Closed mmarteleur closed 8 years ago
Maybe you can post the code you have used?
Thanks,
Ralf.
Ok so here it comes :
CS = crystalSymmetry('cubic',[3.265,3.265,3.265],'mineral','Ti12Mo') m = Miller(2,3,3,CS) n = Miller(-3,1,1,CS) r = vector3d(3,-6,4) tau = dot(m,r) * dot(n,r)
it gives me the following :
tau =
9.484293637375451e-001
whatever the r vector I am using, I get weird values of schmid factor...
The reason is that you have to use normalized vectors, i.e.,
tau = dot(m.normalize,r.normalize) * dot(n.normalize,r.normalize)
alternatively, you can use
tau = cos(angle(m,r) * cos(angle(n,r))
The best solution would probably to use MTEX funftionality
sS = slipSystem(Miller(2,3,3,CS),Miller(-3,1,1,CS))
tau = sS.SchmidFactor(r)
Ralf.
Thank you very much ! I am quite a newbie in MatLab...
I still get the same tau value as before with the 2 first possibilities, and for the third one I get the following error : sS = slipSystem(Miller(2,3,3,CS),Miller(-3,1,1,CS)) ??? Undefined function or method 'slipSystem' for input arguments of type 'Miller'.
Is there something wrong with the installation ? I am using MatLab 7.10.0 (R2010a)
Sorry,
the last line works only for MTEX 4.4. the above you have to modify to
tau = cos(angle(m,r,'noSymmetry') * cos(angle(n,r,'noSymmetry'))
Hi everyone,
I tried to calculate the Schmid factor of the following system in cubic symmetry (233)[-311] and I get values of SF higher than 0.5. I followed the toturial for each step (and even redo it entirely to be sure that my installation was correct) but it doesn't work...
Can anybody help me ?? Thanks