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1 change: 0 additions & 1 deletion scripts/python/plot_snap2d.py
Original file line number Diff line number Diff line change
Expand Up @@ -70,7 +70,6 @@ def plot_dump(
coordname = "g.n.coord"
coord = data.Get(coordname, False)
z = coord[:, 3, :, nG - 1 : -1 - nG, nG - 1 : -1 - nG]
print(np.shape(z))
y = coord[:, 2, :, nG - 1 : -1 - nG, nG - 1 : -1 - nG]
x = coord[:, 1, :, nG - 1 : -1 - nG, nG - 1 : -1 - nG]

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30 changes: 29 additions & 1 deletion src/radiation/geodesics.hpp
Original file line number Diff line number Diff line change
Expand Up @@ -39,7 +39,35 @@ KOKKOS_INLINE_FUNCTION
void GetKSource(Real &X0, Real &X1, Real &X2, Real &X3, Real &Kcov0, Real &Kcov1,
Real &Kcov2, Real &Kcov3, Real &Kcon0,
const Geometry::CoordSysMeshBlock &geom, Real source[4]) {
SPACETIMELOOP(mu) { source[mu] = 0.; }
Real Kcov[NDFULL] = {Kcov0, Kcov1, Kcov2, Kcov3};
Real Xm[NDFULL], Xp[NDFULL];
Real Gconm[NDFULL][NDFULL], Gconp[NDFULL][NDFULL];
Real dG;

constexpr Real DELTA = 1.0e-6;

// TODO(BLB) extend later to exploit spacetime symmetries. Template on geometry?
SPACETIMELOOP(mu) {
source[mu] = 0.;
Xp[0] = X0;
Xp[1] = X1;
Xp[2] = X2;
Xp[3] = X3;
SPACETIMELOOP(nu) { Xm[nu] = Xp[nu]; }

Xm[mu] -= DELTA;
Xp[mu] += DELTA;

geom.SpacetimeMetricInverse(Xm[0], Xm[1], Xm[2], Xm[3], Gconm);
geom.SpacetimeMetricInverse(Xp[0], Xp[1], Xp[2], Xp[3], Gconp);

SPACETIMELOOP2(nu, kap) {
dG = (Gconp[nu][kap] - Gconm[nu][kap]) / (Xp[mu] - Xm[mu]);
source[mu] += Kcov[nu] * Kcov[kap] * dG;
}

source[mu] *= -1.0 / (2.0 * Kcon0);
}
}

KOKKOS_INLINE_FUNCTION
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