Closed ArneBoch closed 3 years ago
Hi,
if you like to define a uniform misorientation density function, simply define it as uniformODF(cs,cs)
and the following should work nicely:
cs = crystalSymmetry('cubic')
mdf_uni = uniformODF(cs,cs)
plotAxisDistribution(mdf_uni);
plotAngleDistribution(mdf_uni);
Cheers, Rüdiger
Hello Rüdiger,
thanks for help! Did not know this possibility. I used calcMDF(uniformODF(cs)) because it looks staight forward :-).
Tschüß
Arne
Hello MTEX Team,
doing some investigations into misorientations and MDFs I have got an error by using plotAngleDistribution and plotAxisDistribution. See issue https://github.com/mtex-toolbox/mtex/issues/440, I try it again with new MTEX version :-).
Having a hexagonal CS and a uncorrelated or correlated MDF_measured I can plot without problems:
plotAxisDistribution(MDF_measured); plotAngleDistribution(MDF_measured); plotAxisDistribution(CS);
plotAngleDistribution(CS);
but not:
plotAxisDistribution(calcMDF(uniformODF(cs)));
plotAngleDistribution(calcMDF(uniformODF(cs)));
It looks like that it not depend on CS, this isn't working too:
plotAxisDistribution(calcMDF(uniformODF(crystalSymmetry('cubic'))));
I'm using Matlab 2017b and MTEX 5.6.0.
Thanks for help.
Arne