System: S=3/2, ZFI-axial (E=0), zC _|_ H, rotation around z
Posted: Sat Sep 30, 2017 8:44 am
I try to simulate the spectra of a system (S = 3/2 and axial zero-field splitting tensor) for its different orientations with respect to a static magnetic field. In particular, I try to simulate the spectra when the axial axis z of crystal (zC) is perpendicular to the field and there is a rotation around zC. I expected that in this case, in view of axial symmetry, the spectra should not change. Indeed, it turned out that the energy of the transitions and the positions of the lines do not change. However, there is a change in the relative intensities of the lines! How is this possible? Why?
Code: Select all
clear, clf;
Sys.S = 3/2;
Sys.g = 2;
Sys.D = clight/1e4*0.2;
Sys.lwpp = 10;
Exp.mwFreq = 9.7;
Exp.Range = [0 700];
alpha=0;
beta=90;
gamma=0; d=30;
Exp.CrystalOrientation = pi/180*[alpha beta gamma];
[Bres1,Int1] = eigfields(Sys,Exp);
[B,S1]=pepper(Sys,Exp);
Exp.CrystalOrientation = pi/180*[alpha beta gamma+d];
[Bres2,Int2] = eigfields(Sys,Exp);
[B,S2]=pepper(Sys,Exp);
Exp.CrystalOrientation = pi/180*[alpha beta gamma+2*d];
[Bres3,Int3] = eigfields(Sys,Exp);
[B,S3]=pepper(Sys,Exp);
Exp.CrystalOrientation = pi/180*[alpha beta gamma+3*d];
[Bres4,Int4] = eigfields(Sys,Exp);
[B,S4]=pepper(Sys,Exp);
gammaSweep=[gamma gamma+d gamma+2*d gamma+3*d]
plot(B,S1,B,S2,B,S3,B,S4);