sbrisard/Plates_and_shells sbrisard/Plates_and_shells

  • Stars
    star
    1
  • Language
    Jupyter Notebook
  • License
    MIT License
  • Created about 2 years ago
  • Updated about 2 years ago
Twitter logo Share LinkedIn logo Share Facebook logo Share
sbrisard/Plates_and_shells
github

sbrisard

Reviews

There are no reviews yet. Be the first to send feedback to the community and the maintainers!

Repository Details

Teaching material for my course on the theory of plates and shells

More Repositories

1

bratex

Emacs package for manipulation of brackets in LaTeX mode
Emacs Lisp
19
star
2

nord_pygments

Nord highlighting style for Pygments
Python
15
star
3

janus

Discretization of the Lippmann--Schwinger equation with periodic boundary conditions
Python
9
star
4

pyzottk

Python toolkit to access a Zotero library
Python
9
star
5

fftwpp

C++ interface to the FFTW library
Jupyter Notebook
5
star
6

moisan2011

Python implementation of Moisan's periodic-plus-smooth decomposition of an image
Python
5
star
7

pymathml

Python package to create MathML expressions programatically
Python
2
star
8

Scapin.jl

A framework for FFT-based, full-field numerical simulation of heterogeneous materials
Julia
2
star
9

fantastique-julia

A list of resources about the Julia language
1
star
10

rebin

Python/numpy implementation of IDL's rebin array
Python
1
star
11

coques

Théorie des coques élastiques, notes de cours
TeX
1
star
12

pw85

C++ implementation of the overlap test for ellipsoids introduced by Perram and Wertheim (J. Comp. Phys, 58(3), 409–416, 1985)
C++
1
star
13

dotemacs

My emacs configuration files
Emacs Lisp
1
star
14

bri17

Implementation of the matrix-free finite element method introduced in doi:10.1002/nme.5263
C++
1
star
15

LS-intro

An introduction to Lippmann–Schwinger solvers
TeX
1
star
16

sbrisard.github.io

Source files of my blog
HTML
1
star
17

scrapymu

Scrapy spiders to retrieve X-Ray Mass Attenuation Coefficients from NIST
Python
1
star
18

Buckling_cylindrical_shell

A notebook to find the critical load of a uniformely compressed, cylindrical shell
Jupyter Notebook
1
star