Questions tagged [finite-element-analysis]

Questions on finite element methods as they pertain to materials modeling.

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6
votes
0answers
27 views

Calculating the electrostatic potential of a molecule: what is a good 3D Poisson equation solver?

I was wondering if anybody can recommend an easy-to-use library/program to solve the 3D Poisson equation $\Delta V(r,\theta,\phi) = \rho(r,\theta,\phi)$ with vanishing solutions at infinity: $V(r,\...
6
votes
2answers
85 views

Books and online resources to get me started in the finite element method (FEM)

In a course on the mechanical properties of materials, I have been asked to do a paper on the "Finite Element Method" to improve my current grade. However, most of the resources I find on ...
9
votes
2answers
254 views

Why are my publications getting accepted without much review from some journals, but getting rejected by the journal Computational Materials Science?

My field of research is computational materials science/mechanics. My work is on the "numerical modeling of shot peening process". This is a typical publication in my field. My work is not ...
9
votes
0answers
234 views

"The executable package.exe aborted with system error code 1073740940" in ABAQUS with the following VUMAT for crystal plasticity [closed]

I am new to crystal plasticity simulations and have been studying the concepts from "Introduction to Crystal Plasticity" in Mechanics of Microstructured Materials book. Additionally, I have ...
11
votes
1answer
108 views

3D Poisson equation solver for arbitrary charge distribution?

I am trying to compute the electrostatic potential profile from a distribution of point-charges that were output from an MD simulation. Does anyone know of ready-made Poisson solver packages that are ...
17
votes
2answers
78 views

What are some common techniques for building multiscale models for materials?

Most, if not all, material systems are multiscale in nature that are described by different physics at different length and time scales, ranging from density functional theory (DFT) to phase field ...