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Hi, I am thinking of using VoronoiFVM.jl for solving a set of different PDEs governing the evolution of snow on the ground in 1D. In order to follow the ice-matrix in snow, it is usual to solve diffus…
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we're currently at v0.5.0, whatever the hell that means, and I'm interested in knowing what the plans are. I'm the one driving the dev, and I'm super 100% okay with that as numerical stuff is my game,…
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Approximations allow us to include model components that don't have autodiff-friendly implementations.
- A first test case will be approximating the local coupling term in a neural field model
- A…
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Hi, I'm looking forward to estimating the foot contacts of MiniCheetah. I'm thinking about if it is possible to use the feedback term of motor positions to detect a contact, as shown in
```
// e…
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In equation 17 of the paper the depth differences are scaled by the normal vector z component. The paper reads:
> Here, the depth differences are scaled by nz to measure the difference along the no…
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We should add more test problems to exercise the PDECHEB code in as many modes as possible.
A few relevant codes in this area are:
- [PDEONE](https://doi.org/10.1145/355644.355650)
- [PDECOL](h…
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Hi, I am Jürgen Fuhrmann from Weierstrass Institute Berlin, and the author of VoronoiFVM.jl
I would like to propose a minisymposium for JuliaCon in July which "collects" people interested in PDEs. …
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Is there any plan to implement numerical solution of ODEs?
s = NDSolve[{x''[t] == -Sin[x[t]], x[0] == 1, x'[0] == 0}, x, {t, 0, 50}]
Plot[Evaluate[x[t] /. s], {t, 0, 50}]
-Bill
![screenshot_2016093…
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Mentioned this issue in #1068. @roystgnr, this is what I mentioned to you in chat yesterday.
Applying the attached patch to the #1069 gives test failures for the first order time solver unit tests an…
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Hello.
Do you currently have support for the heat equation with non-constant coefficients?
```math
\frac{\partial u}{\partial t} = \frac{\partial}{\partial x} \left( k(x) \frac{\partial u}{\par…