Hi Remy,
just define an orientation (have a look at help orientation/orientation) - assuming you also have a crystalSymmetry (see help crystalSymmetry), define a crystal direction (have a look at help Miller) to plot pole figures using plotPDF or define a vector3d (have a look at help vector3d) to plot inverse pole figures with plotIPDF. Second argument for plotPDF or plotIPDF (help orientation/plotIPDF and help orientation/plotPDF) is interpreted as the property used for colorcoding points.
For example:
cs=crystalSymmetry('432')
o = orientation('Euler',EA*degree,cs)
plotIPDF(o,V,vector3d(1,2,3))
Hope this helps.
Cheers,
Rüdiger
> On 20 Mar 2018, at 10:31 PM, Rémy Bretin <
breti...@gmail.com> wrote:
>
> Hi,
>
> I have a matrix of euler angles on matlab such as :
> EA=[ phi1_1 Phi_1 phi2_1;
> phi1_2 Phi_2 phi2_2;
> phi1_3 Phi_3 phi2_3;
> phi1_4 Phi_4 phi2_4];
>
> And for each orientation, I have an associated value :
> V=[V_1;
> V_2;
> V_3;
> V_4];
>
> I would like to know first how to plot those values with a colormap on a the pole figure (or inverse pole figure) and then how to reduce it to the symmetry triangle in the case of a cubic structure.
>
> I thank you in advance,
> Rémy
>
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