Trilinos based (stochastic) FEM solvers
run.m File Reference

Go to the source code of this file.

Functions

 writevtk ('rubberblock.vtk', pdef, t(:, 1:8), [], [], [u(1:3:end), u(2:3:end), u(3:3:end)], [s, e])
 

Variables

clc clear all close all mesh = readgmsh('rubberblock.msh')
 
 p = mesh.POS
 
 t = mesh.HEXAS
 
 u = load('u.mtx')
 
 e = load('e22.mtx')
 
 s = load('sig22.mtx')
 
 pdef = p/1000 + [u(1:3:end), u(2:3:end), u(3:3:end)]
 

Function Documentation

◆ writevtk()

writevtk ( 'rubberblock.vtk'  ,
pdef  ,
t(:, 1:8)   
)

Variable Documentation

◆ e

e = load('e22.mtx')

Definition at line 10 of file run.m.

◆ mesh

clc clear all close all mesh = readgmsh('rubberblock.msh')

Definition at line 5 of file run.m.

◆ p

p = mesh.POS

Definition at line 6 of file run.m.

◆ pdef

pdef = p/1000 + [u(1:3:end), u(2:3:end), u(3:3:end)]

Definition at line 12 of file run.m.

◆ s

s = load('sig22.mtx')

Definition at line 11 of file run.m.

◆ t

t = mesh.HEXAS

Definition at line 7 of file run.m.

◆ u

u = load('u.mtx')

Definition at line 9 of file run.m.