Fix bugs in relatedOperations for NW,GT and GTprime.

This commit is contained in:
f.basile 2019-12-10 13:49:33 +01:00
parent 5a9173ccf4
commit ca06c1d3a2
12 changed files with 108 additions and 9 deletions

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@ -875,7 +875,7 @@ class Lattice:
[[ 17, 12, 5],[ 17, 7, 17]],
[[ 5, 17, 12],[ 17, 17, 7]],
[[ 12, -5,-17],[ 7,-17,-17]],
[[-17,-12, 5],[-17, 7, 17]]],dtype='float')}
[[-17,-12, 5],[-17,-7, 17]]],dtype='float')}
# Greninger--Troiano' orientation relationship for fcc <-> bcc transformation
# from Y. He et al., Journal of Applied Crystallography 39:72-81, 2006
@ -901,7 +901,7 @@ class Lattice:
[[-17,-17, 7],[-17, -5, 12]],
[[ 7,-17,-17],[ 12,-17, -5]],
[[ 17, -7,-17],[ 5, -12,-17]],
[[ 17,-17, 7],[ 17, -5,-12]],
[[ 17,-17, -7],[ 17, -5,-12]],
[[ -7, 17,-17],[-12, 17, -5]],
[[-17, 7,-17],[ -5, 12,-17]],
[[-17, 17, -7],[-17, 5,-12]]],dtype='float'),
@ -957,7 +957,7 @@ class Lattice:
[[ 2, 1, -1],[ 0, -1, 1]],
[[ -1, -2, -1],[ 0, -1, 1]],
[[ -1, 1, 2],[ 0, -1, 1]],
[[ -1, 2, 1],[ 0, -1, 1]],
[[ 2, -1, 1],[ 0, -1, 1]], #It is wrong in the paper, but matrix is correct
[[ -1, 2, 1],[ 0, -1, 1]],
[[ -1, -1, -2],[ 0, -1, 1]]],dtype='float')}

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@ -0,0 +1,99 @@
%% Import Script for EBSD Data
%
% Use MTEX
clear ; clear all
%% Specify Crystal and Specimen Symmetries
% crystal symmetry
CS_bcc = {...
crystalSymmetry('m-3m', [2.8665 2.8665 2.8665], 'mineral', 'Iron-alpha', 'color', 'light blue'),...
crystalSymmetry('m-3m', [1 1 1], 'color', 'light blue')};
CS_fcc = {...
crystalSymmetry('m-3m', [3.662 3.662 3.662], 'mineral', 'Iron', 'color', 'light blue'),...
crystalSymmetry('m-3m', [1 1 1], 'color', 'light blue')};
% plotting convention
setMTEXpref('xAxisDirection','north');
setMTEXpref('zAxisDirection','outOfPlane');
%% path to files
pname = 'L:\f.gallardo\DAMASK\python\tests\reference\Rotation'; % has to be changed
% which files to be imported
fname1 = [pname '\bcc_Bain.txt']; fname2 = [pname '\bcc_GT.txt']; fname3 = [pname '\bcc_GT_prime.txt'];
fname4 = [pname '\bcc_KS.txt']; fname5 = [pname '\bcc_NW.txt']; fname6 = [pname '\bcc_Pitsch.txt'];
fname7 = [pname '\fcc_Bain.txt']; fname8 = [pname '\fcc_GT.txt']; fname9 = [pname '\fcc_GT_prime.txt'];
fname10 = [pname '\fcc_KS.txt']; fname11 = [pname '\fcc_NW.txt']; fname12 = [pname '\fcc_Pitsch.txt'];
%% Import the Data
% create an EBSD variable containing the data
ebsd1 = loadEBSD(fname1,CS_bcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd2 = loadEBSD(fname2,CS_bcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd3 = loadEBSD(fname3,CS_bcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd4 = loadEBSD(fname4,CS_bcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd5 = loadEBSD(fname5,CS_bcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd6 = loadEBSD(fname6,CS_bcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd7 = loadEBSD(fname7,CS_fcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd8 = loadEBSD(fname8,CS_fcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd9 = loadEBSD(fname9,CS_fcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd10 = loadEBSD(fname10,CS_fcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd11 = loadEBSD(fname11,CS_fcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
ebsd12 = loadEBSD(fname12,CS_fcc,'interface','generic',...
'ColumnNames', { 'phi1' 'Phi' 'phi2' 'x' 'y'}, 'Bunge', 'Passive Rotation');
%% Plot Data 1stpart_bcc
h1 = [Miller(1,0,0,ebsd1.CS),Miller(1,1,0,ebsd1.CS),Miller(1,1,1,ebsd1.CS)]; % 3 pole figures
plotPDF(ebsd1.orientations,h1,'MarkerSize',5,'MarkerColor','r','MarkerEdgeColor','r','DisplayName','BCC-Bain')
hold on
plotPDF(ebsd2.orientations,h1,'MarkerSize',5,'MarkerColor','w','MarkerEdgeColor','b','DisplayName','BCC-GT')
plotPDF(ebsd3.orientations,h1,'MarkerSize',5,'MarkerColor','w','MarkerEdgeColor','g','DisplayName','BCC-GT_Prime')
legend('show','location','southoutside')
cd 'L:\f.gallardo\DAMASK\python\tests\reference\Rotation'; % has to be changed
orient('landscape')
print('-bestfit','1_BCC.pdf','-dpdf')
%% Plot Data 2nd part_bcc
close
plotPDF(ebsd4.orientations,h1,'MarkerSize',5,'MarkerColor','r','MarkerEdgeColor','w','DisplayName','BCC-KS')
hold on
plotPDF(ebsd5.orientations,h1,'MarkerSize',5,'MarkerColor','w','MarkerEdgeColor','m','DisplayName','BCC-NW')
plotPDF(ebsd6.orientations,h1,'MarkerSize',5,'MarkerColor','y','MarkerEdgeColor','w','DisplayName','BCC-Pitsch')
legend('show','location','southoutside')
print('-bestfit','2_BCC.pdf','-dpdf')
%% Plot Data 1stpart_fcc
close
h2 = [Miller(1,0,0,ebsd7.CS),Miller(1,1,0,ebsd7.CS),Miller(1,1,1,ebsd7.CS)]; % 3 pole figures
plotPDF(ebsd7.orientations,h2,'MarkerSize',5,'MarkerColor','r','MarkerEdgeColor','r','DisplayName','FCC-Bain')
hold on
plotPDF(ebsd8.orientations,h2,'MarkerSize',5,'MarkerColor','w','MarkerEdgeColor','b','DisplayName','FCC-GT')
plotPDF(ebsd9.orientations,h2,'MarkerSize',5,'MarkerColor','w','MarkerEdgeColor','g','DisplayName','FCC-GT_Prime')
legend('show','location','southoutside')
print('-bestfit','1_FCC.pdf','-dpdf')
%% Plot Data 2nd part_bcc
close
plotPDF(ebsd10.orientations,h2,'MarkerSize',5,'MarkerColor','r','MarkerEdgeColor','w','DisplayName','FCC-KS')
hold on
plotPDF(ebsd11.orientations,h2,'MarkerSize',5,'MarkerColor','w','MarkerEdgeColor','m','DisplayName','FCC-NW')
plotPDF(ebsd12.orientations,h2,'MarkerSize',5,'MarkerColor','y','MarkerEdgeColor','w','DisplayName','FCC-Pitsch')
legend('show','location','southoutside')
print('-bestfit','2_FCC.pdf','-dpdf')
close

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@ -23,4 +23,4 @@
352.1156357053931 43.82007387041961 14.074783631236542 1 21
77.82610341510008 43.397849654402556 273.4002228089796 1 22
193.60440567265297 9.976439066337806 123.24637065555939 1 23
153.65751914298576 65.6559553854118 185.90444335627936 1 24
172.11563570539317 43.82007387041961 194.07478363123653 1 24

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@ -20,7 +20,7 @@
183.40022280897963 43.397849654402556 167.8261034151001 1 18
255.92521636876344 43.82007387041961 97.88436429460687 1 19
33.24637065555936 9.976439066337804 283.60440567265294 1 20
26.291675350407385 65.60048732963618 354.34378938496315 1 21
356.59977719102034 43.39784965440254 12.173896584899929 1 21
75.92521636876346 43.82007387041961 277.8843642946069 1 22
213.24637065555936 9.976439066337804 103.604405672653 1 23
176.59977719102034 43.397849654402556 192.17389658489986 1 24

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@ -9,6 +9,6 @@
134.58444405678858 83.13253115922213 96.91733794010702 1 7
225.41555594321142 83.13253115922213 173.082662059893 1 8
0.0 9.735610317245317 135.0 1 9
260.40196970123213 45.81931182053556 283.6387072794765 1 10
99.59803029876785 45.81931182053557 166.36129272052355 1 10
260.40196970123213 45.81931182053556 283.6387072794765 1 11
180.0 99.73561031724535 225.0 1 12

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@ -23,4 +23,4 @@
165.92521636876344 43.82007387041961 187.88436429460683 1 21
266.59977719102034 43.39784965440254 102.17389658489992 1 22
56.75362934444064 9.976439066337804 346.395594327347 1 23
354.0955566437206 65.6559553854118 26.342480857014277 1 24
345.9252163687635 43.82007387041961 7.884364294606862 1 24

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@ -20,7 +20,7 @@
12.173896584899929 43.39784965440254 356.59977719102034 1 18
82.11563570539313 43.82007387041961 284.0747836312365 1 19
256.395594327347 9.976439066337804 146.75362934444064 1 20
185.65621061503683 65.60048732963617 153.70832464959264 1 21
167.8261034151001 43.397849654402556 183.40022280897963 1 21
262.1156357053931 43.82007387041961 104.07478363123654 1 22
76.39559432734703 9.976439066337806 326.75362934444064 1 23
347.8261034151001 43.39784965440255 3.400222808979685 1 24

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@ -9,6 +9,6 @@
83.082662059893 83.13253115922213 45.415555943211444 1 7
6.917337940106983 83.13253115922211 314.5844440567886 1 8
45.0 9.73561031724532 180.0 1 9
256.36129272052347 45.81931182053556 279.59803029876775 1 10
13.638707279476469 45.81931182053557 80.40196970123216 1 10
256.36129272052347 45.81931182053556 279.59803029876775 1 11
315.0 99.73561031724536 0.0 1 12