Taylor factor from orientation gradient
Syntax
[M,b,eps] = calcInvTaylor(mori,sS)Input
| mori | misorientation |
| sS | slipSystem list in crystal coordinates |
Output
| M | taylor factor |
| b | coefficients for the acive slip systems |
| eps | strain tensor list in crystal coordinates |
Example
% define 10 percent strain
eps = 0.1 * strainTensor(diag([1 -0.75 -0.25]))eps = strainTensor (xyz)
type: Lagrange
rank: 2 (3 x 3)
*10^-2
10 0 0
0 -7.5 0
0 0 -2.5% define a crystal orientation
cs = crystalSymmetry('cubic')
ori = orientation.byEuler(0,30*degree,15*degree,cs)cs = crystalSymmetry
symmetry: m-3m
elements: 48
a, b, c : 1, 1, 1
ori = orientation (m-3m → xyz)
Bunge Euler angles in degree
phi1 Phi phi2
0 30 15% define a slip system
sS = slipSystem.fcc(cs)sS = slipSystem (m-3m)
u v w | h k l CRSS
0 1 -1 1 1 1 1