Remove Max, Min, and Miller Indices Labels from Pole Figures for Triple Junction Distribution
Graden Hardy
Using MTEX 3.5.0 on Matlab 7.12.0 I am utilizing the plot(pf) function to plot the stereographic projection of a selected grain boundary plane from a simulated triple junction distribution. I do this by generating the spherical coordinates of the boundary plane and inputting these as pole figure data for a material with triclinic crystal and sample symmetry. I generate stereographic projections across my distribution space which when combined allow one to appreciate the boundary orientation through the space. I have attached the complete figure. I have shrunk the circles very small and plotted thousands of them to give my distribution figure a nice resolution. The apparent cells are a result of my discrete space. The figure looks good though I need to remove the Max, Min, and {100} labels. They interfere with my projections and are not applicable to the distribution. I have not found built in functionality to allow me to do this and I couldn't find where in the source code I could manually remove it. Once I remove those labels my figures are practically ready for publication. I have attached my code though it just calls the standard functions.
%% This script was automatically created by the import wizard. You should% run the whoole script or parts of it in order to import your data. There% is no problem in making any changes to this script.
%% Specify Crystal and Specimen Symmetries
% crystal symmetryCS = symmetry('-1', [1 1 1], [90,90,90]*degree, 'X||a*', 'Y||b*', 'Z||c*', 'color', 'light blue');
% specimen symmetrySS = symmetry('triclinic');
% plotting conventionsetMTEXpref('xAxisDirection','east');setMTEXpref('zAxisDirection','outOfPlane');
%% Specify File Names
% path to filespname = 'C:\Users\Graden Hardy\Documents\Documents\Research\Programming\Programs\Graphics\MTEX\mtex-3.5.0\data\TJD_Plots';
% which files to be importedfname = {... [pname '\N1VectorsRandom_0.txt'],[pname '\N1VectorsRandom_1.txt'],[pname '\N1VectorsRandom_2.txt'],... [pname '\N1VectorsRandom_3.txt'],[pname '\N1VectorsRandom_4.txt'],[pname '\N1VectorsRandom_5.txt'],... [pname '\N1VectorsRandom_6.txt'],[pname '\N1VectorsRandom_7.txt'],[pname '\N1VectorsRandom_8.txt'],... [pname '\N1VectorsRandom_9.txt'],... [pname '\N1VectorsRandom_10.txt'],[pname '\N1VectorsRandom_11.txt'],... [pname '\N1VectorsRandom_12.txt'],[pname '\N1VectorsRandom_13.txt'],[pname '\N1VectorsRandom_14.txt'],... [pname '\N1VectorsRandom_15.txt'],... [pname '\N1VectorsRandom_16.txt'],[pname '\N1VectorsRandom_17.txt'],... }; %% Specify Miller Indice
h = { ... Miller(1,0,0,CS),Miller(1,0,0,CS),Miller(1,0,0,CS),... Miller(1,0,0,CS),Miller(1,0,0,CS),Miller(1,0,0,CS),... Miller(1,0,0,CS),Miller(1,0,0,CS),Miller(1,0,0,CS),... Miller(1,0,0,CS),... Miller(1,0,0,CS),Miller(1,0,0,CS),... Miller(1,0,0,CS),Miller(1,0,0,CS),Miller(1,0,0,CS),... Miller(1,0,0,CS),... Miller(1,0,0,CS),Miller(1,0,0,CS),... }; %% Import the Data%create a Pole Figure variable containing the datapf = loadPoleFigure(fname,h,CS,SS,'interface','generic',... 'ColumnNames', { 'Polar Angle' 'Azimuth Angle' 'Intensity'});plot(pf,'projection','stereo','MarkerSize',1)% mtexColorMap white2black% setcolorrange([0, 1], 'all')colorbar
export_fig N1_Random_All.png
Ralf Hielscher
h = findall(gcf,'type','text');
set(h,'visible','off')I hope this helps,