How do I generate a standard stereographic projection using MTEX?

[亓智敏]

I want to plot the (112) standard stereographic projection pattern for a cubic? Or more generally, is there a protocol or instructional steps to be provided? Thanks a lot.

[ruediger Kilian]

Hi,
have a look here: https://mtex-toolbox.github.io/documentation.html
Cheers,
Rüdiger

On 16 Feb 2017, at 6:19 pm, 亓智敏 <qzm...@gmail.com> wrote:

> I want to plot the (112) standard stereographic projection pattern for a cubic? Or more generally, is there a protocol or instructional steps to be provided? Thanks a lot.
>

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[亓智敏]

Hi Rüdiger,

    I did find the way to draw the (001) stereographic projection but I'm unable to rotate it because the drawing is based on crystal symmetry, which is not changed. Below is the code I used. However, the code works as X//a, Y//b, Z//c and I want the euler angle to be [ 0*degree 36.5*degree 0*degree] instead. Could you please help me and be more specific? Thank you.

cs = crystalSymmetry('cubic',[1,1,1])

h = Miller({1,0,0},{1,1,0},{1,0,1},{1,1,1},{1,1,2},cs) 

for i = 1:length(h)

plot(h(i),'symmetrised','labeled','backgroundColor','w','doNotDraw','grid')

hold all

end

hold off

drawNow(gcm,'figSize','normal')

[grandr...@gmail.com]

The minimum code for plotting a pole figure is plotPDF(o,h);  where o has been previously defined as the dataset (orientations) to plot, and h is the pole figure plane to plot.  o can be one orientation, or several thousand.

Before we can define an orientation, we need to define the crystal symmetry

cs = crystalSymmetry('cubic',[1,1,1])

So now, let's define o

%the zxz explicitly means Bunge convention used (this is the default).

o = orientation('euler',0*degree, 36.5*degree, 0 *degree,'ZXZ',cs);

so for the pole figures you list we set h

h = Miller({1,0,0},{1,1,0},{1,0,1},{1,1,1},{1,1,2},cs)

and now plot this
plotPDF(o,h);

Is this what you were trying to do? 

[亓智敏]

Thank you so much! This is very clear and gives me the direction. Thank you so much again!!