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[½»Á÷] Îü²¨²ÄÁÏLLG¹«Ê½¼ÆË㸴´Åµ¼ÂʵĹý³Ì¼°matlab³ÌÐò ÒÑÓÐ2È˲ÎÓë

¿´µ½Ò»Æªpaper£¬ÀûÓÃLandau-Lifshitz-Gilbert ¹«Ê½¼ÆËãÆ¬×´¿ÅÁ£µÄ¸´´Åµ¼ÂÊ¡£(JAP 107,033913, 2010)
http://scitation.aip.org/content/aip/journal/jap/107/3/10.1063/1.3291129

ÕÒµ½Ô­Ê¼ÎÄÏ× (JAP 99, 083905, 2006) http://scitation.aip.org/content/aip/journal/jap/99/8/10.1063/1.2190719

ÏëÓ¦ÓÃÔÚ×Ô¼ºµÄʵÑéÉÏ£¬È¡×èÄáϵÊýa=0.1, Ðý´Å±Èr=2.8, 4*pi*Ms=20000, Ha=600, w=2*pi*f, дÁËÈçÏÂmatlab³ÌÐòÇó´Åµ¼ÂÊÕÅÁ¿u

clc;
clear;

a=0.1; % alpha damping coeeficient
r=2.8; % gamma gyromagnetic ratio (MHz/Oe)

Ha=600; % anisotropy field (Oe)
Ms=20000/(4*pi); % Ms

c=1; % count the num of input array

for f=1:0.1:18 % frequency array

w=2*pi*f*10^3; % omega angular frequency
wm=r*Ms; % omega m
w0=r*Ha; % omega 0
w1=w0+j*w*a; % omega 0'

u=1+((w1*wm)/((w1)^2-w^2)); % mu
k=(-1)*w*wm/((w1)^2-w^2); % kappa

u_tansor=[u, j*(-1)*k, 0;
                j*k, u, 0;
               0, 0, 1;];    % permeability tensor

ui_eig=eig(u_tansor); % eigenvalue ui

ui_real=real(ui_eig); % real permeability
ui_imag=-1*imag(ui_eig); % imagnary permeability

D=[f; ui_real; ui_imag;];
U_data(:,c)=D;
u_data=U_data';

c=c+1;

end

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