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Unclear documentation about calculating spinwave spectra (or potentially a python regression) #179
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FMchain = spinw;
FMchain.genlattice('lat_const',[3 8 8],'angled',[90 90 90])
FMchain.addatom('r', [0 0 0],'S', 1,'label','MCu1','color','blue')
FMchain.plot('range',[3 1 1])
FMchain.gencoupling('maxDistance',7)
% list the 1st and 2nd neighbor bonds
FMchain.table('bond',1:2)
FMchain.addmatrix('value',-eye(3),'label','Ja','color','green')
FMchain.addcoupling('mat','Ja','bond',1);
plot(FMchain,'range',[3 0.2 0.2],'cellMode','none','baseMode','none')
FMchain.genmagstr('mode','direct', 'k',[0 0 0],'n',[1 0 0],'S',[0; 1; 0]);
disp('Magnetic structure:')
FMchain.table('mag')
plot(FMchain,'range',[3 0.9 0.9],'baseMode','none','cellMode','none')
Q = sym([0 1 0])
FMchain.spinwave(Q) I tried the following in matlab, and get the same error as in python, with a better error message: 'Error in spinw/spinwave (line 371) hkl = obj.unit.qmat*hkl; ' |
Thank you @mducle , sorry I keep throwing more work at you :) |
@Artemkth no problems... it's good to fix these things. We need to do some updates of the build process to handle both Intel and Apple-Silicon Macs (at the moment we only have one Mac build which was for Intel but github recently upgraded all their servers to Apple-Silicon so now we only have that build) but then we'll make a release (probably around mid-May). |
* Fix bug where imag always plots in auto mode #172 * Allow row vector for hkl for single point #179 * Fix inverted user colormap #131 * Refactor sw_plotspec to avoid recursive calls #132 * Add fitspec fixes suggested by K Richardson #98 * Add spinw obj to spec for twin cases in fitspec #158 * Fix spec spinw object issues in fitmode spinwave() now creates a .obj field regardless When fitmode=true, this a barebones struct When fitmode=false, this is a full spinw object Fix issue with sw_plotspec when using fastmode/fitmode Add basic test for fitspec() to check twins handling * Fix bug in sw_plotspec 'fastmode' handling * Fix issues from review. Add change log.
On this page it is mentioned that one is able to launch spinwave solver just for a single k point symbolically by calling it like so: Q = sym([0 1 0]); it is not clear (to me) whether it is possible to do this numerically too. When I try using similar syntaxis, but without sym wrapper, I end up with error about matrix multiplication.
I have hacked around this limitation like so nips.spinwave(([0, 0, 0], [0, 0, 0], 1), hermit=False) which works well enough, I could check how it works in matlab when I am back in the office tomorrow (since my matlab is complaining about me being on wrong domain for my license).
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