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6 changes: 3 additions & 3 deletions budget/README.md
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# To close budget on particles

The way to close tracer budget on Lagrangian particles is relatively easy. Please referred to the functions in eulerian_budget and lagrangian_budget. So far, I have not gotten the time to make an illustrative example, but the api references are ready to go.
The way to close tracer budget on Lagrangian particles involves quite a bit of [math](https://agupubs.onlinelibrary.wiley.com/doi/10.1029/2024MS004848) but I think I have made the software relatively easy to use. You can get started with the [notebook examples](https://macekuailv.github.io/seaduck/bud_tut.html). You can also find the [eulerian_budget](https://macekuailv.github.io/seaduck/api_reference/apiref_eulerian_budget.html) and [lagrangian_budget](https://macekuailv.github.io/seaduck/api_reference/apiref_lagrangian_budget.html).

If you would like to use this functionality but have some difficulties, please email me (Wenrui Jiang) at wjiang33@jhu.edu. I am happy to share my code, explain things, and potentially get more involved on your project.
If you would like to use this functionality but have some difficulties, please email me (Wenrui Jiang) at wrjiang@mit.edu. I am happy to explain things, and potentially get more involved on your project.

If you want to contribute to the package by helping me make the budget code public, also email me. I don't know how to thank you enough.
If you have suggestions on how to make the budget code more accessible to the wider audience or improve it in other ways, please also email me. I don't know how to thank you enough.
4 changes: 1 addition & 3 deletions docs/bud_tut.md
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# Tutorials for Lagrangian tracer budget

```{tableofcontents}

```
The following notebooks shows how you can close a tracer budget with Lagrangian particles. They focuses on how this method is implemented in `seaduck`'s `eulerian_budget` and `lagrangian_budget` modules, rather than the rigorous derivation. Interested readers should refer to [our paper "Tracer budgets on Lagrangian Trajectories" published on JAMES](https://agupubs.onlinelibrary.wiley.com/doi/10.1029/2024MS004848).

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