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finite-elements

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The finite element method (FEM) is a numerical method for solving problems of engineering and mathematical physics. Typical problem areas of interest include structural analysis, heat transfer, fluid flow, mass transport, and electromagnetic potential.

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cticenhour
cticenhour commented Jun 7, 2022

Reason

When there is a submodule update (and subsequent conda package update in MOOSE), there is no hint that conda is out-of-date when the user attempts to build after updating MOOSE only. This can lead to pain and confusion for users.

We already perform a submodule mismatch check, and print out a warning during build. We should do the same for conda.

Design

We should take inspira

T: task Good first issue C: Conda
santiagobadia
santiagobadia commented Aug 12, 2020

A point load can be mathematically represented as a distribution, e.g., a Dirac delta. It breaks the Gridap flow, since one cannot use Gauss quadratures and numerical integration (what we usually do in FEM) to compute the integral of f*v in that case.

I don't want to consider hacks, e.g., touch the vector entry in a particular node in which you want to put the force (assuming the force is on

help wanted good first issue new functionality
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