n", + "plt.plot(kk, pkk, 'k-', label='Input Pk')\n", + "\n", + "# P(k) of the Gaussian overdensity\n", + "x_, km, pk = get_pk(densG, lb, ng)\n", + "plt.plot(km[1:], pk[1:], 'r-', label=r'$\\delta_G$')\n", + "\n", + "# P(k) of the non-linear overdensity\n", + "_, km, pk = get_pk(dens, lb, ng)\n", + "plt.plot(km[1:], pk[1:], 'b-', label=r'$\\delta_{\\rm NL}$')\n", + "\n", + "# P(k) of each galaxy sample\n", + "for src, col, bias in zip([1, 2], ['g', 'y'], [2, 1]):\n", + " cat = fits.open(f\"colore_out_srcs_s{src}_0.fits\")[1].data\n", + " d = cat2delta(cat, lb, ng)\n", + " _, km, pk = get_pk(d, lb, ng, cat=cat)\n", + " plt.plot(km[1:], pk[1:], col+'--', label=f'$\\\\delta_{src}$')\n", + "\n", + "plt.loglog()\n", + "plt.xlim([7E-3, 1])\n", + "plt.ylim([2E1, 2E5])\n", + "plt.legend(fontsize=14, ncol=2)\n", + "plt.xlabel(r'$k\\,\\,[h\\,{\\rm Mpc}^{-1}]$', fontsize=18)\n", + "plt.ylabel(r'$P(k)\\,\\,[({\\rm Mpc}\\,h^{-1})^3]$', fontsize=18)" + ] + }, + { + "cell_type": "markdown", + "id": "c3580f33-32a9-405a-8808-e2cdcfffab3d", + "metadata": {}, + "source": [ + "### Include RSDs\n", + "Below we compute the power spectrum multipoles in the presence of RSDs, and correct for the corresponding factors of $b$ and $\\beta$ that would make them match the matter power spectrum in the Kaiser limit." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "ccb01a25-d354-41e5-8533-373d1bee7c83", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, '$P(k)\\\\,\\\\,[({\\\\rm Mpc}\\\\,h^{-1})^3]$')" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Growht rate at z=0\n", + "f0 = 0.513\n", + "def fbeta(b, ell):\n", + " beta = f0/b\n", + " if ell == 0:\n", + " return b**2*(1+2*beta/3+beta**2/5)\n", + " elif ell == 2:\n", + " return b**2*(4*beta/3+4*beta**2/7)\n", + " elif ell == 4:\n", + " return b**2*8*beta**2/35\n", + "\n", + "# Input power spectrum\n", + "kk, pkk = np.loadtxt('pk.dat', unpack=True)\n", + "plt.plot(kk, pkk, 'k-', label='Input Pk')\n", + "\n", + "# P(k) of the Nonlinear overdensity\n", + "for ell, ls in zip([0], ['-', '--', ':']):\n", + " x_, km, pk0 = get_pk(dens, lb, ng, ell=ell)\n", + " plt.plot(km[1:], pk0[1:], 'r'+ls, label=f'$\\\\delta_N,\\\\,\\\\ell={ell}$')\n", + "\n", + "# P(k) of each galaxy sample\n", + "for src, col, bias in zip([1, 2], ['g', 'y'], [2, 1]):\n", + " cat = fits.open(f\"colore_out_srcs_s{src}_0.fits\")[1].data\n", + " d = cat2delta(cat, lb, ng, w_rsd=True)\n", + " for ell, ls in zip([0, 2, 4], ['-', '--', ':']):\n", + " _, km, pk = get_pk(d, lb, ng, cat=cat, ell=ell)\n", + " fb = fbeta(bias, ell)\n", + " plt.plot(km[1:], pk[1:]/fb, col+ls, label=f'$\\\\delta_{src},\\\\,\\\\ell={ell}$')\n", + "\n", + "plt.loglog()\n", + "plt.xlim([7E-3, 1])\n", + "plt.ylim([2E1, 2E5])\n", + "plt.legend(fontsize=10, ncol=2, loc='upper right')\n", + "plt.xlabel(r'$k\\,\\,[h\\,{\\rm Mpc}^{-1}]$', fontsize=18)\n", + "plt.ylabel(r'$P(k)\\,\\,[({\\rm Mpc}\\,h^{-1})^3]$', fontsize=18)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "62e2d22d-3a3f-4b37-b7d2-eca1507ebcdd", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/CoLoRe_snap/param_example.cfg b/CoLoRe_snap/param_example.cfg new file mode 100644 index 0000000..62187b1 --- /dev/null +++ b/CoLoRe_snap/param_example.cfg @@ -0,0 +1,83 @@ +global: +{ + #Output prefix. Output will be in prefix_. + prefix_out= "colore_out"; + #Output format. Select HDF5, FITS or ASCII + output_format= "FITS"; + #Output Gaussian overdensity field at z=0? + output_density= true + #Path to power spectrum at z=0. Power spectrum file must + #be in CAMB format: k (h/Mpc), P(k) (Mpc/h)^3. + pk_filename= "pk.dat" + #Box size (in Mpc/h) + l_box= 1000.0 + #Snapshot redshift + z_snap= 0.0 + #RNG seed note that output will depend on number of nodes, etc not only + #on the RNG seed + seed= 1003 +} + +field_par: +{ + #Extra Gaussian smoothing scale [Mpc/h] (set to a + #negative value if you don't want any smoothing) + r_smooth= 0.001 + #Do you want to smooth the Newtonian potential as well? + smooth_potential= true + #Will use a Cartesian grid with n_grid^3 cells + n_grid= 256 + #Density field type + # 0-lognormal + # 1-1LPT + # 2-2LPT + dens_type= 1 + #If dens_type==1 or 2, buffer size (fraction per particle) + lpt_buffer_fraction= 0.6 + #If dens_type==1 or 2, scheme to interpolate particle + #positions into a grid + # 0-NGP + # 1-CIC + # 2-TSC + lpt_interp_type= 1 + #Set to 1 if you want to output the LPT particle positions + output_lpt= 0 +} + +cosmo_par: +{ + #Non-relativistic matter + omega_M= 0.3 + #Dark energy + omega_L= 0.7 + #Baryons + omega_B= 0.05 + #Hubble parameter (in units of 100 km/s/Mpc) + h= 0.7 + #Dark energy equation of state + w= -1.0 + #Primordial scalar spectral index, used only to extrapolate + #P(k) at low k end (-3 used at high k end) + ns= 0.96 + #Power spectrum normalization. The input power spectrum will be + #renormalized to this sigma8 + sigma_8= 0.848104 +} + +#For each galaxy population, create a section called srcsX, starting with X=1 +srcs1: +{ + #Number density (in (h/Mpc)^3) + ndens= 2E-3 + #Value of linear bias + bias= 2.0 + # Minimum value of density to start populating cells + threshold= -1.0 +} + +srcs2: +{ + ndens= 5E-3 + bias= 1.0 + threshold= -1.0 +} diff --git a/CoLoRe_snap/src/common.c b/CoLoRe_snap/src/common.c new file mode 100644 index 0000000..c009d07 --- /dev/null +++ b/CoLoRe_snap/src/common.c @@ -0,0 +1,398 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CoLoRe. // +// // +// CoLoRe is free software: you can redistribute it and/or modify it // +// under the terms of the GNU General Public License as published by // +// the Free Software Foundation, either version 3 of the License, or // +// (at your option) any later version. // +// // +// CoLoRe is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CoLoRe. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#include "common.h" + +#ifdef _HAVE_OMP +static double relbeg,relend,absbeg,absend; +#else //_HAVE_OMP +static time_t relbeg,relend,absbeg,absend; +#endif //_HAVE_OMP +int NodeThis=0; +int NodeLeft=0; +int NodeRight=0; +int NNodes=1; +int IThread0=0; +int MPIThreadsOK=0; + +void *my_malloc(size_t size) +{ + void *ptrout=malloc(size); + if(ptrout==NULL) { + fprintf(stderr,"out of memory\n"); + exit(1); + } + + return ptrout; +} + +void *my_calloc(size_t nmemb,size_t size) +{ + void *ptrout=calloc(nmemb,size); + if(ptrout==NULL) { + fprintf(stderr,"out of memory\n"); + exit(1); + } + + return ptrout; +} + +void error_open_file(char *fname) +{ + fprintf(stderr,"CoLoRe: Couldn't open file %s \n",fname); + exit(1); +} + +void error_read_line(char *fname,int nlin) +{ + fprintf(stderr,"CoLoRe: Error reading file %s, line %d \n",fname,nlin); + exit(1); +} + +int linecount(FILE *f) +{ + ////// + // Counts #lines from file + int i0=0; + char ch[1000]; + while((fgets(ch,sizeof(ch),f))!=NULL) { + i0++; + } + return i0; +} + +typedef struct { + int i; + flouble d; +} IsortStruct; + +static int compareIsort(const void *a,const void *b) +{ + IsortStruct *ia=(IsortStruct *)a; + IsortStruct *ib=(IsortStruct *)b; + if(ia->dd) return -1; + else return 1; +} + +int *ind_sort(int n,flouble *arr) +{ + int i; + IsortStruct *st=my_malloc(n*sizeof(IsortStruct)); + for(i=0;i initialize relative clock + // timer(1) -> read relative clock + // timer(2) -> read relative clock and initialize it afterwards + // timer(4) -> initialize absolute clock + // timer(5) -> read absolute clock +#ifdef _HAVE_OMP + if(i==0) + relbeg=omp_get_wtime(); + else if(i==1) { + relend=omp_get_wtime(); + printf("> Relative time ellapsed %.1lf ms\n",1000*(relend-relbeg)); + } + else if(i==2) { + relend=omp_get_wtime(); + printf("> Relative time ellapsed %.1lf ms\n",1000*(relend-relbeg)); + relbeg=omp_get_wtime(); + } + else if(i==4) + absbeg=omp_get_wtime(); + else if(i==5) { + absend=omp_get_wtime(); + printf("> Total time ellapsed %.1lf ms\n",1000*(absend-absbeg)); + } +#else //_NO_OMP + int diff; + + if(i==0) + relbeg=time(NULL); + else if(i==1) { + relend=time(NULL); + diff=(int)(difftime(relend,relbeg)); + printf("> Relative time ellapsed %02d:%02d:%02d \n", + diff/3600,(diff/60)%60,diff%60); + } + else if(i==2) { + relend=time(NULL); + diff=(int)(difftime(relend,relbeg)); + printf("> Relative time ellapsed %02d:%02d:%02d \n", + diff/3600,(diff/60)%60,diff%60); + relbeg=time(NULL); + } + else if(i==4) + absbeg=time(NULL); + else if(i==5) { + absend=time(NULL); + diff=(int)(difftime(absend,absbeg)); + printf("> Total time ellapsed %02d:%02d:%02d \n", + diff/3600,(diff/60)%60,diff%60); + } +#endif //_NO_OMP +} + +gsl_rng *init_rng(unsigned int seed) +{ + // gsl_rng *rng=gsl_rng_alloc(gsl_rng_ranlux); + gsl_rng *rng=gsl_rng_alloc(gsl_rng_mt19937); + gsl_rng_set(rng,seed); + + return rng; +} + +double rng_01(gsl_rng *rng) +{ + double result=gsl_rng_uniform(rng); + return result; +} + +int rng_poisson(double lambda,gsl_rng *rng) +{ + unsigned int pois=gsl_ran_poisson(rng,lambda); + return (int)pois; +} + +void rng_delta_gauss(double *module,double *phase, + gsl_rng *rng,double sigma2) +{ + ////// + // Returns module and phase of two random + // gaussian numbers. I.e.: + double u; + *phase=2*M_PI*rng_01(rng); + u=rng_01(rng); + *module=sqrt(-sigma2*log(1-u)); +} + +void rng_gauss(gsl_rng *rng,double *r1,double *r2) +{ + double phase=2*M_PI*rng_01(rng); + double u=sqrt(-2*log(1-rng_01(rng))); + *r1=u*cos(phase); + *r2=u*sin(phase); +} + +void end_rng(gsl_rng *rng) +{ + gsl_rng_free(rng); +} + +void mpi_init(int* p_argc,char*** p_argv) +{ +#ifdef _HAVE_MPI + int ii,nthreads_this; + int *nthreads_all; +#ifdef _HAVE_OMP + int provided; + MPI_Init_thread(p_argc,p_argv,MPI_THREAD_FUNNELED,&provided); + MPIThreadsOK=provided>=MPI_THREAD_FUNNELED; +#else //_HAVE_OMP + MPI_Init(p_argc,p_argv); + MPIThreadsOK=0; +#endif //_HAVE_OMP + + MPI_Comm_size(MPI_COMM_WORLD,&NNodes); + MPI_Comm_rank(MPI_COMM_WORLD,&NodeThis); + if(NodeThis==0) + NodeLeft=NNodes-1; + else + NodeLeft=NodeThis-1; + if(NodeThis==NNodes-1) + NodeRight=0; + else + NodeRight=NodeThis+1; + + nthreads_all=my_malloc(NNodes*sizeof(int)); +#ifdef _HAVE_OMP + nthreads_this=omp_get_max_threads(); +#else //_HAVE_OMP + nthreads_this=1; +#endif //_HAVE_OMP + MPI_Allgather(&nthreads_this,1,MPI_INT,nthreads_all,1,MPI_INT,MPI_COMM_WORLD); +#ifdef _DEBUG + if(NodeThis==0) { + for(ii=0;ii0) { + cat->nsrc=nsrcs; + cat->pos=my_malloc(NPOS_CC*nsrcs*sizeof(float)); + } + else { + cat->nsrc=0; + cat->pos=NULL; + } + + return cat; +} + +void catalog_cartesian_free(CatalogCartesian *cat) +{ + if(cat->nsrc>0) { + free(cat->pos); + } + free(cat); +} + +void print_info(char *fmt,...) +{ + if(NodeThis==0) { + va_list args; + char msg[256]; + + va_start(args,fmt); + vsprintf(msg,fmt,args); + va_end(args); + + printf("%s",msg); + } +} + +void report_error(int level,char *fmt,...) +{ + va_list args; + char msg[256]; + + va_start(args,fmt); + vsprintf(msg,fmt,args); + va_end(args); + + if(level) { + fprintf(stderr,"MPI task %d, Fatal: %s",NodeThis,msg); + exit(level); + } + else { + fprintf(stderr,"MPI task %d, Warning: %s",NodeThis,msg); + } +} + +size_t my_fwrite(const void *ptr, size_t size, size_t nmemb,FILE *stream) +{ + if(fwrite(ptr,size,nmemb,stream)!=nmemb) + report_error(1,"Error fwriting\n"); + + return nmemb; +} + +unsigned long long get_max_memory(ParamCoLoRe *par,int just_test) +{ + unsigned long long total_GB=0; + unsigned long long total_GB_gau=0; + unsigned long long total_GB_lpt=0; + int fac_gau=2; + + total_GB_gau=(fac_gau*(par->nz_here+1)*((long)(par->n_grid*(par->n_grid/2+1))))*sizeof(dftw_complex); + + if(par->dens_type==DENS_TYPE_1LPT) { + total_GB_lpt=(unsigned long long)(3*(1+par->lpt_buffer_fraction)*par->nz_here* + ((long)((par->n_grid/2+1)*par->n_grid))*sizeof(dftw_complex)); + } + else if(par->dens_type==DENS_TYPE_2LPT) { + total_GB_lpt=0; + total_GB_lpt=(unsigned long long)(8*(1+par->lpt_buffer_fraction)*par->nz_here* + ((long)((par->n_grid/2+1)*par->n_grid))*sizeof(dftw_complex)); + } + + unsigned long long total_GB_srcs=0; + if(par->do_srcs) { + int ipop; + long nsrc=0; + double vol=par->l_box*par->l_box*par->l_box; + for(ipop=0;ipopn_srcs;ipop++) { + long ngal=(long)(par->ndens[ipop]*vol); + nsrc+=ngal; + } + long size_source=NPOS_CC*sizeof(flouble)+sizeof(int); + total_GB_srcs=size_source*nsrc; + } + + total_GB=total_GB_gau+total_GB_lpt+total_GB_srcs; + +#ifdef _DEBUG + int jj; + for(jj=0;jjdens_type==DENS_TYPE_1LPT) || (par->dens_type==DENS_TYPE_2LPT)) + printf(", %.3lf GB (%dLPT)",(double)(total_GB_lpt/pow(1024.,3)),par->dens_type); + if(par->do_srcs) + printf(", %.3lf GB (srcs)",(double)(total_GB_srcs/pow(1024.,3))); + printf("]\n"); + } +#ifdef _HAVE_MPI + MPI_Barrier(MPI_COMM_WORLD); +#endif //_HAVE_MPI + } +#endif //_DEBUG + + if(just_test==0) { + void *ptest=my_malloc(total_GB); + free(ptest); + } + + return total_GB; +} diff --git a/CoLoRe_snap/src/common.h b/CoLoRe_snap/src/common.h new file mode 100644 index 0000000..4693ce7 --- /dev/null +++ b/CoLoRe_snap/src/common.h @@ -0,0 +1,294 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CoLoRe. // +// // +// CoLoRe is free software: you can redistribute it and/or modify it // +// under the terms of the GNU General Public License as published by // +// the Free Software Foundation, either version 3 of the License, or // +// (at your option) any later version. // +// // +// CoLoRe is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CoLoRe. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#ifndef _COMMON_ +#define _COMMON_ + +#include +#include +#include +#include +#include +#include +#include +#ifdef _HAVE_OMP +#include +#endif //_HAVE_OMP +#include +#include +#include +#include +#include +#include "fftw3.h" +#ifdef _HAVE_MPI +#include +#include +#endif //_HAVE_MPI +#include +#ifdef _HAVE_FITS +#include +#endif //_HAVE_FITS +#ifdef _HAVE_HDF5 +#include +#include +#endif //_HAVE_HDF5 +#include +#ifdef _WITH_SHT +#include +#include +#include +#ifdef _WITH_NEEDLET +#include +#endif //_WITH_NEEDLET +#endif //_WITH_SHT +#include "cosmo_mad.h" + +///////// +// Interpolation parameters + +#define INTERP_NGP 0 +#define INTERP_CIC 1 +#define INTERP_TSC 2 +#define RETURN_DENS 1 +#define RETURN_VEL 2 +#define RETURN_TID 4 +#define RETURN_PDOT 8 +#define RETURN_GAUSS 16 + +//Interpolation type +#ifndef INTERP_TYPE_SKW +#define INTERP_TYPE_SKW INTERP_CIC +#endif //INTERP_TYPE_SKW +#ifndef INTERP_TYPE_LENSING +#define INTERP_TYPE_LENSING INTERP_NGP +#endif //INTERP_TYPE_LENSING + +//Density field parameters +#define DENS_TYPE_LGNR 0 +#define DENS_TYPE_1LPT 1 +#define DENS_TYPE_2LPT 2 +#define DENS_TYPE_CLIP 3 + +// End of interpolation parameters +///////// + +#define DYNAMIC_SIZE 1 +#define RTOD 57.2957795 +#define DTOR 0.01745329251 +#define MIN(a, b) (((a) < (b)) ? (a) : (b)) +#define MAX(a, b) (((a) > (b)) ? (a) : (b)) +#define CLAMP(x, low, high) (((x) > (high)) ? (high) : (((x) < (low)) ? (low) : (x))) + +#define TWOPIPIINVLOGTEN 0.1166503235296796 //ln(10)/(2*pi^2) +#define TWOPIPIINV 0.05066059182116889 //1/(2*pi^2) +#define NPOP_MAX 10 + +#ifdef _HAVE_MPI +#ifdef _SPREC +#define FLOUBLE_MPI MPI_FLOAT +#define FCOMPLEX_MPI MPI_C_FLOAT_COMPLEX +#else //_SPREC +#define FLOUBLE_MPI MPI_DOUBLE +#define FCOMPLEX_MPI MPI_C_DOUBLE_COMPLEX +#endif //_SPREC +#endif //_HAVE_MPI + +#ifdef _SPREC +typedef float flouble; +typedef float complex fcomplex; +typedef fftwf_complex dftw_complex; +#else //_SPREC +typedef double flouble; +typedef double complex fcomplex; +typedef fftw_complex dftw_complex; +#endif //_SPREC + +//Defined in common.c +extern int NodeThis; +extern int NodeLeft; +extern int NodeRight; +extern int NNodes; +extern int IThread0; +extern int MPIThreadsOK; + +#define NPOS_CC 4 +typedef struct { + int nsrc; + float *pos; +} CatalogCartesian; + +typedef struct { + +#ifdef _DEBUG + FILE *f_dbg; //File into which all debug info is written +#endif //_DEBUG + + //Cosmological parameters + // Background + double OmegaM; //Cosmological parameters + double OmegaL; //Cosmological parameters + double OmegaB; //Cosmological parameters + double hhub; //Cosmological parameters + double weos; //Cosmological parameters + double n_scal; //Cosmological parameters + double sig8; //Cosmological parameters + double prefac_lensing; //3*O_M*H_0^2/2 + // Power spectra + char fnamePk[256]; //File containing power spectrum + int numk; //Number of k-values + double logkmax; //Maximum log10(k) + double logkmin; //Minimum log10(k) + double idlogk; //1/D(log10(k)) + double *logkarr; //Array of log10(k) values (units of h/Mpc) + double *pkarr; //Array of power spectrum values (units of (Mpc/h)^3) + + //Density parameters + // Density methods + int output_density; //Do you want to output the density grid? + double r2_smooth; //Square of the smoothing scale + int do_smoothing; //Are we smoothing the density field? + int smooth_potential; //Do we smooth the newtonian potential as well? + int dens_type; //Method to produce the density field + int lpt_interp_type; + double lpt_buffer_fraction; //Fraction of memory saved for buffer particles + int output_lpt; + unsigned int seed_rng; //RNG seed + // Box parameters + int n_grid; //Number of cells per side for the Cartesian grid + double l_box; //Box size for the cartesian grid + double z_snap; //Snapshot redshift + flouble growth_d1; //Growth factor at z_snap + flouble growth_d2; //2nd-orther growth at z_snap + flouble growth_dv; //Velocity growth at z_snap + flouble growth_fz; //Growth rate at z_snap + flouble ihub; //Hubble scale (in Mpc/h) + flouble fgrowth_0; //f(z=0) + flouble hubble_0; //inverse hubble scale at z=0 + int nz_here; //Number of cells in the z-direction stored in this node + int iz0_here; //index of the first cell in the z-direction stored in this node + int nz_max; + int *nz_all; + int *iz0_all; + double z0_norm; + double zf_norm; + // Density grids + dftw_complex *grid_dens_f; //Fourier-space grid for the density field + flouble *grid_dens; //Real-space grid for the density field + dftw_complex *grid_npot_f; //Fourier-space grid for the Newtonian potential + flouble *grid_npot; //Real-space grid for the Newtonian potential + dftw_complex *grid_eta_f; //Fourier-space grid for the RSD field + flouble *grid_eta; //Real-space grid for the RSD field + flouble *slice_left; //Dummy array to store grid cells coming from the left node + flouble *slice_right; //Dummy array to store grid cells coming from the right node + dftw_complex *edge_planes; //Buffer used to populate k=0 and k=ngrid/2 planse + double sigma2_gauss; //Variance of the cartesian density field + + //IO parameters + char prefixOut[256]; //Output prefix + int output_format; //0-> ASCII, 1-> FITS, 2-> HDF5 + + //Tracers + // Sources + int do_srcs; //Do we include sources? + int n_srcs; //Number of source types + long *nsources_this; //Number of sources initially found in this node + CatalogCartesian **cats; //Galaxy positions initially stored in this node + double *bias; + double *threshold; + double *ndens; + double *dens_norm; +} ParamCoLoRe; + +void mpi_init(int* p_argc,char*** p_argv); +void *my_malloc(size_t size); +void *my_calloc(size_t nmemb,size_t size); +size_t my_fwrite(const void *ptr, size_t size, size_t nmemb,FILE *stream); +void error_open_file(char *fname); +void error_read_line(char *fname,int nlin); +void print_info(char *fmt,...); +void report_error(int level,char *fmt,...); +int linecount(FILE *f); +int *ind_sort(int n,flouble *arr); +void timer(int i); +gsl_rng *init_rng(unsigned int seed); +double rng_01(gsl_rng *rng); +int rng_poisson(double lambda,gsl_rng *rng); +void rng_delta_gauss(double *module,double *phase, + gsl_rng *rng,double sigma2); +void rng_gauss(gsl_rng *rng,double *r1,double *r2); +void end_rng(gsl_rng *rng); +unsigned long long get_max_memory(ParamCoLoRe *par,int just_test); +CatalogCartesian *catalog_cartesian_alloc(int nsrcs); +void catalog_cartesian_free(CatalogCartesian *cat); + +static inline double bias_model(double d,double b, double t) +{ + if(d<=-1 || d < t) + return 0; +#ifdef _BIAS_MODEL_2 + if(d < 0) + return exp(b*d/(1+d)); + else + return 1+b*d; +#elif defined _BIAS_MODEL_3 + if(1+b*d>0) + return 1+b*d; + else + return 0; +#else //_BIAS_MODEL + return pow(1+d,b); +#endif //_BIAS_MODEL +} + + +////// +// Functions defined in cosmo.c +double pk_linear0(ParamCoLoRe *par,double lgk); +void cosmo_set(ParamCoLoRe *par); + +////// +// Functions defined in io.c +ParamCoLoRe *read_run_params(char *fname,int test_memory); +void write_density_grid(ParamCoLoRe *par,char *prefix_dens); +void write_eta_grid(ParamCoLoRe *par); +void write_lpt(ParamCoLoRe *par,unsigned long long npart,flouble *x,flouble *y,flouble *z); +void write_srcs(ParamCoLoRe *par); +void param_colore_free(ParamCoLoRe *par); + +////// +// Functions defined in fourier.c +void init_fftw(ParamCoLoRe *par); +void allocate_fftw(ParamCoLoRe *par); +void create_cartesian_fields(ParamCoLoRe *par); +void end_fftw(ParamCoLoRe *par); +void fftw_wrap_c2r(int ng,dftw_complex *pin,flouble *pout); +void fftw_wrap_r2c(int ng,flouble *pin,dftw_complex *pout); + +////// +// Functions defined in density.c +void compute_physical_density_field(ParamCoLoRe *par); +void compute_density_normalization(ParamCoLoRe *par); + +////// +// Functions defined in srcs.c +void srcs_set_cartesian(ParamCoLoRe *par); + +#endif //_COMMON_ diff --git a/CoLoRe_snap/src/cosmo.c b/CoLoRe_snap/src/cosmo.c new file mode 100644 index 0000000..08e70e4 --- /dev/null +++ b/CoLoRe_snap/src/cosmo.c @@ -0,0 +1,329 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CoLoRe. // +// // +// CoLoRe is free software: you can redistribute it and/or modify it // +// under the terms of the GNU General Public License as published by // +// the Free Software Foundation, either version 3 of the License, or // +// (at your option) any later version. // +// // +// CoLoRe is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CoLoRe. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#include "common.h" +#include +#include + +static void int_error_handle(int status,double result, + double error) +{ + ////// + // Error handler for gsl + if(isnan(result)) { + fprintf(stderr,"CoLoRe: NAN found \n"); + exit(1); + } + else{ + if(status==GSL_EROUND) + fprintf(stderr,"CoLoRe: Roundoff error: %lE %lE \n",result,error); + else if(status==GSL_EMAXITER) + fprintf(stderr,"CoLoRe: Ran out of iterations: %lE %lE \n",result,error); + else if(status==GSL_ESING) + fprintf(stderr,"CoLoRe: Singularity found: %lE %lE \n",result,error); + else if(status==GSL_EDIVERGE) { + fprintf(stderr,"CoLoRe: Integral seems to diverge: %lE %lE \n", + result,error); + } + else if(status==GSL_ETOL) { + fprintf(stderr,"CoLoRe: Can't reach tolerance: %lE %lE : %lE %%\n", + result,error,100*error/result); + } + else if(status==GSL_EUNDRFLW) + fprintf(stderr,"CoLoRe: Underflow: %lE %lE \n",result,error); + else if(status==GSL_EDOM) { + fprintf(stderr,"CoLoRe: Outside interpolation range!! %lE %lE\n", + result,error); + exit(1); + } + else if(status) { + fprintf(stderr,"CoLoRe: Unknown error code %d %lf %lf \n", + status,result,error); + exit(1); + } + } +} + +static double wind(double x,int setwf) +{ + ////// + // Window function: + // setwf=0 -> top hat + // setwf=1 -> gaussian + // setwf=2 -> sharp-k + if(setwf==1) { //Gaussian + return exp(-0.5*x*x); + } + else if(setwf==0) { //TopHat + if(x<0.1) { + return 1.-0.1*x*x+0.003571429*x*x*x*x-6.61376E-5*x*x*x*x*x*x + +7.51563E-7*x*x*x*x*x*x*x*x; + } + else + return 3*(sin(x)-x*cos(x))/(x*x*x); + } + else if(setwf==2) { //Sharp-k + if(x<1) return 1; + else return 0; + } + else + return -1; +} + +double pk_linear0(ParamCoLoRe *par,double lgk) +{ + ////// + // Linear power spectrum at redshift 0. + // Extrapolated to ~k^ns for small k and + // to k^{-3} for large k + double pk; + int ik=(int)((lgk-par->logkmin)*par->idlogk); + + if(ik<0) + pk=par->pkarr[0]*pow(10,par->n_scal*(lgk-par->logkmin)); + else if(iknumk) + pk=par->pkarr[ik]+(lgk-par->logkarr[ik])*(par->pkarr[ik+1]-par->pkarr[ik])*par->idlogk; + else + pk=par->pkarr[par->numk-1]*pow(10,-3*(lgk-par->logkmax)); + + return pk; +} + +static double j_bessel_0(double x) +{ + ////// + // Bessel's j0 function + if(x>0.1) + return sin(x)/x; + else + return 1.-0.166667*x*x+0.00833333*x*x*x*x- + 0.000198413*x*x*x*x*x*x+2.75573E-6*x*x*x*x*x*x*x*x; +} + +typedef struct { //Param struct for integrals + double r; + double R1; + double R2; + int wf1; + int wf2; + ParamCoLoRe *par; +} xiparam; + +static double integxiL_O(double kk,void *params) +{ + ////// + // integrand for xi_L (for oscillatory integration) + double dum; + double x1,x2,xr; + xiparam *par; + double lgk=log10(kk); + par=(xiparam *)params; + + x1=kk*(par->R1); + x2=kk*(par->R2); + xr=kk*(par->r); + + dum=TWOPIPIINV*pk_linear0(par->par,lgk)*kk*kk* + wind(x1,par->wf1)*wind(x2,par->wf2)/xr; + + return dum; +} + +static double integxiL_NO(double logk,void *params) +{ + ////// + // integrand for xi_L (including oscillatory term in j0) + double dum; + double x1,x2,xr; + xiparam *par; + par=(xiparam *)params; + + double kk=pow(10,logk); + x1=kk*(par->R1); + x2=kk*(par->R2); + xr=kk*(par->r); + + dum=TWOPIPIINVLOGTEN*pk_linear0(par->par,logk)*kk*kk*kk* + wind(x1,par->wf1)*wind(x2,par->wf2)*j_bessel_0(xr); + + return dum; +} + +static double xi2p_L(ParamCoLoRe *par,double r,double R1,double R2, + char *wf1,char *wf2,double errfac) +{ + ////// + // Correlation function between the linear density contrast smoothed + // with window function (wf1,R1) and with window function (wf2,R2) + // at two points separated by a distance r: + // + gsl_function integrand; + double relerrt=1E-4; + double integral,errintegral; + xiparam xpar; + double lim=MIN(R1,R2); + lim/=r; + + xpar.r=r; + xpar.R1=R1; + xpar.R2=R2; + xpar.par=par; + if(!strcmp(wf1,"Gauss")) + xpar.wf1=1; + else if(!strcmp(wf1,"TopHat")) + xpar.wf1=0; + else { + fprintf(stderr,"CoLoRe: Unknown window function %s \n",wf1); + exit(1); + } + if(!strcmp(wf2,"Gauss")) + xpar.wf2=1; + else if(!strcmp(wf2,"TopHat")) + xpar.wf2=0; + else { + fprintf(stderr,"CoLoRe: Unknown window function %s \n",wf2); + exit(1); + } + + gsl_integration_workspace *w + =gsl_integration_workspace_alloc(1000); + integrand.params=&xpar; + if(lim>=1) { + integrand.function=&integxiL_NO; + int stat=gsl_integration_qagil(&integrand,par->logkmax,0,relerrt,1000,w, + &integral,&errintegral); + int_error_handle(stat,integral,errintegral); + } + else { + lim*=errfac; + gsl_integration_workspace *cw + =gsl_integration_workspace_alloc(1000); + gsl_integration_qawo_table *wf + =gsl_integration_qawo_table_alloc(r,0.1,GSL_INTEG_SINE,100); + + integrand.function=&integxiL_O; + int stat=gsl_integration_qawf(&integrand,0,relerrt*lim,1000, + w,cw,wf,&integral,&errintegral); + int_error_handle(stat,integral,errintegral); + + gsl_integration_qawo_table_free(wf); + gsl_integration_workspace_free(cw); + } + gsl_integration_workspace_free(w); + + return integral; +} + +static double sigL2(ParamCoLoRe *par,double R1,double R2,char *wf1,char *wf2) +{ + ////// + // Covariance between the linear density contrast smoothed with + // window function (wf1,R1) and with window function (wf2,R2) at + // the same point: + return xi2p_L(par,0,R1,R2,wf1,wf2,1); +} + +static void pk_linear_set(ParamCoLoRe *par) +{ + ////// + // Reads linear power spectrum. CAMB format expected. + int ii; + double kk,ppk; + FILE *fpk; + + print_info("Reading P_k from file: %s\n",par->fnamePk); + fpk=fopen(par->fnamePk,"r"); + if(fpk==NULL) error_open_file(par->fnamePk); + par->numk=linecount(fpk); + par->logkarr=(double *)my_malloc(par->numk*sizeof(double)); + par->pkarr=(double *)my_malloc(par->numk*sizeof(double)); + rewind(fpk); + for(ii=0;iinumk;ii++) { + int stat=fscanf(fpk,"%lf %lf",&kk,&ppk); + if(stat!=2) error_read_line(par->fnamePk,ii+1); + par->pkarr[ii]=ppk; + par->logkarr[ii]=log10(kk); //log(k) in h Mpc^-1 + } + fclose(fpk); + + par->logkmin=par->logkarr[0]; + par->logkmax=par->logkarr[par->numk-1]; + par->idlogk=(par->numk-1)/(par->logkmax-par->logkmin); + + //Re-interpolate just in case the file is not equi-spaced in log10(k) + gsl_interp_accel *intacc=gsl_interp_accel_alloc(); + gsl_spline *spline=gsl_spline_alloc(gsl_interp_cspline,par->numk); + gsl_spline_init(spline,par->logkarr,par->pkarr,par->numk); + for(ii=0;iinumk-1;ii++) { + double lk=par->logkmin+ii/(par->idlogk); + par->pkarr[ii]=gsl_spline_eval(spline,lk,intacc); + par->logkarr[ii]=lk; + } + gsl_spline_free(spline); + gsl_interp_accel_free(intacc); + + // normalize + double norm_pk=par->sig8*par->sig8/sigL2(par,8,8,"TopHat","TopHat"); + print_info(" Original sigma8=%lf\n", + sqrt(sigL2(par,8,8,"TopHat","TopHat"))); + for(ii=0;iinumk;ii++) + par->pkarr[ii]*=norm_pk; + + double r_effective=sqrt(par->r2_smooth+pow(0.45*par->l_box/par->n_grid,2)); + par->sigma2_gauss=sigL2(par,r_effective,r_effective,"Gauss","Gauss"); +#ifdef _DEBUG + print_info(" Sigma_Gauss should be %lf\n",sqrt(par->sigma2_gauss)); +#endif //_DEBUG +} + +void cosmo_set(ParamCoLoRe *par) +{ + ////// + // This initializes the cosmological model + // at redshift z_s + Csm_params *pars=csm_params_new(); + csm_unset_gsl_eh(); + csm_background_set(pars,par->OmegaM,par->OmegaL,par->OmegaB,par->weos,0,par->hhub,2.275); + double h0=csm_hubble(pars, 1); + double fgrowth0=csm_f_growth(pars, 1); + double growth0=csm_growth_factor(pars,1); + par->prefac_lensing = 1.5*h0*h0*par->OmegaM; + + // Compute growth factor at this redshift + double a=1/(1+par->z_snap); + double om=csm_omega_m(pars,a); + double d1=csm_growth_factor(pars,a)/growth0; + double d2=-0.42857142857*d1*d1*pow(om,-0.00699300699); + double fz=csm_f_growth(pars,a); + double hz=csm_hubble(pars,a); + par->growth_d1=d1; + par->growth_fz=fz; + par->growth_d2=d2; + par->growth_dv=(d1*hz*fz)/(fgrowth0*h0); //This is for the comoving velocity + par->ihub=1/hz; + par->fgrowth_0=fgrowth0; + par->hubble_0=h0; + + pk_linear_set(par); + + csm_params_free(pars); + //FREEE SLPINES! +} diff --git a/CoLoRe_snap/src/cosmo_mad.c b/CoLoRe_snap/src/cosmo_mad.c new file mode 100644 index 0000000..75cf7d1 --- /dev/null +++ b/CoLoRe_snap/src/cosmo_mad.c @@ -0,0 +1,520 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CoLoRe. // +// // +// CoLoRe is free software: you can redistribute it and/or modify // +// it under the terms of the GNU General Public License as published // +// by the Free Software Foundation, either version 3 of the License, // +// or (at your option) any later version. // +// // +// CoLoRe is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CoLoRe. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#include +#include +#include +#include "common.h" +#include "cosmo_mad.h" + +//Number of points for the a(t) relation +#define CSM_NINTERP_A 1000 + +/**** Verbosity ****/ +static int csm_flag_verbose=1; + +/**** Error handler ****/ +static gsl_error_handler_t *csm_gsl_error_handler_old; + + +/****************************/ +/* General routines */ +/****************************/ +static void int_error_handle(int status,double result, + double error) +{ + ////// + // Error handler for gsl + if(isnan(result)) { + fprintf(stderr,"CoLoRe: NAN found \n"); + } + else{ + if(status==GSL_EROUND) { + fprintf(stderr,"CoLoRe: Roundoff error: %lE %lE \n", + result,error); + } + else if(status==GSL_EMAXITER) { + fprintf(stderr,"CoLoRe: Ran out of iterations: %lE %lE \n", + result,error); + } + else if(status==GSL_ESING) { + fprintf(stderr,"CoLoRe: Singularity found: %lE %lE \n", + result,error); + } + else if(status==GSL_EDIVERGE) { + fprintf(stderr,"CoLoRe: Integral seems to diverge: %lE %lE \n", + result,error); + } + else if(status==GSL_ETOL) { + fprintf(stderr,"CoLoRe: Can't reach tolerance: %lE %lE\n", + result,error); + } + else if(status==GSL_EUNDRFLW) + fprintf(stderr,"CoLoRe: Underflow: %lE %lE \n",result,error); + else if(status==GSL_EDOM) { + fprintf(stderr,"CoLoRe: Outside interpolation range!! %lE %lE\n", + result,error); + exit(1); + } + else if(status) { + fprintf(stderr,"CoLoRe: Unknown error code %d %lf %lf \n", + status,result,error); + exit(1); + } + } +} + +void csm_unset_gsl_eh(void) +{ + ////// + // Disables GSL default error handler + csm_gsl_error_handler_old=gsl_set_error_handler_off(); +} + +void csm_set_verbosity(int verb) +{ + ////// + // Sets verbosity level + csm_flag_verbose=verb; +} + +static void csm_bg_params_free(Csm_bg_params *par) +{ + ////// + // bg_params destructor + free(par); +} + +static Csm_bg_params *csm_bg_params_new(void) +{ + ////// + // bg_params creator + // Default Planck parameters + Csm_bg_params *bg=(Csm_bg_params *)malloc(sizeof(Csm_bg_params)); + if(bg==NULL) { + fprintf(stderr,"CoLoRe: Out of memory!\n"); + exit(1); + } + bg->OM=0.315; + bg->OL=0.685; + bg->OB=0.049; + bg->h=0.673; + bg->w0=-1; + bg->wa=0; + bg->TCMB=2.725; + bg->OK=0; + bg->ksign=0; + bg->normalDE=1; + bg->constantw=1; + + return bg; +} + +void csm_params_free(Csm_params *par) +{ + ////// + // csm_params destructor + if(par->bg_params_set) + csm_bg_params_free(par->bg); + par->bg_params_set=0; + free(par); +} + +Csm_params *csm_params_new(void) +{ + ////// + // csm_params destructor + Csm_params *par=(Csm_params *)malloc(sizeof(Csm_params)); + if(par==NULL) { + fprintf(stderr,"CoLoRe: Out of memory!\n"); + exit(1); + } + par->bg_params_set=0; + par->bg=NULL; + + return par; +} + +/****************************/ +/* Background cosmology */ +/****************************/ + +static double aeqmin(Csm_bg_params *par) +{ + ////// + // Returns MIN(aeq_k,aeq_L), where aeq_i is the scale + // factor at equality of M with k or L. + double aeqK=1; + double aeqL=1; + + if(par->ksign!=0) + aeqK=par->OM/fabs(par->OK); + + if (par->OL!=0) { + if(par->normalDE) + aeqL=pow(par->OM/par->OL,0.333); + else + aeqL=pow(par->OM/par->OL,-1/(3*par->w0)); + } + + return CSM_MIN(aeqK,aeqL); +} + +static double sinn(double x,int sign) +{ + ////// + // { sin(x) , if k==1 + // sinn(x)={ x , if k==0 + // { sinh(x) , if k==-1 + double dum; + + if(sign==-1) + dum=sinh(x); + else if(sign==1) + dum=sin(x); + else + dum=x; + + return dum; +} + +static double naHm1(double a,void *params) +{ + ////// + // H0/(a*H[a]) + double dum; + Csm_bg_params *par=(Csm_bg_params *)params; + + if(par->normalDE) + dum=sqrt(a/(par->OM+par->OL*a*a*a+par->OK*a)); + else if(par->constantw) { + dum=sqrt(a/(par->OM+par->OL*pow(a,-3*par->w0)+par->OK*a)); + } + else { + dum=sqrt(a/(par->OM+par->OL*pow(a,-3*(par->w0+par->wa))* + exp(3*(a-1)*par->wa)+par->OK*a)); + } + + return dum; +} + +static double na2Hm1(double a,void *params) +{ + ////// + // H0/(a^2*H[a]) + double dum; + Csm_bg_params *par=(Csm_bg_params *)params; + + if(par->normalDE) + dum=1/sqrt(a*(par->OM+par->OL*a*a*a+par->OK*a)); + else if(par->constantw) { + dum=1/sqrt(a*(par->OM+par->OL*pow(a,-3*par->w0)+par->OK*a)); + } + else { + dum=1/sqrt(a*(par->OM+par->OL*pow(a,-3*(par->w0+par->wa))* + exp(3*(a-1)*par->wa)+par->OK*a)); + } + + return dum; +} + +static double naHm3(double a,void *params) +{ + ////// + // (H0/(a*H[a]))^3 + double dum; + Csm_bg_params *par=(Csm_bg_params *)params; + + if(par->normalDE) { + dum=sqrt(a/(par->OM+par->OL*a*a*a+par->OK*a)); + } + else if(par->constantw) { + dum=sqrt(a/(par->OM+par->OL*pow(a,-3*par->w0)+par->OK*a)); + } + else { + dum=sqrt(a/(par->OM+par->OL*pow(a,-3*(par->w0+par->wa))* + exp(3*(a-1)*par->wa)+par->OK*a)); + } + + return dum*dum*dum; +} + +static void parthor(Csm_bg_params *par, + double aa,double *ph,double *delph) +{ + ////// + // Particle horizon. The returned value is in Mpc/h. + double alim; + + alim=0.01*par->a_equality; + if(aa<=alim) { + *ph=2*sqrt(aa/par->OM)*CSM_HMPC; + *delph=0; + } + else { + double relerrt=1E-6; + double integral,errintegral,int0; + size_t sdum; + gsl_function integrand; + int stat; + + int0=2*sqrt(alim/par->OM); + integrand.function=&na2Hm1; + integrand.params=par; + + stat=gsl_integration_qng(&integrand,alim,aa,0,relerrt, + &integral,&errintegral,&sdum); + int_error_handle(stat,integral,errintegral); + *ph=(int0+integral)*CSM_HMPC; + // *delph=errintegral*CSM_HMPC; + } +} + +static void gfac(Csm_bg_params *par, + double aa,double *gf,double *delgf) +{ + ////// + // Growth factor, normalized to gfac(a<a_equality; + int0=0.4*sqrt(alim*alim*alim*alim*alim/(par->OM*par->OM*par->OM)); + if(aa<=alim) { + *gf=aa; + *delgf=0; + } + else { + double relerrt=1E-4; + double integral,errintegral; + size_t sdum; + gsl_function integrand; + int stat; + + integrand.function=&naHm3; + integrand.params=par; + + stat=gsl_integration_qng(&integrand,alim,aa,0,relerrt, + &integral,&errintegral,&sdum); + int_error_handle(stat,integral,errintegral); + *gf=(int0+integral)*2.5*par->OM/(aa*naHm1(aa,par)); + } +} + +double csm_omega_m(Csm_params *par,double aa) +{ + if(par->bg->normalDE) + return par->bg->OM/(par->bg->OM+par->bg->OL*aa*aa*aa+par->bg->OK*aa); + else if(par->bg->constantw) { + return par->bg->OM/(par->bg->OM+par->bg->OL*pow(aa,-3*par->bg->w0)+par->bg->OK*aa); + } + else { + return par->bg->OM/(par->bg->OM+par->bg->OL*pow(aa,-3*(par->bg->w0+par->bg->wa))* + exp(3*par->bg->wa*(aa-1))+par->bg->OK*aa); + } +} + +double csm_hubble(Csm_params *par,double aa) +{ + ////// + // Hubble rate at aa in h/Mpc + if(par->bg->normalDE) { + return sqrt((par->bg->OM+par->bg->OL*aa*aa*aa+par->bg->OK*aa)/ + (aa*aa*aa))/CSM_HMPC; + } + else if(par->bg->constantw) { + return sqrt((par->bg->OM+par->bg->OL*pow(aa,-3*par->bg->w0)+ + par->bg->OK*aa)/(aa*aa*aa))/CSM_HMPC; + } + else { + return sqrt((par->bg->OM+par->bg->OL*pow(aa,-3*(par->bg->w0+par->bg->wa))* + exp(3*par->bg->wa*(aa-1))+par->bg->OK*aa)/(aa*aa*aa))/CSM_HMPC; + } +} + +double csm_particle_horizon(Csm_params *par,double aa) +{ + ////// + // Particle horizon + double ph, eph; + + parthor(par->bg,aa,&ph,&eph); + return ph; +} + +double csm_radial_comoving_distance(Csm_params *par,double aa) +{ + ////// + // chi(a) + double rcd; + + rcd=csm_particle_horizon(par,aa); + return par->bg->phorizon-rcd; +} + +double csm_curvature_comoving_distance(Csm_params *par,double aa) +{ + ////// + // r(a) + if(par->bg->ksign==0) + return csm_radial_comoving_distance(par,aa); + else { + double dum; + double ksq=sqrt(fabs(par->bg->OK)); + dum=csm_radial_comoving_distance(par,aa)/CSM_HMPC; + dum=sinn(ksq*dum,par->bg->ksign)/ksq; + return dum*CSM_HMPC; + } +} + +double csm_growth_factor(Csm_params *par,double aa) +{ + ////// + // D(a) + double gf,egf; + + gfac(par->bg,aa,&gf,&egf); + + return gf; +} + +double csm_f_growth(Csm_params *par,double aa) +{ + ////// + // f(a)= d ln(D)/d ln(a) + // Using the integral definition for D(a) + double apow,coeff,Da; + + Da=csm_growth_factor(par,aa); + if(par->bg->normalDE) { + coeff=0; + apow=aa*aa*aa; + } + else if(par->bg->constantw) { + coeff=(1+par->bg->w0); + apow=pow(aa,-3*par->bg->w0); + } + else { + coeff=(1+par->bg->w0+par->bg->wa*(1-aa)); + apow=pow(aa,-3*(par->bg->w0+par->bg->wa))*exp(3*par->bg->wa*(aa-1)); + } + + return 0.5*(5*par->bg->OM*aa/Da- + (3*par->bg->OM+3*coeff*par->bg->OL*apow+2*par->bg->OK*aa))/ + (par->bg->OM+par->bg->OL*apow+par->bg->OK*aa); +} + +void csm_background_set(Csm_params *par, + double OmegaM,double OmegaL,double OmegaB, + double ww,double wwa,double hh,double T_CMB) +{ + ////// + // This initializes the cosmological parameters. + if(par->bg_params_set) + csm_bg_params_free(par->bg); + par->bg_params_set=0; + + par->bg=csm_bg_params_new(); + par->bg_params_set=1; + par->bg->h=hh; + par->bg->w0=ww; + par->bg->wa=wwa; + par->bg->OM=OmegaM; + par->bg->OL=OmegaL; + par->bg->OK=1-par->bg->OM-par->bg->OL; + par->bg->OB=OmegaB; + par->bg->TCMB=T_CMB; + + //Check parameters + if(fabs(par->bg->wa)<1E-6) { + if(fabs(par->bg->w0+1)<1E-6) { + par->bg->constantw=1; + par->bg->normalDE=1; + } + else { + par->bg->constantw=1; + par->bg->normalDE=0; + } + } + else { + par->bg->constantw=0; + par->bg->normalDE=0; + } + + if(fabs(par->bg->OK)<1E-6) + par->bg->ksign=0; + else if(par->bg->OK>0) + par->bg->ksign=-1; + else + par->bg->ksign=1; + + if(par->bg->OM<=0) { + fprintf(stderr,"CoLoRe: Wrong matter parameter %.3lf \n", + par->bg->OM); + exit(1); + } + if(par->bg->OMbg->OB) { + fprintf(stderr,"CoLoRe: Wrong M/B parameter %.3lf > %.3lf \n", + par->bg->OB,par->bg->OM); + exit(1); + } + if(par->bg->w0>-0.333333) { + fprintf(stderr,"CoLoRe: DE is too exotic (w=%.3lf \n",par->bg->w0); + exit(1); + } + if(par->bg->TCMB<0) { + fprintf(stderr,"CoLoRe: Wrong CMB temperature %.3lf \n", + par->bg->TCMB); + exit(1); + } + + if(csm_flag_verbose) { + print_info("The cosmological model is:\n"); + print_info(" O_M=%.3f O_L=%.3f O_K=%.3f\n", + par->bg->OM,par->bg->OL,par->bg->OK); + print_info(" O_B=%.3f w=%.3f h=%.3f\n", + par->bg->OB,par->bg->w0,par->bg->h); + if(par->bg->ksign==0) + print_info(" Flat universe, "); + else if(par->bg->ksign==1) + print_info(" Closed universe, "); + else if(par->bg->ksign==-1) + print_info(" Open universe, "); + if(par->bg->normalDE) + print_info("standard cosmological constant\n"); + else { + print_info("non-standard dark energy"); + if(par->bg->constantw) + print_info("\n"); + else + print_info(": w(a) = %.3lf + %.3lf*(1-a) \n",par->bg->w0,par->bg->wa); + } + } + par->bg->a_equality=aeqmin(par->bg); + par->bg->phorizon=csm_particle_horizon(par,1); + par->bg->growth0=csm_growth_factor(par,1); + if(csm_flag_verbose) { + print_info("\n Time of equality: a_eq=%.5lf\n",par->bg->a_equality); + print_info(" Particle horizon: "); + print_info("chi_H(0)=%.3lE Mpc/h\n",par->bg->phorizon); + print_info(" Present growth factor: "); + print_info("D_0=%.3lf\n\n",par->bg->growth0); + } +} diff --git a/CoLoRe_snap/src/cosmo_mad.h b/CoLoRe_snap/src/cosmo_mad.h new file mode 100644 index 0000000..93df73e --- /dev/null +++ b/CoLoRe_snap/src/cosmo_mad.h @@ -0,0 +1,86 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CosmoMAD. // +// // +// CosmoMAD is free software: you can redistribute it and/or modify // +// it under the terms of the GNU General Public License as published // +// by the Free Software Foundation, either version 3 of the License, // +// or (at your option) any later version. // +// // +// CosmoMAD is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CosmoMAD. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#ifndef _COSMO_MAD_H +#define _COSMO_MAD_H + +#include +#include +#include +#include + +#define CSM_FOURPITHIRD 4.18879020478639 //4*pi/3 +#define CSM_LOGTEN 2.302585092994 //ln(10) +#define CSM_RTOD 57.29577951308232 //180/pi +#define CSM_DTOR 0.017453292519943295 //pi/180 +#define CSM_HGYR 9.777751486751187 //H0^-1 in Gyrs/h +#define CSM_HMPC 2997.92458 //c*H0^-1 in Mpc/h + +#define CSM_MIN(a, b) (((a) < (b)) ? (a) : (b)) + +typedef struct { + //Tuneable parameters + double OM; + double OB; + double OL; + double h; + double w0; + double wa; + double TCMB; + + // Derived parameters + double OK; + int ksign; + int normalDE; + int constantw; + double phorizon; + double a_equality; + double growth0; + + // a(t) spline + int at_spline_set; + gsl_interp_accel *intacc_at; + gsl_spline *spline_at; +} Csm_bg_params; + +typedef struct { + /* Background parameters */ + int bg_params_set; + Csm_bg_params *bg; +} Csm_params; + + +void csm_unset_gsl_eh(void); +void csm_set_verbosity(int verb); +void csm_params_free(Csm_params *par); +Csm_params *csm_params_new(void); +double csm_omega_m(Csm_params *par,double aa); +double csm_hubble(Csm_params *par,double aa); +double csm_particle_horizon(Csm_params *par,double aa); +double csm_radial_comoving_distance(Csm_params *par,double aa); +double csm_curvature_comoving_distance(Csm_params *par,double aa); +double csm_growth_factor(Csm_params *par,double aa); +double csm_f_growth(Csm_params *par,double aa); +void csm_background_set(Csm_params *par, + double OmegaM,double OmegaL,double OmegaB, + double ww,double wwa,double hh,double T_CMB); + +#endif //_COSMO_MAD_ diff --git a/CoLoRe_snap/src/density.c b/CoLoRe_snap/src/density.c new file mode 100644 index 0000000..7582f9b --- /dev/null +++ b/CoLoRe_snap/src/density.c @@ -0,0 +1,1164 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CoLoRe. // +// // +// CoLoRe is free software: you can redistribute it and/or modify it // +// under the terms of the GNU General Public License as published by // +// the Free Software Foundation, either version 3 of the License, or // +// (at your option) any later version. // +// // +// CoLoRe is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CoLoRe. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#include "common.h" + +static dftw_complex *dftw_alloc_complex(ptrdiff_t dsize) +{ + dftw_complex *p; +#ifdef _SPREC + p=fftwf_alloc_complex(dsize); +#else //_SPREC + p=fftw_alloc_complex(dsize); +#endif //_SPREC + if(p==NULL) + report_error(1,"Ran out of memory\n"); + return p; +} + +static void pos_2_ngp(ParamCoLoRe *par,unsigned long long np, + flouble *x,flouble *y,flouble *z,flouble *delta) +{ + unsigned long long ii; + flouble i_agrid=par->n_grid/par->l_box; + long ngx=2*(par->n_grid/2+1); + + for(ii=0;ii=par->n_grid) i0[ax]-=par->n_grid; + if(i0[ax]<0) i0[ax]+=par->n_grid; + } + i0[2]-=par->iz0_here; + + if((i0[2]>=0) && (i0[2]nz_here)) { + index=i0[0]+ngx*(i0[1]+par->n_grid*i0[2]); + delta[index]+=1.; + } + } +} + +static void pos_2_cic(ParamCoLoRe *par,unsigned long long np, + flouble *x,flouble *y,flouble *z,flouble *delta) +{ + unsigned long long ii; + flouble i_agrid=par->n_grid/par->l_box; + long ngx=2*(par->n_grid/2+1); + + for(ii=0;iin_grid; + if(i1[ax]<0) i1[ax]+=par->n_grid; + if(i0[ax]>=par->n_grid) i0[ax]-=par->n_grid; + if(i1[ax]>=par->n_grid) i1[ax]-=par->n_grid; + } + i0[2]-=par->iz0_here; + i1[2]-=par->iz0_here; + + if((i0[2]>=0) && (i0[2]nz_here)) { + delta[i0[0]+ngx*(i0[1]+par->n_grid*i0[2])]+=a0[0]*a0[1]*a0[2]; + delta[i1[0]+ngx*(i0[1]+par->n_grid*i0[2])]+=a1[0]*a0[1]*a0[2]; + delta[i0[0]+ngx*(i1[1]+par->n_grid*i0[2])]+=a0[0]*a1[1]*a0[2]; + delta[i1[0]+ngx*(i1[1]+par->n_grid*i0[2])]+=a1[0]*a1[1]*a0[2]; + } + if((i1[2]>=0) && (i1[2]nz_here)) { + delta[i0[0]+ngx*(i0[1]+par->n_grid*i1[2])]+=a0[0]*a0[1]*a1[2]; + delta[i1[0]+ngx*(i0[1]+par->n_grid*i1[2])]+=a1[0]*a0[1]*a1[2]; + delta[i0[0]+ngx*(i1[1]+par->n_grid*i1[2])]+=a0[0]*a1[1]*a1[2]; + delta[i1[0]+ngx*(i1[1]+par->n_grid*i1[2])]+=a1[0]*a1[1]*a1[2]; + } + } +} + +static void pos_2_tsc(ParamCoLoRe *par,unsigned long long np, + flouble *x,flouble *y,flouble *z,flouble *delta) +{ + unsigned long long ii; + flouble i_agrid=par->n_grid/par->l_box; + long ngx=2*(par->n_grid/2+1); + + for(ii=0;iin_grid; + if(i0[ax]<0) i0[ax]+=par->n_grid; + if(ip[ax]<0) ip[ax]+=par->n_grid; + if(im[ax]>=par->n_grid) im[ax]-=par->n_grid; + if(i0[ax]>=par->n_grid) i0[ax]-=par->n_grid; + if(ip[ax]>=par->n_grid) ip[ax]-=par->n_grid; + } + i0[2]-=par->iz0_here; + im[2]-=par->iz0_here; + ip[2]-=par->iz0_here; + + if((im[2]>=0) && (im[2]nz_here)) { + delta[im[0]+ngx*(im[1]+par->n_grid*im[2])]+=am[0]*am[1]*am[2]; + delta[i0[0]+ngx*(im[1]+par->n_grid*im[2])]+=a0[0]*am[1]*am[2]; + delta[ip[0]+ngx*(im[1]+par->n_grid*im[2])]+=ap[0]*am[1]*am[2]; + delta[im[0]+ngx*(i0[1]+par->n_grid*im[2])]+=am[0]*a0[1]*am[2]; + delta[i0[0]+ngx*(i0[1]+par->n_grid*im[2])]+=a0[0]*a0[1]*am[2]; + delta[ip[0]+ngx*(i0[1]+par->n_grid*im[2])]+=ap[0]*a0[1]*am[2]; + delta[im[0]+ngx*(ip[1]+par->n_grid*im[2])]+=am[0]*ap[1]*am[2]; + delta[i0[0]+ngx*(ip[1]+par->n_grid*im[2])]+=a0[0]*ap[1]*am[2]; + delta[ip[0]+ngx*(ip[1]+par->n_grid*im[2])]+=ap[0]*ap[1]*am[2]; + } + if((i0[2]>=0) && (i0[2]nz_here)) { + delta[im[0]+ngx*(im[1]+par->n_grid*i0[2])]+=am[0]*am[1]*a0[2]; + delta[i0[0]+ngx*(im[1]+par->n_grid*i0[2])]+=a0[0]*am[1]*a0[2]; + delta[ip[0]+ngx*(im[1]+par->n_grid*i0[2])]+=ap[0]*am[1]*a0[2]; + delta[im[0]+ngx*(i0[1]+par->n_grid*i0[2])]+=am[0]*a0[1]*a0[2]; + delta[i0[0]+ngx*(i0[1]+par->n_grid*i0[2])]+=a0[0]*a0[1]*a0[2]; + delta[ip[0]+ngx*(i0[1]+par->n_grid*i0[2])]+=ap[0]*a0[1]*a0[2]; + delta[im[0]+ngx*(ip[1]+par->n_grid*i0[2])]+=am[0]*ap[1]*a0[2]; + delta[i0[0]+ngx*(ip[1]+par->n_grid*i0[2])]+=a0[0]*ap[1]*a0[2]; + delta[ip[0]+ngx*(ip[1]+par->n_grid*i0[2])]+=ap[0]*ap[1]*a0[2]; + } + if((ip[2]>=0) && (ip[2]nz_here)) { + delta[im[0]+ngx*(im[1]+par->n_grid*ip[2])]+=am[0]*am[1]*ap[2]; + delta[i0[0]+ngx*(im[1]+par->n_grid*ip[2])]+=a0[0]*am[1]*ap[2]; + delta[ip[0]+ngx*(im[1]+par->n_grid*ip[2])]+=ap[0]*am[1]*ap[2]; + delta[im[0]+ngx*(i0[1]+par->n_grid*ip[2])]+=am[0]*a0[1]*ap[2]; + delta[i0[0]+ngx*(i0[1]+par->n_grid*ip[2])]+=a0[0]*a0[1]*ap[2]; + delta[ip[0]+ngx*(i0[1]+par->n_grid*ip[2])]+=ap[0]*a0[1]*ap[2]; + delta[im[0]+ngx*(ip[1]+par->n_grid*ip[2])]+=am[0]*ap[1]*ap[2]; + delta[i0[0]+ngx*(ip[1]+par->n_grid*ip[2])]+=a0[0]*ap[1]*ap[2]; + delta[ip[0]+ngx*(ip[1]+par->n_grid*ip[2])]+=ap[0]*ap[1]*ap[2]; + } + } +} + +static void pos_2_dens(ParamCoLoRe *par,unsigned long long np_here, + flouble *x,flouble *y,flouble *z,flouble *dens) +{ + if(par->lpt_interp_type==INTERP_NGP) + pos_2_ngp(par,np_here,x,y,z,dens); + else if(par->lpt_interp_type==INTERP_CIC) + pos_2_cic(par,np_here,x,y,z,dens); + else if(par->lpt_interp_type==INTERP_TSC) + pos_2_tsc(par,np_here,x,y,z,dens); + else + report_error(1,"Wrong interpolation type\n"); +} + +#ifdef _HAVE_MPI +static void share_particles(ParamCoLoRe *par,unsigned long long np_allocated,unsigned long long np_real, + flouble *x,flouble *y,flouble *z,unsigned long long *np_here) +{ + int inode; + unsigned long long ip; + flouble dx=par->l_box/par->n_grid; + flouble *z_left=my_malloc(NNodes*sizeof(flouble)); + flouble *z_right=my_malloc(NNodes*sizeof(flouble)); + flouble *z_true_left=my_malloc(NNodes*sizeof(flouble)); + flouble *z_true_right=my_malloc(NNodes*sizeof(flouble)); + flouble *z_bleft_left=my_malloc(NNodes*sizeof(flouble)); + flouble *z_bleft_right=my_malloc(NNodes*sizeof(flouble)); + flouble *z_bright_left=my_malloc(NNodes*sizeof(flouble)); + flouble *z_bright_right=my_malloc(NNodes*sizeof(flouble)); + unsigned long long nbuffer=(unsigned long long)(par->lpt_buffer_fraction*par->nz_here* + ((long)(par->n_grid*par->n_grid))); + flouble *x_b=my_malloc(nbuffer*sizeof(flouble)); + flouble *y_b=my_malloc(nbuffer*sizeof(flouble)); + flouble *z_b=my_malloc(nbuffer*sizeof(flouble)); + + for(inode=0;inodeiz0_all[inode]*dx; + z_right[inode]=(par->iz0_all[inode]+par->nz_all[inode])*dx; + z_true_left[inode]=(par->iz0_all[inode]+(par->lpt_interp_type+1)*0.5)*dx; + z_true_right[inode]=(par->iz0_all[inode]+par->nz_all[inode]-(par->lpt_interp_type+1)*0.5)*dx; + z_bleft_left[inode]=(par->iz0_all[inode]-(par->lpt_interp_type+1)*0.5)*dx; + z_bleft_right[inode]=z_left[inode]; + z_bright_left[inode]=z_right[inode]; + z_bright_right[inode]=(par->iz0_all[inode]+par->nz_all[inode]+(par->lpt_interp_type+1)*0.5)*dx; + if(inode==0) { + z_bleft_left[inode]=(par->n_grid-(par->lpt_interp_type+1)*0.5)*dx; + z_bleft_right[inode]=par->n_grid*dx; + } + else if(inode==NNodes-1) { + z_bright_left[inode]=0; + z_bright_right[inode]=(par->lpt_interp_type+1)*0.5*dx; + } +#ifdef _DEBUG + print_info("MPI task %d: [%lf,%lf] [%lf,%lf] [%lf %lf] [%lf %lf]\n",inode, + z_left[inode],z_right[inode], + z_true_left[inode],z_true_right[inode], + z_bleft_left[inode],z_bleft_right[inode], + z_bright_left[inode],z_bright_right[inode]); +#ifdef _HAVE_MPI + MPI_Barrier(MPI_COMM_WORLD); +#endif +#endif //_DEBUG + } + + //Figure out which particles need to be moved and which stay + unsigned long long n_inrange=0,n_inbuffer=0; + for(ip=0;ip=z_left[NodeThis]) && (z[ip]=z_bleft_left[NodeThis]) && (z[ip]=z_bright_left[NodeThis]) && (z[ip]=z_true_right[NodeThis])) + send=1; + + if(send) { + if(n_inbuffer>=nbuffer) + report_error(1,"Out of memory, enlarge buffer %llu (%llu,%llu) %llu\n", + np_allocated,n_inbuffer,nbuffer,n_inrange); + x_b[n_inbuffer]=x[ip]; + y_b[n_inbuffer]=y[ip]; + z_b[n_inbuffer]=z[ip]; + n_inbuffer++; + } + + if(include) { + if(n_inrange>=np_allocated) + report_error(1,"Out of memory, enlarge buffer %llu %llu %llu\n",np_allocated,n_inbuffer,n_inrange); + x[n_inrange]=x[ip]; + y[n_inrange]=y[ip]; + z[n_inrange]=z[ip]; + n_inrange++; + } + } + +#ifdef _DEBUG + printf("MPI task %d: %llu %llu %llu %llu\n",NodeThis,np_allocated,n_inrange,nbuffer,n_inbuffer); +#ifdef _HAVE_MPI + MPI_Barrier(MPI_COMM_WORLD); +#endif +#endif //_DEBUG + + for(inode=1;inode=z_left[node_to]) && (z_b[i]=z_bleft_left[node_to]) && (z_b[i]=z_bright_left[node_to]) && (z_b[i]=0 && + (((z_b[j]>=z_left[node_to]) && (z_b[j]=z_bleft_left[node_to]) && (z_b[j]=z_bright_left[node_to]) && (z_b[j]np_allocated) + report_error(1,"Not enough memory, enlarge buffer\n"); + +#ifdef _HAVE_MPI + MPI_Sendrecv(x_send,nsend*sizeof(flouble),FLOUBLE_MPI,node_to,tag, + x+n_inrange,nrecv*sizeof(flouble),FLOUBLE_MPI,node_from,tag,MPI_COMM_WORLD,&status); + MPI_Sendrecv(y_send,nsend*sizeof(flouble),FLOUBLE_MPI,node_to,tag, + y+n_inrange,nrecv*sizeof(flouble),FLOUBLE_MPI,node_from,tag,MPI_COMM_WORLD,&status); + MPI_Sendrecv(z_send,nsend*sizeof(flouble),FLOUBLE_MPI,node_to,tag, + z+n_inrange,nrecv*sizeof(flouble),FLOUBLE_MPI,node_from,tag,MPI_COMM_WORLD,&status); +#endif //_HAVE_MPI + + n_inrange+=nrecv; + } + + *np_here=n_inrange; + + free(z_left); + free(z_right); + free(z_bleft_left); + free(z_bleft_right); + free(z_bright_left); + free(z_bright_right); + free(x_b); + free(y_b); + free(z_b); + + return; +} +#endif //_HAVE_MPI + +static void lpt_1(ParamCoLoRe *par) +{ + int axis; + + dftw_complex *(cdisp[3]); + flouble *(disp[3]); + ptrdiff_t dsize=par->nz_here*((long)(par->n_grid*(par->n_grid/2+1))); + ptrdiff_t dsize_buff=(ptrdiff_t)(dsize*(1+par->lpt_buffer_fraction)); + + print_info(" 1LPT\n"); + + print_info(" - Transforming density field\n"); + for(axis=0;axis<3;axis++) { + cdisp[axis]=dftw_alloc_complex(dsize_buff); + disp[axis]=(flouble *)cdisp[axis]; + } + fftw_wrap_r2c(par->n_grid,par->grid_dens,par->grid_dens_f); + + print_info(" - Computing displacement field\n"); +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(par,cdisp) +#endif //_HAVE_OMP + { + int ii; + double dk=2*M_PI/par->l_box; + double kv[3]; + double fftnorm=(double)(par->n_grid*((long)(par->n_grid*par->n_grid))); + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(ii=0;iinz_here;ii++) { + int jj,ii_true; + ii_true=par->iz0_here+ii; + if(2*ii_true<=par->n_grid) + kv[2]=ii_true*dk; + else + kv[2]=-(par->n_grid-ii_true)*dk; + for(jj=0;jjn_grid;jj++) { + int kk; + if(2*jj<=par->n_grid) + kv[1]=jj*dk; + else + kv[1]=-(par->n_grid-jj)*dk; + for(kk=0;kk<=par->n_grid/2;kk++) { + int ax; + double k_mod2; + long index=kk+(par->n_grid/2+1)*((long)(jj+par->n_grid*ii)); //Grid index for +k + if(2*kk<=par->n_grid) + kv[0]=kk*dk; + else + kv[0]=-(par->n_grid-kk)*dk; //This should never happen + + k_mod2=fftnorm*(kv[0]*kv[0]+kv[1]*kv[1]+kv[2]*kv[2]); + + for(ax=0;ax<3;ax++) { + if(k_mod2<=0) + cdisp[ax][index]=0; + else + cdisp[ax][index]=I*kv[ax]*par->grid_dens_f[index]/k_mod2; + } + } + } + } //end omp for + } //end omp parallel + + print_info(" - Transform displacement field\n"); + for(axis=0;axis<3;axis++) + fftw_wrap_c2r(par->n_grid,cdisp[axis],disp[axis]); + + print_info(" - Computing particle positions\n"); +#ifdef _DEBUG + double d_sigma2_1=0; + double d_mean_1[3]={0,0,0}; +#endif //_DEBUG +#ifdef _HAVE_OMP +#ifdef _DEBUG +#pragma omp parallel default(none) shared(par,disp,d_mean_1,d_sigma2_1) +#else //_DEBUG +#pragma omp parallel default(none) shared(par,disp) +#endif //_DEBUG +#endif //_HAVE_OMP + { + long iz; + int ngx=2*(par->n_grid/2+1); + flouble dx=par->l_box/par->n_grid; + flouble xv[3]; + flouble dg=par->growth_d1; + +#ifdef _DEBUG + double d_sigma2_1_thr=0; + double d_mean_1_thr[3]={0,0,0}; +#endif //_DEBUG + +#ifdef _HAVE_OMP +#pragma omp for schedule(static) +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + xv[2]=(iz+par->iz0_here)*dx; + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + xv[1]=iy*dx; + for(ix=0;ixn_grid;ix++) { + int ax; + long index=ix+indexy+indexz; + xv[0]=ix*dx; + for(ax=0;ax<3;ax++) { +#ifdef _DEBUG + d_mean_1_thr[ax]+=disp[ax][index]; + d_sigma2_1_thr+=disp[ax][index]*disp[ax][index]; +#endif //_DEBUG + flouble p=xv[ax]+dg*disp[ax][index]; + if(p<0) p+=par->l_box; + if(p>=par->l_box) p-=par->l_box; + disp[ax][index]=p; + } + par->grid_dens[index]=0; + } + } + } //end omp for +#ifdef _DEBUG +#ifdef _HAVE_OMP +#pragma omp critical +#endif //_HAVE_OMP + { + d_mean_1[0]+=d_mean_1_thr[0]; + d_mean_1[1]+=d_mean_1_thr[1]; + d_mean_1[2]+=d_mean_1_thr[2]; + d_sigma2_1+=d_sigma2_1_thr; + } +#endif //_DEBUG + } //end omp parallel + +#ifdef _DEBUG +#ifdef _HAVE_MPI + if(NodeThis==0) + MPI_Reduce(MPI_IN_PLACE,d_mean_1,3,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + else + MPI_Reduce(d_mean_1,d_mean_1,3,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + if(NodeThis==0) + MPI_Reduce(MPI_IN_PLACE,&d_sigma2_1,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + else + MPI_Reduce(&d_sigma2_1,&d_sigma2_1,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); +#endif //_HAVE_MPI + if(NodeThis==0) { + d_mean_1[0]/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_mean_1[1]/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_mean_1[2]/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_sigma2_1/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + + print_info(" 1st-order displacement : [%lE,%lE,%lE] %lE\n", + d_mean_1[0],d_mean_1[1],d_mean_1[2],sqrt(d_sigma2_1)); + } +#endif //_DEBUG + + print_info(" - Undoing padding\n"); + { + long iz; + int ngx=2*(par->n_grid/2+1); + + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + long indexz_unpadded=iz*((long)(par->n_grid*par->n_grid)); + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + long indexy_unpadded=iy*par->n_grid; + for(ix=0;ixn_grid;ix++) { + int ax; + long index=ix+indexy+indexz; + long index_unpadded=ix+indexy_unpadded+indexz_unpadded; + for(ax=0;ax<3;ax++) + disp[ax][index_unpadded]=disp[ax][index]; + } + } + } + } + + unsigned long long np_here; + if(par->output_lpt) { + np_here=par->nz_here*((long)(par->n_grid*par->n_grid)); + print_info(" - Writing LPT positions\n"); + write_lpt(par,np_here,disp[0],disp[1],disp[2]); + } + +#ifdef _HAVE_MPI + print_info(" - Sharing particle positions\n"); + share_particles(par,(unsigned long long)(2*dsize_buff), + (unsigned long long)(par->nz_here*((long)(par->n_grid*par->n_grid))), + disp[0],disp[1],disp[2],&np_here); +#else //_HAVE_MPI + np_here=par->nz_here*((long)(par->n_grid*par->n_grid)); +#endif //_HAVE_MPI + + print_info(" - Interpolating positions into density field\n"); + pos_2_dens(par,np_here,disp[0],disp[1],disp[2],par->grid_dens); + +#ifdef _SPREC + for(axis=0;axis<3;axis++) + fftwf_free(cdisp[axis]); +#else //_SPREC + for(axis=0;axis<3;axis++) + fftw_free(cdisp[axis]); +#endif //_SPREC + + print_info(" - Normalizing density field\n"); +#ifdef _DEBUG + double numtot=0; +#endif //_DEBUG +#ifdef _HAVE_OMP +#ifdef _DEBUG +#pragma omp parallel default(none) shared(par,numtot) +#else //_DEBUG +#pragma omp parallel default(none) shared(par) +#endif //_DEBUG +#endif //_HAVE_OMP + { + long iz; + int ngx=2*(par->n_grid/2+1); + flouble inv_dens=1.; +#ifdef _DEBUG + double numtot_thr=0; +#endif //_DEBUG + +#ifdef _HAVE_OMP +#pragma omp for schedule(static) +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + for(ix=0;ixn_grid;ix++) { + long index=ix+indexy+indexz; +#ifdef _DEBUG + numtot_thr+=par->grid_dens[index]; +#endif //_DEBUG + par->grid_dens[index]=par->grid_dens[index]*inv_dens-1.; + } + } + } //end omp for +#ifdef _DEBUG +#ifdef _HAVE_OMP +#pragma omp critical +#endif //_HAVE_OMP + { + numtot+=numtot_thr; + } +#endif //_DEBUG + } //end omp parallel + +#ifdef _DEBUG +#ifdef _HAVE_MPI + if(NodeThis==0) + MPI_Reduce(MPI_IN_PLACE,&numtot,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + else + MPI_Reduce(&numtot,&numtot,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); +#endif //_HAVE_MPI + print_info(" Total density : %lE\n",numtot-(double)(par->n_grid*((long)(par->n_grid*par->n_grid)))); +#endif //_DEBUG +} + +static void lpt_2(ParamCoLoRe *par) +{ + int axis; + + dftw_complex *(cdisp[3]),*(cdigrad[6]); + flouble *(disp[3]),*(digrad[6]); + ptrdiff_t dsize=par->nz_here*((long)(par->n_grid*(par->n_grid/2+1))); + ptrdiff_t dsize_buff=(ptrdiff_t)(dsize*(1+par->lpt_buffer_fraction)); + + print_info(" 2LPT\n"); + + print_info(" - Transforming density field\n"); + for(axis=0;axis<2;axis++) { + cdisp[axis]=dftw_alloc_complex(dsize_buff); + disp[axis]=(flouble *)cdisp[axis]; + } + for(axis=0;axis<6;axis++) { + cdigrad[axis]=dftw_alloc_complex(dsize_buff); + digrad[axis]=(flouble *)cdigrad[axis]; + } + cdisp[2]=par->grid_dens_f; + disp[2]=par->grid_dens; + fftw_wrap_r2c(par->n_grid,par->grid_dens,par->grid_dens_f); + + print_info(" - Computing displacement field\n"); +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(par,cdisp,cdigrad) +#endif //_HAVE_OMP + { + int ii; + double dk=2*M_PI/par->l_box; + double kv[3]; + double fftnorm=(double)(par->n_grid*((long)(par->n_grid*par->n_grid))); + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(ii=0;iinz_here;ii++) { + int jj,ii_true; + ii_true=par->iz0_here+ii; + if(2*ii_true<=par->n_grid) + kv[2]=ii_true*dk; + else + kv[2]=-(par->n_grid-ii_true)*dk; + for(jj=0;jjn_grid;jj++) { + int kk; + if(2*jj<=par->n_grid) + kv[1]=jj*dk; + else + kv[1]=-(par->n_grid-jj)*dk; + for(kk=0;kk<=par->n_grid/2;kk++) { + int ax; + double k_mod2; + long index=kk+(par->n_grid/2+1)*((long)(jj+par->n_grid*ii)); //Grid index for +k + if(2*kk<=par->n_grid) + kv[0]=kk*dk; + else + kv[0]=-(par->n_grid-kk)*dk; //This should never happen + + k_mod2=fftnorm*(kv[0]*kv[0]+kv[1]*kv[1]+kv[2]*kv[2]); + + for(ax=0;ax<3;ax++) { + if(k_mod2<=0) + cdisp[ax][index]=0; + else + cdisp[ax][index]=I*kv[ax]*par->grid_dens_f[index]/k_mod2; + } + + cdigrad[0][index]=I*kv[0]*cdisp[0][index]; //SIGN + cdigrad[1][index]=I*kv[1]*cdisp[0][index]; + cdigrad[2][index]=I*kv[2]*cdisp[0][index]; + cdigrad[3][index]=I*kv[1]*cdisp[1][index]; + cdigrad[4][index]=I*kv[2]*cdisp[1][index]; + cdigrad[5][index]=I*kv[2]*cdisp[2][index]; + } + } + } //end omp for + } //end omp parallel + + print_info(" - Transform digradient\n"); + for(axis=0;axis<6;axis++) + fftw_wrap_c2r(par->n_grid,cdigrad[axis],digrad[axis]); + + print_info(" - Computing second-order potential\n"); +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(par,digrad) +#endif //_HAVE_OMP + { + int iz; + int ngx=2*(par->n_grid/2+1); + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + for(ix=0;ixn_grid;ix++) { + long index=ix+indexy+indexz; //SIGN + digrad[5][index]= + digrad[0][index]*digrad[3][index]+//xx*yy + digrad[0][index]*digrad[5][index]+//xx*zz + digrad[3][index]*digrad[5][index]-//+yy*zz + digrad[1][index]*digrad[1][index]-//-xy*xy + digrad[2][index]*digrad[2][index]-//-xz*xz + digrad[4][index]*digrad[4][index];//-yz*yz + } + } + } //end omp for + } //end omp parallel + + print_info(" - Transforming second-order potential\n"); + fftw_wrap_r2c(par->n_grid,digrad[5],cdigrad[5]); + + print_info(" - Computing 2nd-order displacement field\n"); +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(par,cdigrad) +#endif //_HAVE_OMP + { + int ii; + double dk=2*M_PI/par->l_box; + double kv[3]; + double fftnorm=(double)(par->n_grid*((long)(par->n_grid*par->n_grid))); + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(ii=0;iinz_here;ii++) { + int jj,ii_true; + ii_true=par->iz0_here+ii; + if(2*ii_true<=par->n_grid) + kv[2]=ii_true*dk; + else + kv[2]=-(par->n_grid-ii_true)*dk; + for(jj=0;jjn_grid;jj++) { + int kk; + if(2*jj<=par->n_grid) + kv[1]=jj*dk; + else + kv[1]=-(par->n_grid-jj)*dk; + for(kk=0;kk<=par->n_grid/2;kk++) { + int ax; + double k_mod2; + long index=kk+(par->n_grid/2+1)*((long)(jj+par->n_grid*ii)); //Grid index for +k + if(2*kk<=par->n_grid) + kv[0]=kk*dk; + else + kv[0]=-(par->n_grid-kk)*dk; //This should never happen + + k_mod2=fftnorm*(kv[0]*kv[0]+kv[1]*kv[1]+kv[2]*kv[2]); + + for(ax=0;ax<3;ax++) { + if(k_mod2<=0) + cdigrad[ax][index]=0; + else + cdigrad[ax][index]=-I*kv[ax]*cdigrad[5][index]/k_mod2; //SIGN, 1/k^2, normalization + } + } + } + } //end omp for + } //end omp parallel + + print_info(" - Transform 1st- and 2nd-order displacement fields\n"); + for(axis=0;axis<3;axis++) { + fftw_wrap_c2r(par->n_grid,cdisp[axis],disp[axis]); + fftw_wrap_c2r(par->n_grid,cdigrad[axis],digrad[axis]); + } + + print_info(" - Computing particle positions\n"); +#ifdef _DEBUG + double d_sigma2_1=0; + double d_mean_1[3]={0,0,0}; + double d_sigma2_2=0; + double d_mean_2[3]={0,0,0}; +#endif //_DEBUG +#ifdef _HAVE_OMP +#ifdef _DEBUG +#pragma omp parallel default(none) shared(par,disp,digrad,d_mean_1,d_mean_2,d_sigma2_1,d_sigma2_2) +#else //_DEBUG +#pragma omp parallel default(none) shared(par,disp,digrad) +#endif //_DEBUG +#endif //_HAVE_OMP + { + long iz; + int ngx=2*(par->n_grid/2+1); + flouble dx=par->l_box/par->n_grid; + flouble xv[3]; + flouble dg=par->growth_d1; + flouble d2g=par->growth_d2; + +#ifdef _DEBUG + double d_sigma2_1_thr=0; + double d_mean_1_thr[3]={0,0,0}; + double d_sigma2_2_thr=0; + double d_mean_2_thr[3]={0,0,0}; +#endif //_DEBUG + +#ifdef _HAVE_OMP +#pragma omp for schedule(static) +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + xv[2]=(iz+par->iz0_here)*dx; + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + xv[1]=iy*dx; + for(ix=0;ixn_grid;ix++) { + int ax; + long index=ix+indexy+indexz; + long index_nopad=ix+par->n_grid*((long)(iy+par->n_grid*iz)); + xv[0]=ix*dx; + for(ax=0;ax<3;ax++) { +#ifdef _DEBUG + d_mean_1_thr[ax]+=disp[ax][index]; + d_mean_2_thr[ax]+=digrad[ax][index]; + d_sigma2_1_thr+=disp[ax][index]*disp[ax][index]; + d_sigma2_2_thr+=digrad[ax][index]*digrad[ax][index]; +#endif //_DEBUG + flouble p=xv[ax]+dg*disp[ax][index]+d2g*digrad[ax][index]; + if(p<0) p+=par->l_box; + if(p>=par->l_box) p-=par->l_box; + digrad[3+ax][index_nopad]=p; + } + par->grid_dens[index]=0; + } + } + } //end omp for +#ifdef _DEBUG +#ifdef _HAVE_OMP +#pragma omp critical +#endif //_HAVE_OMP + { + d_mean_1[0]+=d_mean_1_thr[0]; + d_mean_1[1]+=d_mean_1_thr[1]; + d_mean_1[2]+=d_mean_1_thr[2]; + d_mean_2[0]+=d_mean_2_thr[0]; + d_mean_2[1]+=d_mean_2_thr[1]; + d_mean_2[2]+=d_mean_2_thr[2]; + d_sigma2_1+=d_sigma2_1_thr; + d_sigma2_2+=d_sigma2_2_thr; + } +#endif //_DEBUG + } //end omp parallel + +#ifdef _DEBUG +#ifdef _HAVE_MPI + if(NodeThis==0) + MPI_Reduce(MPI_IN_PLACE,d_mean_1,3,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + else + MPI_Reduce(d_mean_1,d_mean_1,3,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + if(NodeThis==0) + MPI_Reduce(MPI_IN_PLACE,d_mean_2,3,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + else + MPI_Reduce(d_mean_2,d_mean_2,3,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + if(NodeThis==0) + MPI_Reduce(MPI_IN_PLACE,&d_sigma2_1,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + else + MPI_Reduce(&d_sigma2_1,&d_sigma2_1,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + if(NodeThis==0) + MPI_Reduce(MPI_IN_PLACE,&d_sigma2_2,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + else + MPI_Reduce(&d_sigma2_2,&d_sigma2_2,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); +#endif //_HAVE_MPI + if(NodeThis==0) { + d_mean_1[0]/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_mean_1[1]/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_mean_1[2]/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_mean_2[0]/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_mean_2[1]/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_mean_2[2]/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_sigma2_1/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + d_sigma2_2/=(par->n_grid*((long)(par->n_grid*par->n_grid))); + + print_info(" 1st-order displacement : [%lE,%lE,%lE] %lE\n", + d_mean_1[0],d_mean_1[1],d_mean_1[2],sqrt(d_sigma2_1)); + print_info(" 2nd-order displacement : [%lE,%lE,%lE] %lE\n", + d_mean_2[0],d_mean_2[1],d_mean_2[2],sqrt(d_sigma2_2)); + } +#endif //_DEBUG + +#ifdef _SPREC + for(axis=0;axis<2;axis++) + fftwf_free(cdisp[axis]); + for(axis=0;axis<3;axis++) + fftwf_free(cdigrad[axis]); +#else //_SPREC + for(axis=0;axis<2;axis++) + fftw_free(cdisp[axis]); + for(axis=0;axis<3;axis++) + fftw_free(cdigrad[axis]); +#endif //_SPREC + + unsigned long long np_here; + if(par->output_lpt) { + np_here=par->nz_here*((long)(par->n_grid*par->n_grid)); + print_info(" - Writing LPT positions\n"); + write_lpt(par,np_here,digrad[3],digrad[4],digrad[5]); + } + +#ifdef _HAVE_MPI + print_info(" - Sharing particle positions\n"); + share_particles(par,(unsigned long long)(2*dsize_buff), + (unsigned long long)(par->nz_here*((long)(par->n_grid*par->n_grid))), + digrad[3],digrad[4],digrad[5],&np_here); +#else //_HAVE_MPI + np_here=par->nz_here*((long)(par->n_grid*par->n_grid)); +#endif //_HAVE_MPI + + print_info(" - Interpolating positions into density field\n"); + pos_2_dens(par,np_here,digrad[3],digrad[4],digrad[5],par->grid_dens); + +#ifdef _SPREC + for(axis=0;axis<3;axis++) + fftwf_free(cdigrad[3+axis]); +#else //_SPREC + for(axis=0;axis<3;axis++) + fftw_free(cdigrad[3+axis]); +#endif //_SPREC + + print_info(" - Normalizing density field\n"); +#ifdef _DEBUG + double numtot=0; +#endif //_DEBUG +#ifdef _HAVE_OMP +#ifdef _DEBUG +#pragma omp parallel default(none) shared(par,numtot) +#else //_DEBUG +#pragma omp parallel default(none) shared(par) +#endif //_DEBUG +#endif //_HAVE_OMP + { + long iz; + int ngx=2*(par->n_grid/2+1); + flouble inv_dens=1.; +#ifdef _DEBUG + double numtot_thr=0; +#endif //_DEBUG + +#ifdef _HAVE_OMP +#pragma omp for schedule(static) +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + for(ix=0;ixn_grid;ix++) { + long index=ix+indexy+indexz; +#ifdef _DEBUG + numtot_thr+=par->grid_dens[index]; +#endif //_DEBUG + par->grid_dens[index]=par->grid_dens[index]*inv_dens-1.; + } + } + } //end omp for +#ifdef _DEBUG +#ifdef _HAVE_OMP +#pragma omp critical +#endif //_HAVE_OMP + { + numtot+=numtot_thr; + } +#endif //_DEBUG + } //end omp parallel + +#ifdef _DEBUG +#ifdef _HAVE_MPI + if(NodeThis==0) + MPI_Reduce(MPI_IN_PLACE,&numtot,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); + else + MPI_Reduce(&numtot,&numtot,1,MPI_DOUBLE,MPI_SUM,0,MPI_COMM_WORLD); +#endif //_HAVE_MPI + print_info(" Total density : %lE\n",numtot-(double)(par->n_grid*((long)(par->n_grid*par->n_grid)))); +#endif //_DEBUG +} + +//Lognormalizes density grid and puts in lightcone +static void densclip(ParamCoLoRe *par) +{ + print_info("Lognormalizin'\n"); +#ifdef _HAVE_OMP +#pragma omp parallel default(none) shared(par) +#endif //_HAVE_OMP + { + long iz; + int ngx=2*(par->n_grid/2+1); + flouble dg=par->growth_d1; + +#ifdef _HAVE_OMP +#pragma omp for schedule(static) +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + for(ix=0;ixn_grid;ix++) { + long index=ix+indexy+indexz; + double delta=par->grid_dens[index]; + par->grid_dens[index]=fmax(1+dg*delta,0)-1; + } + } + }//end omp for + }//end omp parallel +} + +//Lognormalizes density grid and puts in lightcone +static void lognormalize(ParamCoLoRe *par) +{ + print_info("Lognormalizin'\n"); +#ifdef _HAVE_OMP +#pragma omp parallel default(none) shared(par) +#endif //_HAVE_OMP + { + long iz; + int ngx=2*(par->n_grid/2+1); + flouble dg=par->growth_d1; + +#ifdef _HAVE_OMP +#pragma omp for schedule(static) +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + for(ix=0;ixn_grid;ix++) { + long index=ix+indexy+indexz; + double delta=par->grid_dens[index]; + par->grid_dens[index]=exp(dg*(delta-0.5*dg*par->sigma2_gauss))-1; + } + } + }//end omp for + }//end omp parallel +} + +void compute_physical_density_field(ParamCoLoRe *par) +{ + print_info("*** Creating physical matter density\n"); + if(NodeThis==0) timer(0); + + if(par->dens_type==DENS_TYPE_LGNR) + lognormalize(par); + else if(par->dens_type==DENS_TYPE_1LPT) + lpt_1(par); + else if(par->dens_type==DENS_TYPE_2LPT) + lpt_2(par); + else if(par->dens_type==DENS_TYPE_CLIP) + densclip(par); + else + report_error(1,"Density type %d not supported\n",par->dens_type); + + if(NodeThis==0) timer(2); + print_info("\n"); + + if(par->output_density) + write_density_grid(par,"nonlinear"); +} + +void compute_density_normalization(ParamCoLoRe *par) +{ + int ii; + for(ii=0;iin_srcs;ii++) + par->dens_norm[ii]=0; + // 1. Compute sum of B(delta) in this node + +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(par) +#endif //_HAVE_OMP + { + int iz,ipop; + double *norm_thr=my_calloc(par->n_srcs,sizeof(double)); + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long iz0=iz*((long)(2*(par->n_grid/2+1)*par->n_grid)); + for(iy=0;iyn_grid;iy++) { + int ix; + long iy0=iy*2*(par->n_grid/2+1); + for(ix=0;ixn_grid;ix++) { + long index=ix+iy0+iz0; + double d=par->grid_dens[index]; + for(ipop=0;ipopn_srcs;ipop++) + norm_thr[ipop]+=bias_model(d,par->bias[ipop], par->threshold[ipop]); + } + } + } //end omp for +#ifdef _HAVE_OMP +#pragma omp critical +#endif //_HAVE_OMP + { + for(ipop=0;ipopn_srcs;ipop++) + par->dens_norm[ipop]+=norm_thr[ipop]; + } //end omp critical + free(norm_thr); + } //end omp parallel + + // 2. Add to all other nodes and compute +#ifdef _HAVE_MPI + MPI_Allreduce(MPI_IN_PLACE,par->dens_norm,par->n_srcs,MPI_DOUBLE,MPI_SUM,MPI_COMM_WORLD); +#endif //_HAVE_MPI + + long ng_tot=par->n_grid*((long)(par->n_grid*par->n_grid)); + for(ii=0;iin_srcs;ii++) + par->dens_norm[ii]=ng_tot/par->dens_norm[ii]; +} diff --git a/CoLoRe_snap/src/fourier.c b/CoLoRe_snap/src/fourier.c new file mode 100644 index 0000000..8702fc0 --- /dev/null +++ b/CoLoRe_snap/src/fourier.c @@ -0,0 +1,610 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CoLoRe. // +// // +// CoLoRe is free software: you can redistribute it and/or modify it // +// under the terms of the GNU General Public License as published by // +// the Free Software Foundation, either version 3 of the License, or // +// (at your option) any later version. // +// // +// CoLoRe is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CoLoRe. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#include "common.h" + +static void compute_sigma_dens(ParamCoLoRe *par) +{ + double mean_gauss=0; + // double s2_save=par->sigma2_gauss; + par->sigma2_gauss=0; + + //Compute Gaussian variance +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(par,mean_gauss) +#endif //_HAVE_OMP + { + int iz; + double sigma2_thr=0; + double mean_thr=0; + long ng_tot=par->n_grid*((long)(par->n_grid*par->n_grid)); + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long iz0=iz*((long)(2*(par->n_grid/2+1)*par->n_grid)); + for(iy=0;iyn_grid;iy++) { + int ix; + long iy0=iy*2*(par->n_grid/2+1); + for(ix=0;ixn_grid;ix++) { + long index=ix+iy0+iz0; + sigma2_thr+=par->grid_dens[index]*par->grid_dens[index]; + mean_thr+=par->grid_dens[index]; + } + } + } //end omp for +#ifdef _HAVE_OMP +#pragma omp critical +#endif //_HAVE_OMP + { + mean_gauss+=mean_thr/ng_tot; + par->sigma2_gauss+=sigma2_thr/ng_tot; + } //end omp critical + } //end omp parallel + +#ifdef _HAVE_MPI + double sigma2_gathered=0,mean_gathered=0; + + MPI_Allreduce(&(par->sigma2_gauss),&sigma2_gathered,1,MPI_DOUBLE,MPI_SUM,MPI_COMM_WORLD); + MPI_Allreduce(&mean_gauss,&mean_gathered,1,MPI_DOUBLE,MPI_SUM,MPI_COMM_WORLD); + mean_gauss=mean_gathered; + par->sigma2_gauss=sigma2_gathered; +#endif //_HAVE_MPI + + par->sigma2_gauss-=mean_gauss*mean_gauss; + print_info(" =%.3lE, =%.3lE\n",mean_gauss,sqrt(par->sigma2_gauss)); + // if(par->need_onions) + // par->sigma2_gauss=s2_save; +} + +void fftw_wrap_c2r(int ng,dftw_complex *pin,flouble *pout) +{ +#ifdef _SPREC + fftwf_plan plan_ft; +#ifdef _HAVE_MPI + plan_ft=fftwf_mpi_plan_dft_c2r_3d(ng,ng,ng,pin,pout,MPI_COMM_WORLD,FFTW_ESTIMATE); +#else //_HAVE_MPI + plan_ft=fftwf_plan_dft_c2r_3d(ng,ng,ng,pin,pout,FFTW_ESTIMATE); +#endif //_HAVE_MPI + fftwf_execute(plan_ft); + fftwf_destroy_plan(plan_ft); +#else //_SPREC + fftw_plan plan_ft; +#ifdef _HAVE_MPI + plan_ft=fftw_mpi_plan_dft_c2r_3d(ng,ng,ng,pin,pout,MPI_COMM_WORLD,FFTW_ESTIMATE); +#else //_HAVE_MPI + plan_ft=fftw_plan_dft_c2r_3d(ng,ng,ng,pin,pout,FFTW_ESTIMATE); +#endif //_HAVE_MPI + fftw_execute(plan_ft); + fftw_destroy_plan(plan_ft); +#endif //_SPREC +} + +void fftw_wrap_r2c(int ng,flouble *pin,dftw_complex *pout) +{ +#ifdef _SPREC + fftwf_plan plan_ft; +#ifdef _HAVE_MPI + plan_ft=fftwf_mpi_plan_dft_r2c_3d(ng,ng,ng,pin,pout,MPI_COMM_WORLD,FFTW_ESTIMATE); +#else //_HAVE_MPI + plan_ft=fftwf_plan_dft_r2c_3d(ng,ng,ng,pin,pout,FFTW_ESTIMATE); +#endif //_HAVE_MPI + fftwf_execute(plan_ft); + fftwf_destroy_plan(plan_ft); +#else //_SPREC + fftw_plan plan_ft; +#ifdef _HAVE_MPI + plan_ft=fftw_mpi_plan_dft_r2c_3d(ng,ng,ng,pin,pout,MPI_COMM_WORLD,FFTW_ESTIMATE); +#else //_HAVE_MPI + plan_ft=fftw_plan_dft_r2c_3d(ng,ng,ng,pin,pout,FFTW_ESTIMATE); +#endif //_HAVE_MPI + fftw_execute(plan_ft); + fftw_destroy_plan(plan_ft); +#endif //_SPREC +} + +void init_fftw(ParamCoLoRe *par) +{ + //Set FFTW domain decomposition + par->nz_all =my_calloc(NNodes,sizeof(int)); + par->iz0_all=my_calloc(NNodes,sizeof(int)); + +#ifdef _HAVE_MPI + ptrdiff_t nz,iz0; + + //Initialize OpenMP fftw (if possible) +#ifdef _HAVE_OMP + if(MPIThreadsOK) { + int stat; +#ifdef _SPREC + stat=fftwf_init_threads(); +#else //_SPREC + stat=fftw_init_threads(); +#endif //_SPREC + if(!stat) { + fprintf(stderr,"Couldn't initialize FFTW threads \n"); + exit(1); + } + } +#endif //_HAVE_OMP + + //Initialize MPI fftw +#ifdef _SPREC + fftwf_mpi_init(); +#else //_SPREC + fftw_mpi_init(); +#endif //_SPREC + + //Plan OpenMP fftw (if possible) +#ifdef _HAVE_OMP + if(MPIThreadsOK) { +#ifdef _SPREC + fftwf_plan_with_nthreads(omp_get_max_threads()); +#else //_SPREC + fftw_plan_with_nthreads(omp_get_max_threads()); +#endif //_SPREC + } +#endif //_HAVE_OMP + + //Get MPI FFT bounds + printf("%d %ld %ld\n", par->n_grid, nz, iz0); +#ifdef _SPREC + fftwf_mpi_local_size_3d(par->n_grid,par->n_grid,par->n_grid/2+1,MPI_COMM_WORLD,&nz,&iz0); +#else //_SPREC + fftw_mpi_local_size_3d(par->n_grid,par->n_grid,par->n_grid/2+1,MPI_COMM_WORLD,&nz,&iz0); +#endif //_SPREC + par->nz_here=nz; + par->iz0_here=iz0; + + MPI_Allreduce(&(par->nz_here),&(par->nz_max),1,MPI_INT,MPI_MAX,MPI_COMM_WORLD); + MPI_Allgather(&(par->nz_here),1,MPI_INT,par->nz_all,1,MPI_INT,MPI_COMM_WORLD); + MPI_Allgather(&(par->iz0_here),1,MPI_INT,par->iz0_all,1,MPI_INT,MPI_COMM_WORLD); + +#else //_HAVE_MPI + +#ifdef _HAVE_OMP + int stat; +#ifdef _SPREC + stat=fftwf_init_threads(); +#else //_SPREC + stat=fftw_init_threads(); +#endif //_SPREC + if(!stat) { + fprintf(stderr,"Couldn't initialize FFTW threads \n"); + exit(1); + } +#ifdef _SPREC + fftwf_plan_with_nthreads(omp_get_max_threads()); +#else //_SPREC + fftw_plan_with_nthreads(omp_get_max_threads()); +#endif //_SPREC +#endif //_HAVE_OMP + + par->nz_here=par->n_grid; + par->iz0_here=0; + par->nz_max=par->nz_here; + par->nz_all[0]=par->nz_here; + par->iz0_all[0]=par->iz0_here; +#endif //_HAVE_MPI +} + +void allocate_fftw(ParamCoLoRe *par) +{ + //Allocate all memory for grids + ptrdiff_t dsize=par->nz_max*((long)(par->n_grid*(par->n_grid/2+1))); + +#ifdef _SPREC + par->grid_dens_f=fftwf_alloc_complex(dsize); +#else //_SPREC + par->grid_dens_f=fftw_alloc_complex(dsize); +#endif //_SPREC + if(par->grid_dens_f==NULL) + report_error(1,"Ran out of memory\n"); + par->grid_dens=(flouble *)(par->grid_dens_f); + +#ifdef _SPREC + par->grid_npot_f=fftwf_alloc_complex(dsize+2*par->n_grid*(par->n_grid/2+1)); +#else //_SPREC + par->grid_npot_f= fftw_alloc_complex(dsize+2*par->n_grid*(par->n_grid/2+1)); +#endif //_SPREC + if(par->grid_npot_f==NULL) + report_error(1,"Ran out of memory\n"); + par->grid_npot=(flouble *)(par->grid_npot_f); + +#ifdef _SPREC + par->grid_eta_f=fftwf_alloc_complex(dsize+2*par->n_grid*(par->n_grid/2+1)); +#else //_SPREC + par->grid_eta_f= fftw_alloc_complex(dsize+2*par->n_grid*(par->n_grid/2+1)); +#endif //_SPREC + if(par->grid_eta_f==NULL) + report_error(1,"Ran out of memory\n"); + par->grid_eta=(flouble *)(par->grid_eta_f); + +#ifdef _SPREC + par->edge_planes=fftwf_alloc_complex(2*par->n_grid*par->n_grid); +#else //_SPREC + par->edge_planes=fftw_alloc_complex(2*par->n_grid*par->n_grid); +#endif //_SPREC + if(par->edge_planes==NULL) + report_error(1,"Ran out of memory\n"); + +#ifdef _HAVE_MPI + par->slice_left =&(par->grid_npot[2*dsize]); + par->slice_right=&(par->grid_npot[2*(dsize+par->n_grid*(par->n_grid/2+1))]); +#endif //_HAVE_MPI +} + +void end_fftw(ParamCoLoRe *par) +{ +#ifdef _SPREC + if(par->grid_dens_f!=NULL) + fftwf_free(par->grid_dens_f); + if(par->grid_npot_f!=NULL) + fftwf_free(par->grid_npot_f); + if(par->grid_eta_f!=NULL) + fftwf_free(par->grid_eta_f); + if(par->edge_planes==NULL) + fftwf_free(par->edge_planes); +#else //_SPREC + if(par->grid_dens_f!=NULL) + fftw_free(par->grid_dens_f); + if(par->grid_npot_f!=NULL) + fftw_free(par->grid_npot_f); + if(par->grid_eta_f!=NULL) + fftw_free(par->grid_eta_f); + if(par->edge_planes==NULL) + fftw_free(par->edge_planes); +#endif //_SPREC + +#ifdef _HAVE_MPI + +#ifdef _HAVE_OMP + if(MPIThreadsOK) { +#ifdef _SPREC + fftwf_cleanup_threads(); +#else //_SPREC + fftw_cleanup_threads(); +#endif //_SPREC + } +#endif //_HAVE_OMP + +#ifdef _SPREC + fftwf_mpi_cleanup(); +#else //_SPREC + fftw_mpi_cleanup(); +#endif //_SPREC + +#else //_HAVE_MPI + +#ifdef _HAVE_OMP +#ifdef _SPREC + fftwf_cleanup_threads(); +#else //_SPREC + fftw_cleanup_threads(); +#endif //_SPREC +#endif //_HAVE_OMP + +#endif //_HAVE_MPI +} + +static void create_grids_fourier(ParamCoLoRe *par) +{ + ////// + // Generates a random realization of the delta_k + // from the linear P_k. + int planes[2]={0, par->n_grid/2}; + +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(par,planes,IThread0,NodeThis) +#endif //_HAVE_OMP + { + int ii,plane; + double dk=2*M_PI/par->l_box; + double idk3=1./(dk*dk*dk); +#ifdef _HAVE_OMP + int ithr=omp_get_thread_num(); +#else //_HAVE_OMP + int ithr=0; +#endif //_HAVE_OMP + unsigned int seed_thr=par->seed_rng+IThread0+ithr; + gsl_rng *rng_thr=init_rng(seed_thr); + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(ii=0;iinz_here;ii++) { + int jj,ii_true; + double kz; + ii_true=par->iz0_here+ii; + if(2*ii_true<=par->n_grid) + kz=ii_true*dk; + else + kz=-(par->n_grid-ii_true)*dk; + for(jj=0;jjn_grid;jj++) { + int kk; + double ky; + if(2*jj<=par->n_grid) + ky=jj*dk; + else + ky=-(par->n_grid-jj)*dk; + for(kk=1;kkn_grid/2;kk++) { //No need to do 0 and N/2 (edge planes) + double kx; + double k_mod2; + long index=kk+(par->n_grid/2+1)*((long)(jj+par->n_grid*ii)); //Grid index for +k + double delta_mod,delta_phase; + if(2*kk<=par->n_grid) + kx=kk*dk; + else + kx=-(par->n_grid-kk)*dk; //This should never happen + + k_mod2=kx*kx+ky*ky+kz*kz; + + if(k_mod2<=0) + par->grid_dens_f[index]=0; + else { + double lgk=0.5*log10(k_mod2); + double sigma2=pk_linear0(par,lgk)*idk3; + rng_delta_gauss(&delta_mod,&delta_phase,rng_thr,sigma2); + par->grid_dens_f[index]=delta_mod*cexp(I*delta_phase); + if(par->do_smoothing) { + double sm=exp(-0.5*par->r2_smooth*k_mod2); + par->grid_dens_f[index]*=sm; + } + } + } + } + } + + if(NodeThis==0) { // Only main thread should do this + // Populate special planes + for(plane=0;plane<2;plane++) { + double kx; + int kk=planes[plane]; + if(2*kk<=par->n_grid) + kx=kk*dk; + else + kx=-(par->n_grid-kk)*dk; //This should never happen + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(ii=0;iin_grid;ii++) { + int jj; + double kz; + if(2*ii<=par->n_grid) + kz=ii*dk; + else + kz=-(par->n_grid-ii)*dk; + for(jj=0;jjn_grid;jj++) { + double ky; + if(2*jj<=par->n_grid) + ky=jj*dk; + else + ky=-(par->n_grid-jj)*dk; + + long index=jj+par->n_grid*(ii+par->n_grid*plane); + double delta_mod,delta_phase; + double k_mod2=kx*kx+ky*ky+kz*kz; + + if(k_mod2<=0) + par->edge_planes[index]=0; + else { + double lgk=0.5*log10(k_mod2); + double sigma2=pk_linear0(par,lgk)*idk3; + rng_delta_gauss(&delta_mod,&delta_phase,rng_thr,sigma2); + par->edge_planes[index]=delta_mod*cexp(I*delta_phase); + if(par->do_smoothing) { + double sm=exp(-0.5*par->r2_smooth*k_mod2); + par->edge_planes[index]*=sm; + } + } + } + } // end omp for + } + + // Imposing conjugate symmetry in special planes + for(plane=0;plane<2;plane++) { +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(ii=0;iin_grid;ii++) { + int jj; + int ii_t=(par->n_grid-ii)%par->n_grid; + for(jj=0;jj<=par->n_grid/2;jj++) { + int jj_t=(par->n_grid-jj)%par->n_grid; + long index=jj+par->n_grid*(ii+par->n_grid*plane); + long index_t=jj_t+par->n_grid*(ii_t+par->n_grid*plane); + par->edge_planes[index_t]=conj(par->edge_planes[index]); + } + } // end omp for + } + } + end_rng(rng_thr); + } // end omp parallel + + // Special cases (when all indices are either 0 or N/2) + if(NodeThis==0) { // Only main thread should do this + int ii,plane; + for(plane=0;plane<2;plane++) { + for(ii=0;ii<2;ii++) { + int jj; + int ii_t=planes[ii]; + for(jj=0;jj<2;jj++) { + int jj_t=planes[jj]; + long index_t=jj_t+par->n_grid*(ii_t+par->n_grid*plane); + par->edge_planes[index_t] = M_SQRT2*creal(par->edge_planes[index_t]); + } + } + } + } + +#ifdef _HAVE_MPI + // Broadcast edge planes to all + MPI_Bcast(par->edge_planes, 2*par->n_grid*par->n_grid, + FCOMPLEX_MPI, 0, MPI_COMM_WORLD); +#endif //_HAVE_MPI + +#ifdef _HAVE_OMP +#pragma omp parallel default(none) shared(par, planes) +#endif //_HAVE_OMP + { + int ii,plane; + double dk=2*M_PI/par->l_box; + double vgrowth=par->growth_d1*par->growth_fz; + + // Copy special planes + for(plane=0;plane<2;plane++) { + int kk=planes[plane]; + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(ii=0;iinz_here;ii++) { + int jj,ii_true; + ii_true=par->iz0_here+ii; + for(jj=0;jjn_grid;jj++) { + long index_edge=jj+par->n_grid*(ii_true+par->n_grid*plane); + long index_3d=kk+(par->n_grid/2+1)*((long)(jj+par->n_grid*ii)); + par->grid_dens_f[index_3d] = par->edge_planes[index_edge]; + } + } + } + + // Populate potential and eta grids +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(ii=0;iinz_here;ii++) { + int jj,ii_true; + double kz; + ii_true=par->iz0_here+ii; + if(2*ii_true<=par->n_grid) + kz=ii_true*dk; + else + kz=-(par->n_grid-ii_true)*dk; + for(jj=0;jjn_grid;jj++) { + int kk; + double ky; + if(2*jj<=par->n_grid) + ky=jj*dk; + else + ky=-(par->n_grid-jj)*dk; + for(kk=0;kk<=par->n_grid/2;kk++) { + double kx; + double k_mod2; + long index=kk+(par->n_grid/2+1)*((long)(jj+par->n_grid*ii)); //Grid index for +k + if(2*kk<=par->n_grid) + kx=kk*dk; + else + kx=-(par->n_grid-kk)*dk; //This should never happen + + k_mod2=kx*kx+ky*ky+kz*kz; + + if(k_mod2<=0) { + par->grid_npot_f[index]=0; + par->grid_eta_f[index]=0; + } + else { + par->grid_npot_f[index]=-par->prefac_lensing*par->grid_dens_f[index]/k_mod2; + par->grid_eta_f[index]=par->grid_dens_f[index]*vgrowth*kx*kx/k_mod2; + if(par->do_smoothing && par->smooth_potential) { + double sm=exp(-0.5*par->r2_smooth*k_mod2); + par->grid_npot_f[index]*=sm; + par->grid_eta_f[index]*=sm; + } + } + } + } + } + } +} + +void create_cartesian_fields(ParamCoLoRe *par) +{ + ////// + // Creates a realization of the gaussian density + // contrast field from the linear P_k + + long n_grid_tot=2*(par->n_grid/2+1)*((long)(par->n_grid*par->nz_here)); + print_info("*** Creating Gaussian density field \n"); + + print_info("Creating Fourier-space density and Newtonian potential \n"); + if(NodeThis==0) timer(0); + create_grids_fourier(par); + if(NodeThis==0) timer(2); + + print_info("Transforming density and Newtonian potential\n"); + if(NodeThis==0) timer(0); + fftw_wrap_c2r(par->n_grid,par->grid_dens_f,par->grid_dens); + fftw_wrap_c2r(par->n_grid,par->grid_npot_f,par->grid_npot); + fftw_wrap_c2r(par->n_grid,par->grid_eta_f,par->grid_eta); + if(NodeThis==0) timer(2); + + print_info("Normalizing density and Newtonian potential \n"); + if(NodeThis==0) timer(0); +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(n_grid_tot,par) +#endif //_HAVE_OMP + { + long ii; + double norm=pow(sqrt(2*M_PI)/par->l_box,3); + +#ifdef _HAVE_OMP +#pragma omp for +#endif //_HAVE_OMP + for(ii=0;iigrid_dens[ii]*=norm; + par->grid_npot[ii]*=norm; + par->grid_eta[ii]*=norm; + } + }//end omp parallel + if(NodeThis==0) timer(2); + + long slice_size=2*(par->n_grid/2+1)*par->n_grid; +#ifdef _HAVE_MPI + MPI_Status stat; + + //Pass rightmost slice to right node and receive left slice from left node + MPI_Sendrecv(&(par->grid_npot[(par->nz_here-1)*slice_size]),slice_size,FLOUBLE_MPI,NodeRight,1, + par->slice_left,slice_size,FLOUBLE_MPI,NodeLeft,1,MPI_COMM_WORLD,&stat); + //Pass leftmost slice to left node and receive right slice from right node + MPI_Sendrecv(par->grid_npot,slice_size,FLOUBLE_MPI,NodeLeft,2, + par->slice_right,slice_size,FLOUBLE_MPI,NodeRight,2,MPI_COMM_WORLD,&stat); +#else //_HAVE_MPI + par->slice_left=&(par->grid_npot[(par->n_grid-1)*slice_size]); + par->slice_right=par->grid_npot; +#endif //_HAVE_MPI + + compute_sigma_dens(par); + + print_info("\n"); + + //Output density field if necessary + if(par->output_density) { + write_density_grid(par,"gaussian"); + write_eta_grid(par); + } +} diff --git a/CoLoRe_snap/src/io.c b/CoLoRe_snap/src/io.c new file mode 100644 index 0000000..d339038 --- /dev/null +++ b/CoLoRe_snap/src/io.c @@ -0,0 +1,575 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CoLoRe. // +// // +// CoLoRe is free software: you can redistribute it and/or modify it // +// under the terms of the GNU General Public License as published by // +// the Free Software Foundation, either version 3 of the License, or // +// (at your option) any later version. // +// // +// CoLoRe is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CoLoRe. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#include "common.h" + +static ParamCoLoRe *param_colore_new(void) +{ + ParamCoLoRe *par=my_malloc(sizeof(ParamCoLoRe)); + +#ifdef _DEBUG + par->f_dbg=NULL; +#endif //_DEBUG + + //Cosmological parameters + // Background + par->OmegaM=0.3; + par->OmegaL=0.7; + par->OmegaB=0.05; + par->hhub=0.7; + par->weos=-1.; + par->n_scal=0.96; + par->sig8=0.83; + par->prefac_lensing=-1; + // Powerspectra + sprintf(par->fnamePk,"default"); + par->numk=0; + par->logkmax=1; + par->logkmin=-3; + par->idlogk=100; + par->logkarr=NULL; + par->pkarr=NULL; + + //Density parameters + // Density methods + par->output_density=0; + par->r2_smooth=2.0; + par->do_smoothing=1; + par->smooth_potential=0; + par->dens_type=DENS_TYPE_LGNR; + par->lpt_interp_type=INTERP_CIC; + par->lpt_buffer_fraction=0.2; + par->output_lpt=0; + par->seed_rng=1234; + par->z0_norm=0; + par->zf_norm=0; + // Box parameters + par->n_grid=512; + par->l_box=-1; + par->z_snap=-1; + par->growth_d1=-1; + par->growth_d2=-1; + par->growth_dv=-1; + par->growth_fz=-1; + par->nz_here=512; + par->iz0_here=0; + par->nz_max=512; + par->nz_all=NULL; + par->iz0_all=NULL; + // Density grids + par->grid_dens_f=NULL; + par->grid_dens=NULL; + par->grid_npot_f=NULL; + par->grid_npot=NULL; + par->grid_eta_f=NULL; + par->grid_eta=NULL; + par->edge_planes=NULL; + par->sigma2_gauss=0; + + //IO parameters + sprintf(par->prefixOut,"default"); + par->output_format=0; + + //Tracers + par->do_srcs=0; + par->n_srcs=-1; + par->bias=NULL; + par->threshold=NULL; + par->ndens=NULL; + par->dens_norm=NULL; + par->nsources_this=NULL; + par->cats=NULL; + + return par; +} + +static void conf_read_string(config_t *conf,char *secname,char *varname,char *out) +{ + int stat; + char fullpath[256]; + const char *str; + sprintf(fullpath,"%s.%s",secname,varname); + stat=config_lookup_string(conf,fullpath,&str); + if(stat==CONFIG_FALSE) + report_error(1,"Couldn't read variable %s\n",fullpath); + sprintf(out,"%s",str); +} + +static void conf_read_double(config_t *conf,char *secname,char *varname,double *out) +{ + int stat; + char fullpath[256]; + sprintf(fullpath,"%s.%s",secname,varname); + stat=config_lookup_float(conf,fullpath,out); + if(stat==CONFIG_FALSE) + report_error(1,"Couldn't read variable %s\n",fullpath); +} + +/* +static void conf_read_double_array(config_t *conf,char *secname,char *varname, + double *out,int *nel,int nmax) +{ + int n_elem,index; + config_setting_t *arr; + char fullpath[256]; + sprintf(fullpath,"%s.%s",secname,varname); + arr=config_lookup(conf,fullpath); + if(arr==NULL) + report_error(1,"Couldn't read variable %s\n",fullpath); + n_elem=config_setting_length(arr); + if(n_elem==0) + report_error(1,"Couldn't read variable %s\n",fullpath); + if(n_elem>nmax) + report_error(1,"Too many elements in %s (%d > %d)\n",fullpath,n_elem,nmax); + + *nel=n_elem; + for(index=0;indexprefixOut); + conf_read_string(conf,"global","pk_filename",par->fnamePk); + conf_read_double(conf,"global","l_box", &(par->l_box)); + conf_read_double(conf,"global","z_snap", &(par->z_snap)); + conf_read_bool(conf,"global","output_density",&(par->output_density)); + conf_read_int(conf,"global","seed",&i_dum); + conf_read_double(conf,"field_par","r_smooth",&(par->r2_smooth)); + conf_read_bool(conf,"field_par","smooth_potential",&(par->smooth_potential)); + conf_read_int(conf,"field_par","n_grid",&(par->n_grid)); + conf_read_int(conf,"field_par","dens_type",&(par->dens_type)); + conf_read_double(conf,"field_par","lpt_buffer_fraction",&(par->lpt_buffer_fraction)); + conf_read_int(conf,"field_par","lpt_interp_type",&(par->lpt_interp_type)); + conf_read_int(conf,"field_par","output_lpt",&(par->output_lpt)); + + par->seed_rng=i_dum; + conf_read_string(conf,"global","output_format",c_dum); + if(!strcmp(c_dum,"HDF5")) { +#ifdef _HAVE_HDF5 + par->output_format=2; +#else //_HAVE_HDF5 + report_error(1,"HDF5 format not supported\n"); +#endif //_HAVE_HDF5 + } + else if(!strcmp(c_dum,"FITS")) { +#ifdef _HAVE_FITS + par->output_format=1; +#else //_HAVE_FITS + report_error(1,"FITS format not supported\n"); +#endif //_HAVE_FITS + } + else if(!strcmp(c_dum,"ASCII")) + par->output_format=0; + else + report_error(1,"Unrecognized format %s\n",c_dum); + + conf_read_double(conf,"cosmo_par","omega_M",&(par->OmegaM)); + conf_read_double(conf,"cosmo_par","omega_L",&(par->OmegaL)); + conf_read_double(conf,"cosmo_par","omega_B",&(par->OmegaB)); + conf_read_double(conf,"cosmo_par","h",&(par->hhub)); + conf_read_double(conf,"cosmo_par","w",&(par->weos)); + conf_read_double(conf,"cosmo_par","ns",&(par->n_scal)); + conf_read_double(conf,"cosmo_par","sigma_8",&(par->sig8)); + + //Get number of galaxy populations + par->n_srcs=0; + found=1; + while(found) { + sprintf(c_dum,"srcs%d",par->n_srcs+1); + cset=config_lookup(conf,c_dum); + if(cset==NULL) + found=0; + else + par->n_srcs++; + } + if(par->n_srcs>NPOP_MAX) + report_error(1,"You're asking for too many populations %d! Enlarge NPOP_MAX\n",par->n_srcs); + if(par->n_srcs>0) { + par->do_srcs=1; + par->bias=my_malloc(par->n_srcs*sizeof(double)); + par->threshold=my_malloc(par->n_srcs*sizeof(double)); + par->ndens=my_malloc(par->n_srcs*sizeof(double)); + par->dens_norm=my_malloc(par->n_srcs*sizeof(double)); + par->nsources_this=my_calloc(par->n_srcs,sizeof(long)); + par->cats=my_malloc(par->n_srcs*sizeof(CatalogCartesian *)); + for(ii=0;iin_srcs;ii++) { + sprintf(c_dum,"srcs%d",ii+1); + conf_read_double(conf,c_dum,"bias",&(par->bias[ii])); + conf_read_double(conf,c_dum,"threshold",&(par->threshold[ii])); + conf_read_double(conf,c_dum,"ndens",&(par->ndens[ii])); + } + } + +#ifdef _DEBUG + sprintf(c_dum,"%s_node%d.dbg",par->prefixOut,NodeThis); + par->f_dbg=fopen(c_dum,"w"); + if(par->f_dbg==NULL) error_open_file(c_dum); + if(NodeThis==0) { + sprintf(c_dum,"%s_params.cfg",par->prefixOut); + config_write_file(conf,c_dum); + } +#endif //_DEBUG + + config_destroy(conf); + + if(par->r2_smooth>0) { + par->r2_smooth=pow(par->r2_smooth,2); + par->do_smoothing=1; + } + else + par->do_smoothing=0; + + init_fftw(par); + + cosmo_set(par); + + get_max_memory(par,test_memory); + + print_info("\n"); + + double dk=2*M_PI/par->l_box; + print_info("Run parameters: \n"); + print_info(" L_box = %.3lf Mpc/h, N_grid = %d \n",(double)(par->l_box),par->n_grid); + print_info(" Scales resolved: %.3lE < k < %.3lE h/Mpc\n",dk,0.5*(par->n_grid-1)*dk); + print_info(" Fourier-space resolution: dk = %.3lE h/Mpc\n",dk); + print_info(" Real-space resolution: dx = %.3lE Mpc/h\n",par->l_box/par->n_grid); + if(par->do_smoothing) + print_info(" Density field pre-smoothed on scales: x_s = %.3lE Mpc/h\n",sqrt(par->r2_smooth)); + else + print_info(" No extra smoothing\n"); + if(par->do_srcs) + print_info(" %d galaxy populations\n",par->n_srcs); + print_info("\n"); + + if(test_memory) { +#ifdef _DEBUG + fclose(par->f_dbg); +#endif //_DEBUG + free(par); + return NULL; + } + + allocate_fftw(par); + + free(conf); + + return par; +} + +void write_density_grid(ParamCoLoRe *par,char *prefix_dens) +{ + FILE *fo; + char fname[256]; + int iz; + int ngx=2*(par->n_grid/2+1); + int size_flouble=sizeof(flouble); + double lb=par->l_box; + + if(NodeThis==0) timer(0); + print_info("*** Writing density field (native format)\n"); + sprintf(fname,"%s_dens_%s_%d.dat",par->prefixOut,prefix_dens,NodeThis); + fo=fopen(fname,"wb"); + if(fo==NULL) error_open_file(fname); + my_fwrite(&NNodes,sizeof(int),1,fo); + my_fwrite(&size_flouble,sizeof(int),1,fo); + my_fwrite(&lb,sizeof(double),1,fo); + my_fwrite(&(par->n_grid),sizeof(int),1,fo); + my_fwrite(&(par->nz_here),sizeof(int),1,fo); + my_fwrite(&(par->iz0_here),sizeof(int),1,fo); + for(iz=0;iznz_here;iz++) { + int iy; + for(iy=0;iyn_grid;iy++) { + long index0=ngx*((long)(iy+iz*par->n_grid)); + my_fwrite(&(par->grid_dens[index0]),sizeof(flouble),par->n_grid,fo); + } + } + fclose(fo); + if(NodeThis==0) timer(2); + print_info("\n"); +} + +void write_eta_grid(ParamCoLoRe *par) +{ + FILE *fo; + char fname[256]; + int iz; + int ngx=2*(par->n_grid/2+1); + int size_flouble=sizeof(flouble); + double lb=par->l_box; + + if(NodeThis==0) timer(0); + print_info("*** Writing density field (native format)\n"); + sprintf(fname,"%s_eta_%d.dat",par->prefixOut,NodeThis); + fo=fopen(fname,"wb"); + if(fo==NULL) error_open_file(fname); + my_fwrite(&NNodes,sizeof(int),1,fo); + my_fwrite(&size_flouble,sizeof(int),1,fo); + my_fwrite(&lb,sizeof(double),1,fo); + my_fwrite(&(par->n_grid),sizeof(int),1,fo); + my_fwrite(&(par->nz_here),sizeof(int),1,fo); + my_fwrite(&(par->iz0_here),sizeof(int),1,fo); + for(iz=0;iznz_here;iz++) { + int iy; + for(iy=0;iyn_grid;iy++) { + long index0=ngx*((long)(iy+iz*par->n_grid)); + my_fwrite(&(par->grid_eta[index0]),sizeof(flouble),par->n_grid,fo); + } + } + fclose(fo); + if(NodeThis==0) timer(2); + print_info("\n"); +} + +typedef struct { + int np[6]; + double mass[6]; + double time; + double redshift; + int flag_sfr; + int flag_feedback; + unsigned int np_total[6]; + int flag_cooling; + int num_files; + double boxsize; + double omega0; + double omega_lambda; + double hubble_param; + int flag_stellarage; + int flag_metals; + unsigned int np_total_highword[6]; + int flag_entropy_instead_u; + int flag_gadgetformat; + char fill[56]; +} GadgetHeader; + +void write_lpt(ParamCoLoRe *par,unsigned long long npart,flouble *x,flouble *y,flouble *z) +{ + GadgetHeader header; + FILE *fo; + char fname[256]; + unsigned long long ipart,np_total; + unsigned long long np_total_expected=par->n_grid*((long)(par->n_grid*par->n_grid)); + + sprintf(fname,"%s_lpt_out.%d",par->prefixOut,NodeThis); + fo=fopen(fname,"w"); + if(fo==NULL) error_open_file(fname); + +#ifdef _HAVE_MPI + unsigned long long np_send=npart; + MPI_Reduce(&np_send,&np_total,1,MPI_UNSIGNED_LONG_LONG,MPI_SUM,0,MPI_COMM_WORLD); + MPI_Bcast(&np_total,1,MPI_UNSIGNED_LONG_LONG,0,MPI_COMM_WORLD); +#else //_HAVE_MPI + np_total=npart; +#endif //_HAVE_MPI + + if(np_total!=np_total_expected) + report_error(1,"Only %llu particles found, but there should be %ull\n",np_total,np_total_expected); + + double m=27.7455*par->OmegaM*pow(par->l_box,3.)/np_total; + memset(&header,0,sizeof(GadgetHeader)); + + header.np[1]=npart; + header.mass[1]=m; + header.time=1.; + header.redshift=0.; + header.np_total[1]=(unsigned int)np_total; + header.np_total_highword[1]=(unsigned int)(np_total >> 32); + header.num_files=NNodes; + header.boxsize=par->l_box; + header.omega0=par->OmegaM; + header.omega_lambda=par->OmegaL; + header.hubble_param=par->hhub; + header.flag_gadgetformat=1; + + int blklen=sizeof(GadgetHeader); + my_fwrite(&blklen,sizeof(blklen),1,fo); + my_fwrite(&header,sizeof(GadgetHeader),1,fo); + my_fwrite(&blklen,sizeof(blklen),1,fo); + + float x0[3]; + // position + blklen=npart*sizeof(float)*3; + my_fwrite(&blklen,sizeof(blklen),1,fo); + for(ipart=0;ipartiz0_here*((long)(par->n_grid*par->n_grid))); + for(ipart=0;ipartprefixOut,ipop+1,NodeThis); + + fits_create_file(&fptr,fname,&status); + fits_create_tbl(fptr,BINARY_TBL,0,nfields,ttype,tform,tunit,NULL,&status); + fits_update_key(fptr,TSTRING,"CONTENTS","Source catalog",NULL,&status); + + fits_get_rowsize(fptr,&nrw,&status); + type_arr=my_malloc(nrw*sizeof(int)); + x_arr=my_malloc(nrw*sizeof(float)); + y_arr=my_malloc(nrw*sizeof(float)); + z_arr=my_malloc(nrw*sizeof(float)); + rsd_arr=my_malloc(nrw*sizeof(float)); + + long row_here=0; + while(row_herensources_this[ipop]) { + long nrw_here; + if(row_here+nrw>par->nsources_this[ipop]) + nrw_here=par->nsources_this[ipop]-row_here; + else + nrw_here=nrw; + + for(ii=0;iicats[ipop]->pos[(row_here+ii)*NPOS_CC+0]; + y_arr[ii]=par->cats[ipop]->pos[(row_here+ii)*NPOS_CC+1]; + z_arr[ii]=par->cats[ipop]->pos[(row_here+ii)*NPOS_CC+2]; + rsd_arr[ii]=par->cats[ipop]->pos[(row_here+ii)*NPOS_CC+3]; + } + fits_write_col(fptr,TINT ,1,row_here+1,1,nrw_here,type_arr,&status); + fits_write_col(fptr,TFLOAT,2,row_here+1,1,nrw_here,x_arr,&status); + fits_write_col(fptr,TFLOAT,3,row_here+1,1,nrw_here,y_arr,&status); + fits_write_col(fptr,TFLOAT,4,row_here+1,1,nrw_here,z_arr,&status); + fits_write_col(fptr,TFLOAT,5,row_here+1,1,nrw_here,rsd_arr,&status); + row_here+=nrw_here; + } + fits_close_file(fptr,&status); + free(x_arr); + free(y_arr); + free(z_arr); + free(rsd_arr); +#else //_HAVE_FITS + printf("FITS not supported\n"); +#endif //_HAVE_FITS + if(NodeThis==0) timer(2); +} + +void write_srcs(ParamCoLoRe *par) +{ + print_info("*** Writing source catalogs\n"); + int ipop; + for(ipop=0;ipopn_srcs;ipop++) + write_catalog(par,ipop); + print_info("\n"); +} + +void param_colore_free(ParamCoLoRe *par) +{ + int ii; + free(par->nz_all); + free(par->iz0_all); + free(par->logkarr); + free(par->pkarr); + end_fftw(par); + + if(par->do_srcs) { + free(par->bias); + free(par->threshold); + free(par->ndens); + free(par->dens_norm); + if(par->cats!=NULL) { + for(ii=0;iin_srcs;ii++) + catalog_cartesian_free(par->cats[ii]); + free(par->cats); + } + free(par->nsources_this); + } + +#ifdef _DEBUG + fclose(par->f_dbg); +#endif //_DEBUG + free(par); +} diff --git a/CoLoRe_snap/src/main.c b/CoLoRe_snap/src/main.c new file mode 100644 index 0000000..2d5ac3f --- /dev/null +++ b/CoLoRe_snap/src/main.c @@ -0,0 +1,87 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CoLoRe. // +// // +// CoLoRe is free software: you can redistribute it and/or modify it // +// under the terms of the GNU General Public License as published by // +// the Free Software Foundation, either version 3 of the License, or // +// (at your option) any later version. // +// // +// CoLoRe is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CoLoRe. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#include "common.h" + +int main(int argc,char **argv) +{ + int test_memory=0; + char fnameIn[256]; + ParamCoLoRe *par; + if(argc<2) { + fprintf(stderr,"Usage: ./CoLoRe file_name\n"); + exit(0); + } + if(!strcmp(argv[1],"--test-memory")) { + test_memory=1; + sprintf(fnameIn,"%s",argv[2]); + } + else + sprintf(fnameIn,"%s",argv[1]); + + mpi_init(&argc,&argv); + + setbuf(stdout,NULL); + print_info("\n"); + print_info("|-------------------------------------------------|\n"); + print_info("| CoLoRe |\n"); + print_info("|-------------------------------------------------|\n\n"); + + if(NodeThis==0) timer(4); + + par=read_run_params(fnameIn,test_memory); + + if(par==NULL) { + if(NodeThis==0) timer(5); +#ifdef _HAVE_MPI + MPI_Finalize(); +#endif //_HAVE_MPI + return 0; + } + + print_info("Seed : %u\n",par->seed_rng); + + //Create Gaussian density and radial velocity fields + create_cartesian_fields(par); + + //Lognormalize density field + compute_physical_density_field(par); + + //Compute normalization of density field for biasing + compute_density_normalization(par); + + //Generate source catalogs + if(par->do_srcs) { + srcs_set_cartesian(par); + write_srcs(par); + } + + print_info("\n"); + print_info("|-------------------------------------------------|\n\n"); + + param_colore_free(par); + + if(NodeThis==0) timer(5); +#ifdef _HAVE_MPI + MPI_Finalize(); +#endif //_HAVE_MPI + return 0; +} diff --git a/CoLoRe_snap/src/srcs.c b/CoLoRe_snap/src/srcs.c new file mode 100644 index 0000000..0a62186 --- /dev/null +++ b/CoLoRe_snap/src/srcs.c @@ -0,0 +1,194 @@ +/////////////////////////////////////////////////////////////////////// +// // +// Copyright 2012 David Alonso // +// // +// // +// This file is part of CoLoRe. // +// // +// CoLoRe is free software: you can redistribute it and/or modify it // +// under the terms of the GNU General Public License as published by // +// the Free Software Foundation, either version 3 of the License, or // +// (at your option) any later version. // +// // +// CoLoRe is distributed in the hope that it will be useful, but // +// WITHOUT ANY WARRANTY; without even the implied warranty of // +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU // +// General Public License for more details. // +// // +// You should have received a copy of the GNU General Public License // +// along with CoLoRe. If not, see . // +// // +/////////////////////////////////////////////////////////////////////// +#include "common.h" + +static double get_rvel(ParamCoLoRe *par,int ix,int iy,int iz) +{ + double v; + double idx=par->n_grid/par->l_box; + long ngx=2*(par->n_grid/2+1); + long iz_0=iz, iy_0=iy; + long ix_hi=ix+1,ix_lo=ix-1; + if(ix==0) ix_lo=par->n_grid-1; + if(ix==par->n_grid-1) ix_hi=0; + iz_0*=ngx*par->n_grid; + iy_0*=ngx; + + v=0.5*idx*(par->grid_npot[ix_hi+iy_0+iz_0]-par->grid_npot[ix_lo+iy_0+iz_0]); + return v; +} + +static void srcs_set_cartesian_single(ParamCoLoRe *par,int ipop) +{ + int ii,nthr; + int ngx=2*(par->n_grid/2+1); + long *np_tot_thr; + int *nsources=my_calloc(ngx*((long)(par->n_grid*par->nz_here)),sizeof(int)); +#ifdef _HAVE_OMP + nthr=omp_get_max_threads(); +#else //_HAVE_OMP + nthr=1; +#endif //_HAVE_OMP + np_tot_thr=my_calloc(nthr,sizeof(long)); + + print_info(" %d-th galaxy population\n",ipop); + if(NodeThis==0) timer(0); + print_info(" Poisson-sampling\n"); +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(par,np_tot_thr,IThread0,ipop,nthr,nsources) +#endif //_HAVE_OMP + { + long iz; +#ifdef _HAVE_OMP + int ithr=omp_get_thread_num(); +#else //_HAVE_OMP + int ithr=0; +#endif //_HAVE_OMP + double dx=par->l_box/par->n_grid; + double cell_vol=dx*dx*dx; + int ngx=2*(par->n_grid/2+1); + unsigned int seed_thr=par->seed_rng+ithr+nthr*(ipop+par->n_srcs*IThread0); + gsl_rng *rng_thr=init_rng(seed_thr); + double ndens=par->ndens[ipop]; + double bias=par->bias[ipop]; + double threshold=par->threshold[ipop]; + double dnorm=par->dens_norm[ipop]; + +#ifdef _HAVE_OMP +#pragma omp for schedule(static) +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + for(ix=0;ixn_grid;ix++) { + int npp=0; + long index=ix+indexy+indexz; + double lambda=ndens*cell_vol*bias_model(par->grid_dens[index],bias, threshold)*dnorm; + npp=rng_poisson(lambda,rng_thr); + nsources[index]=npp; + np_tot_thr[ithr]+=npp; + } + } + }//end omp for + end_rng(rng_thr); + }//end omp parallel + + par->nsources_this[ipop]=0; + for(ii=0;iinsources_this[ipop]+=np_tot_thr[ii]; + + long nsources_total=0; +#ifdef _HAVE_MPI + MPI_Allreduce(&(par->nsources_this[ipop]),&nsources_total,1,MPI_LONG,MPI_SUM,MPI_COMM_WORLD); +#else //_HAVE_MPI + nsources_total=par->nsources_this[ipop]; +#endif //_HAVE_MPI + + print_info(" There will be %ld objects in total \n",(long)nsources_total); +#ifdef _DEBUG + fprintf(par->f_dbg,"MPI task %d has %ld particles\n",NodeThis,(long)(par->nsources_this[ipop])); +#endif //_DEBUG + + for(ii=nthr-1;ii>0;ii--) { + int jj; + long nh=0; + for(jj=0;jjcats[ipop]=catalog_cartesian_alloc(par->nsources_this[ipop]); + + print_info(" Assigning coordinates\n"); +#ifdef _HAVE_OMP +#pragma omp parallel default(none) \ + shared(par,IThread0,np_tot_thr,ipop,nthr,nsources) +#endif //_HAVE_OMP + { + long iz; +#ifdef _HAVE_OMP + int ithr=omp_get_thread_num(); +#else //_HAVE_OMP + int ithr=0; +#endif //_HAVE_OMP + double dx=par->l_box/par->n_grid; + int ngx=2*(par->n_grid/2+1); + unsigned int seed_thr=par->seed_rng+ithr+nthr*(ipop+par->n_srcs*IThread0); + gsl_rng *rng_thr=init_rng(seed_thr); + double factor_vel=-par->fgrowth_0/(1.5*par->hubble_0*par->OmegaM); + +#ifdef _HAVE_OMP +#pragma omp for schedule(static) +#endif //_HAVE_OMP + for(iz=0;iznz_here;iz++) { + int iy; + long indexz=iz*((long)(ngx*par->n_grid)); + double z0=(iz+par->iz0_here)*dx; + for(iy=0;iyn_grid;iy++) { + int ix; + long indexy=iy*ngx; + double y0=iy*dx; + for(ix=0;ixn_grid;ix++) { + double x0=ix*dx; + long index=ix+indexy+indexz; + int npp=nsources[index]; + if(npp>0) { + int ip; + double rvel=factor_vel*get_rvel(par,ix,iy,iz); + double dx_rsd=rvel*par->growth_dv*par->ihub; + for(ip=0;ipcats[ipop]->pos[NPOS_CC*pid+0]=x0+dx*rng_01(rng_thr); + par->cats[ipop]->pos[NPOS_CC*pid+1]=y0+dx*rng_01(rng_thr); + par->cats[ipop]->pos[NPOS_CC*pid+2]=z0+dx*rng_01(rng_thr); + par->cats[ipop]->pos[NPOS_CC*pid+3]=dx_rsd; + np_tot_thr[ithr]++; + } + } + } + } + }//end omp for + end_rng(rng_thr); + }//end omp parallel + if(NodeThis==0) timer(2); + + free(np_tot_thr); + free(nsources); +} + +void srcs_set_cartesian(ParamCoLoRe *par) +{ + int ipop; + + //First, compute lensing Hessian + print_info("*** Getting point sources\n"); + for(ipop=0;ipopn_srcs;ipop++) + srcs_set_cartesian_single(par,ipop); + print_info("\n"); +} diff --git a/src/beaming.c b/src/beaming.c index c73a4a8..9850279 100644 --- a/src/beaming.c +++ b/src/beaming.c @@ -57,9 +57,9 @@ static void get_element(ParamCoLoRe *par,long ix,long iy,long iz, report_error(1,"Cannot write Gaussian skewers with density type %d\n",par->dens_type); //Get D and r flouble dx=par->l_box/par->n_grid; - flouble z0=(iz+par->iz0_here+0.5)*dx-par->pos_obs[2]; - flouble y0=(iy+0.5)*dx-par->pos_obs[1]; - flouble x0=(ix+0.5)*dx-par->pos_obs[0]; + flouble z0=(iz+par->iz0_here+0.0)*dx-par->pos_obs[2]; + flouble y0=(iy+0.0)*dx-par->pos_obs[1]; + flouble x0=(ix+0.0)*dx-par->pos_obs[0]; double r=sqrt(x0*x0+y0*y0+z0*z0); double dg=get_bg(par,r,BG_D1,0); *g=(log(1+par->grid_dens[ix_0+iy_0+iz_0]))/dg+dg*(par->sigma2_gauss)*0.5; diff --git a/src/common.h b/src/common.h index 7a0fdda..38f67fc 100644 --- a/src/common.h +++ b/src/common.h @@ -102,6 +102,7 @@ #define BG_IH 1005 #define BG_NZ_SRCS 1006 #define BG_BZ_SRCS 1007 +#define BG_TZ_SRCS 1015 #define BG_NORM_SRCS 1008 #define BG_TZ_IMAP 1009 #define BG_BZ_IMAP 1010 @@ -312,9 +313,11 @@ typedef struct { int do_srcs_lensing; //Do we need to compute the lensing potential? int n_srcs; //Number of source types char fnameBzSrcs[NPOP_MAX][256]; //Files containing b(z) for each source type + char fnameTzSrcs[NPOP_MAX][256]; //Files containing threshold(z) for each source type char fnameNzSrcs[NPOP_MAX][256]; //Files containing dN/dzdOmega (in deg^-2) double *srcs_nz_arr[NPOP_MAX]; double *srcs_bz_arr[NPOP_MAX]; + double *srcs_tz_arr[NPOP_MAX]; double *srcs_norm_arr[NPOP_MAX]; double norm_srcs_0[NPOP_MAX]; //Bottom edge of spline for density normalization double norm_srcs_f[NPOP_MAX]; //Top edge of spline for density normalization @@ -411,9 +414,9 @@ void catalog_cartesian_free(CatalogCartesian *cat); Catalog *catalog_alloc(int nsrcs,int has_lensing,int has_skw,int skw_gauss,double rmax,int ng); void catalog_free(Catalog *cat); -static inline double bias_model(double d,double b) +static inline double bias_model(double d,double b, double t) { - if(d<=-1) + if(d<=-1 || d < t) return 0; #ifdef _BIAS_MODEL_2 if(d < 0) diff --git a/src/cosmo.c b/src/cosmo.c index eee344d..b2833f6 100644 --- a/src/cosmo.c +++ b/src/cosmo.c @@ -59,6 +59,8 @@ double get_bg(ParamCoLoRe *par,double r,int tag,int ipop) return f_of_r_linear(par,r,par->srcs_nz_arr[ipop],0,0); else if(tag==BG_BZ_SRCS) return f_of_r_linear(par,r,par->srcs_bz_arr[ipop],par->srcs_bz_arr[ipop][0],1); + else if(tag==BG_TZ_SRCS) + return f_of_r_linear(par,r,par->srcs_tz_arr[ipop],par->srcs_tz_arr[ipop][0],1); else if(tag==BG_NORM_SRCS) { return f_of_r_linear(par,r,par->srcs_norm_arr[ipop],par->norm_srcs_0[ipop], par->norm_srcs_f[ipop]); @@ -523,6 +525,7 @@ void cosmo_set(ParamCoLoRe *par) double *zarr,*fzarr; FILE *fi; gsl_spline *spline_srcs_bz[NPOP_MAX]; + gsl_spline *spline_srcs_tz[NPOP_MAX]; gsl_spline *spline_srcs_nz[NPOP_MAX]; gsl_spline *spline_imap_bz[NPOP_MAX]; gsl_spline *spline_imap_tz[NPOP_MAX]; @@ -563,6 +566,22 @@ void cosmo_set(ParamCoLoRe *par) free(zarr); free(fzarr); fclose(fi); + fi=fopen(par->fnameTzSrcs[ipop],"r"); + if(fi==NULL) error_open_file(par->fnameTzSrcs[ipop]); + nz=linecount(fi); rewind(fi); + zarr=my_malloc(nz*sizeof(double)); + fzarr=my_malloc(nz*sizeof(double)); + for(ii=0;iifnameTzSrcs[ipop],ii+1); + } + if((zarr[0]>par->z_min) || (zarr[nz-1]z_max)) + report_error(1,"Threshold z-range is too small\n"); + spline_srcs_tz[ipop]=gsl_spline_alloc(gsl_interp_cspline,nz); + gsl_spline_init(spline_srcs_tz[ipop],zarr,fzarr,nz); + free(zarr); free(fzarr); + fclose(fi); + fi=fopen(par->fnameNzSrcs[ipop],"r"); if(fi==NULL) error_open_file(par->fnameNzSrcs[ipop]); nz=linecount(fi); rewind(fi); @@ -589,6 +608,7 @@ void cosmo_set(ParamCoLoRe *par) par->srcs_nz_arr[ipop]=my_malloc(NA*sizeof(double)); par->srcs_bz_arr[ipop]=my_malloc(NA*sizeof(double)); + par->srcs_tz_arr[ipop]=my_malloc(NA*sizeof(double)); } for(ipop=0;ipopn_imap;ipop++) { @@ -694,9 +714,11 @@ void cosmo_set(ParamCoLoRe *par) if((zz_min) || (z>par->z_max)) { par->srcs_nz_arr[ipop][ii]=0; par->srcs_bz_arr[ipop][ii]=1.; + par->srcs_tz_arr[ipop][ii]=-1.; } par->srcs_nz_arr[ipop][ii]=gsl_spline_eval(spline_srcs_nz[ipop],z,NULL); par->srcs_bz_arr[ipop][ii]=gsl_spline_eval(spline_srcs_bz[ipop],z,NULL); + par->srcs_tz_arr[ipop][ii]=gsl_spline_eval(spline_srcs_tz[ipop],z,NULL); } for(ipop=0;ipopn_imap;ipop++) { if((zz_min) || (z>par->z_max)) { @@ -717,8 +739,8 @@ void cosmo_set(ParamCoLoRe *par) } for(ipop=0;ipopn_cstm;ipop++) { - gsl_spline_free(spline_cstm_kz[ipop]); - gsl_spline_free(spline_cstm_bz[ipop]); + gsl_spline_free(spline_cstm_kz[ipop]); + gsl_spline_free(spline_cstm_bz[ipop]); } for(ipop=0;ipopn_imap;ipop++) { gsl_spline_free(spline_imap_tz[ipop]); @@ -727,6 +749,7 @@ void cosmo_set(ParamCoLoRe *par) for(ipop=0;ipopn_srcs;ipop++) { gsl_spline_free(spline_srcs_nz[ipop]); gsl_spline_free(spline_srcs_bz[ipop]); + gsl_spline_free(spline_srcs_tz[ipop]); } pk_linear_set(par); diff --git a/src/cstm.c b/src/cstm.c index a8997c1..564479a 100644 --- a/src/cstm.c +++ b/src/cstm.c @@ -131,7 +131,7 @@ static void cstm_get_beam_properties_single(ParamCoLoRe *par,int ipop) xn[ax]=(rm*u[ax]+par->pos_obs[ax])*idx; added=interpolate_from_grid(par,xn,&d,NULL,NULL,NULL,NULL,RETURN_DENS,INTERP_CIC); if(added) - cval+=kz[irr]*(bias_model(d,bz[irr])*normz[irr]-1); + cval+=kz[irr]*(bias_model(d,bz[irr], -1)*normz[irr]-1); } cmap->data[ip]+=cval*dr; } //end omp for diff --git a/src/density.c b/src/density.c index f41bbc3..9aadba5 100644 --- a/src/density.c +++ b/src/density.c @@ -1048,14 +1048,14 @@ static void densclip(ParamCoLoRe *par) for(iz=0;iznz_here;iz++) { int iy; long indexz=iz*((long)(ngx*par->n_grid)); - flouble z0=(iz+par->iz0_here+0.5)*dx-par->pos_obs[2]; + flouble z0=(iz+par->iz0_here+0.0)*dx-par->pos_obs[2]; for(iy=0;iyn_grid;iy++) { int ix; long indexy=iy*ngx; - flouble y0=(iy+0.5)*dx-par->pos_obs[1]; + flouble y0=(iy+0.0)*dx-par->pos_obs[1]; for(ix=0;ixn_grid;ix++) { long index=ix+indexy+indexz; - flouble x0=(ix+0.5)*dx-par->pos_obs[0]; + flouble x0=(ix+0.0)*dx-par->pos_obs[0]; double r=sqrt(x0*x0+y0*y0+z0*z0); double dg=get_bg(par,r,BG_D1,0); double delta=par->grid_dens[index]; @@ -1084,14 +1084,14 @@ static void lognormalize(ParamCoLoRe *par) for(iz=0;iznz_here;iz++) { int iy; long indexz=iz*((long)(ngx*par->n_grid)); - flouble z0=(iz+par->iz0_here+0.5)*dx-par->pos_obs[2]; + flouble z0=(iz+par->iz0_here+0.0)*dx-par->pos_obs[2]; for(iy=0;iyn_grid;iy++) { int ix; long indexy=iy*ngx; - flouble y0=(iy+0.5)*dx-par->pos_obs[1]; + flouble y0=(iy+0.0)*dx-par->pos_obs[1]; for(ix=0;ixn_grid;ix++) { long index=ix+indexy+indexz; - flouble x0=(ix+0.5)*dx-par->pos_obs[0]; + flouble x0=(ix+0.0)*dx-par->pos_obs[0]; double r=sqrt(x0*x0+y0*y0+z0*z0); double dg=get_bg(par,r,BG_D1,0); double delta=par->grid_dens[index]; @@ -1155,14 +1155,14 @@ static void collect_density_normalization_from_grid(ParamCoLoRe *par,int nz,doub for(iz=0;iznz_here;iz++) { int iy; long iz0=iz*((long)(2*(par->n_grid/2+1)*par->n_grid)); - flouble z0=(iz+par->iz0_here+0.5)*dx-par->pos_obs[2]; + flouble z0=(iz+par->iz0_here+0.0)*dx-par->pos_obs[2]; for(iy=0;iyn_grid;iy++) { int ix; long iy0=iy*2*(par->n_grid/2+1); - flouble y0=(iy+0.5)*dx-par->pos_obs[1]; + flouble y0=(iy+0.0)*dx-par->pos_obs[1]; for(ix=0;ixn_grid;ix++) { long index=ix+iy0+iz0; - flouble x0=(ix+0.5)*dx-par->pos_obs[0]; + flouble x0=(ix+0.0)*dx-par->pos_obs[0]; double r=sqrt(x0*x0+y0*y0+z0*z0); double redshift=get_bg(par,r,BG_Z,0); int ind_z=(int)(redshift*idz)+1; @@ -1171,11 +1171,11 @@ static void collect_density_normalization_from_grid(ParamCoLoRe *par,int nz,doub narr_thr[ind_z]++; zarr_thr[ind_z]+=redshift; for(ipop=0;ipopn_srcs;ipop++) - norm_srcs_arr_thr[ipop][ind_z]+=bias_model(d,get_bg(par,r,BG_BZ_SRCS,ipop)); + norm_srcs_arr_thr[ipop][ind_z]+=bias_model(d,get_bg(par,r,BG_BZ_SRCS,ipop), get_bg(par, r, BG_TZ_SRCS, ipop)); for(ipop=0;ipopn_imap;ipop++) - norm_imap_arr_thr[ipop][ind_z]+=bias_model(d,get_bg(par,r,BG_BZ_IMAP,ipop)); + norm_imap_arr_thr[ipop][ind_z]+=bias_model(d,get_bg(par,r,BG_BZ_IMAP,ipop), -1); for(ipop=0;ipopn_cstm;ipop++) - norm_cstm_arr_thr[ipop][ind_z]+=bias_model(d,get_bg(par,r,BG_BZ_CSTM,ipop)); + norm_cstm_arr_thr[ipop][ind_z]+=bias_model(d,get_bg(par,r,BG_BZ_CSTM,ipop), -1); } } } diff --git a/src/imap.c b/src/imap.c index 6289881..ac27b48 100644 --- a/src/imap.c +++ b/src/imap.c @@ -198,7 +198,7 @@ static void imap_set_cartesian_single(ParamCoLoRe *par,int ipop) double dnorm=get_bg(par,r0,BG_NORM_IMAP,ipop); double rvel=factor_vel*get_rvel(par,ix,iy,iz,x0,y0,z0,r0); double dr_rsd=rvel*get_bg(par,r0,BG_V1,0)*get_bg(par,r0,BG_IH,0); - double temp=tmean*bias_model(par->grid_dens[index],bias)*dnorm; + double temp=tmean*bias_model(par->grid_dens[index],bias, -1)*dnorm; irad=get_r_index_imap(imap,r0,irad); if(irad<0) nsub_here=nsub_lo; diff --git a/src/io.c b/src/io.c index ab2f065..39987c5 100644 --- a/src/io.c +++ b/src/io.c @@ -119,8 +119,10 @@ static ParamCoLoRe *param_colore_new(void) par->cstm_kz_arr[ii]=NULL; par->cstm_norm_arr[ii]=NULL; sprintf(par->fnameBzSrcs[ii],"default"); + sprintf(par->fnameTzSrcs[ii],"default"); sprintf(par->fnameNzSrcs[ii],"default"); par->srcs_bz_arr[ii]=NULL; + par->srcs_tz_arr[ii]=NULL; par->srcs_nz_arr[ii]=NULL; par->srcs_norm_arr[ii]=NULL; par->lensing_srcs[ii]=0; @@ -328,6 +330,7 @@ ParamCoLoRe *read_run_params(char *fname,int test_memory) sprintf(c_dum,"srcs%d",ii+1); conf_read_string(conf,c_dum,"nz_filename",par->fnameNzSrcs[ii]); conf_read_string(conf,c_dum,"bias_filename",par->fnameBzSrcs[ii]); + conf_read_string(conf,c_dum,"threshold_filename",par->fnameTzSrcs[ii]); conf_read_bool(conf,c_dum,"include_lensing",&(par->lensing_srcs[ii])); if(par->lensing_srcs[ii]) par->do_srcs_lensing=1; @@ -1256,6 +1259,7 @@ void param_colore_free(ParamCoLoRe *par) if(par->do_srcs) { for(ii=0;iin_srcs;ii++) { free(par->srcs_bz_arr[ii]); + free(par->srcs_tz_arr[ii]); free(par->srcs_nz_arr[ii]); free(par->srcs_norm_arr[ii]); if(par->cats_c!=NULL) { diff --git a/src/srcs.c b/src/srcs.c index 9792ba9..84c7360 100644 --- a/src/srcs.c +++ b/src/srcs.c @@ -156,22 +156,22 @@ static void srcs_set_cartesian_single(ParamCoLoRe *par,int ipop) for(iz=0;iznz_here;iz++) { int iy; long indexz=iz*((long)(ngx*par->n_grid)); - double z0=(iz+par->iz0_here+0.5)*dx-par->pos_obs[2]; + double z0=(iz+par->iz0_here+0.0)*dx-par->pos_obs[2]; for(iy=0;iyn_grid;iy++) { int ix; long indexy=iy*ngx; - double y0=(iy+0.5)*dx-par->pos_obs[1]; + double y0=(iy+0.0)*dx-par->pos_obs[1]; for(ix=0;ixn_grid;ix++) { int npp=0; long index=ix+indexy+indexz; - double x0=(ix+0.5)*dx-par->pos_obs[0]; + double x0=(ix+0.0)*dx-par->pos_obs[0]; double r=sqrt(x0*x0+y0*y0+z0*z0); if(rl_box/2+20.) { double ndens=get_bg(par,r,BG_NZ_SRCS,ipop); if(ndens>0) { double bias=get_bg(par,r,BG_BZ_SRCS,ipop); double dnorm=get_bg(par,r,BG_NORM_SRCS,ipop); - double lambda=ndens*cell_vol*bias_model(par->grid_dens[index],bias)*dnorm; + double lambda=ndens*cell_vol*bias_model(par->grid_dens[index],bias, get_bg(par, r, BG_TZ_SRCS, ipop))*dnorm; //double lambda=ndens*cell_vol*dnorm; npp=rng_poisson(lambda,rng_thr); } @@ -238,13 +238,13 @@ static void srcs_set_cartesian_single(ParamCoLoRe *par,int ipop) for(iz=0;iznz_here;iz++) { int iy; long indexz=iz*((long)(ngx*par->n_grid)); - double z0=(iz+par->iz0_here+0.5)*dx-par->pos_obs[2]; + double z0=(iz+par->iz0_here+0.0)*dx-par->pos_obs[2]; for(iy=0;iyn_grid;iy++) { int ix; long indexy=iy*ngx; - double y0=(iy+0.5)*dx-par->pos_obs[1]; + double y0=(iy+0.0)*dx-par->pos_obs[1]; for(ix=0;ixn_grid;ix++) { - double x0=(ix+0.5)*dx-par->pos_obs[0]; + double x0=(ix+0.0)*dx-par->pos_obs[0]; long index=ix+indexy+indexz; int npp=nsources[index]; if(npp>0) {