SAR雷达Yamaguchi四分量分解MATLAB代码(注释部分为极化角优化)
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function yamachuchi_matrix = yamaguchi(C) %对于给定的C矩阵做yamaguchi分解,返回结果是个各个散射的能量是一个row X col X 4的矩阵 %P_s(单词散射),P_d(二面角),P_v(体散射),P_c(旋状体) row=size(C.C11,1); col=size(C.C11,2); i=sqrt(-1); yamachuchi_matrix = zeros(row,col,4); for p=1:col for q=1:row TP = C.C11(q,p)+C.C22(q,p)+C.C33(q,p); P_c = 2*abs(imag((C.C12_real(q,p)+i*C.C12_imag(q,p)-conj(C.C23_real(q,p)+i*C.C23_imag(q,p)))/sqrt(2))); a = 10*log10(C.C33(q,p)/C.C11(q,p)); %if a<-2 % P_v = (15*C.C22(q,p))/4 - (15*P_c)/8; % tS = (C.C11(q,p)+C.C33(q,p)+2*C.C13_real(q,p)-P_v)/2; %tD = (C.C11(q,p)+C.C33(q,p)-2*C.C13_real(q,p))/2-(7*C.C22(q,p))/8-P_c/16; %tC = (C.C11(q,p)-C.C33(q,p)-(C.C13_real(q,p)+i*C.C13_imag(q,p))+(C.C13_real(q,p)-i*C.C13_imag(q,p)))/2-P_v/6; %elseif a<2 P_v = 4*C.C22(q,p) - 2*P_c; tS = (C.C11(q,p)+C.C33(q,p)+2*C.C13_real(q,p))/2-2*C.C22(q,p)+P_c; tD = (C.C11(q,p)+C.C33(q,p)-2*C.C13_real(q,p))/2-C.C22(q,p); tC = (C.C11(q,p)-C.C33(q,p)-(C.C13_real(q,p)+i*C.C13_imag(q,p))+(C.C13_real(q,p)-i*C.C13_imag(q,p)))/2; %elseif a>2 %P_v = (15*C.C22(q,p))/4 - (15*P_c)/8; %tS = (C.C11(q,p)+C.C33(q,p)+2*C.C13_real(q,p))/2-2*C.C22(q,p)+P_c; %tD = (C.C11(q,p)+C.C33(q,p)-2*C.C13_real(q,p))/2-C.C22(q,p); %tC = (C.C11(q,p)-C.C33(q,p)-(C.C13_real(q,p)+i*C.C13_imag(q,p))+(C.C13_real(q,p)-i*C.C13_imag(q,p)))/2; %end if (P_v+P_c)<TP C_0 = C.C13_real(q,p)+i*C.C13_imag(q,p)-C.C22(q,p)/2-P_c/2; if real(C_0)<0 P_s = tS-((abs(tC))^2)/tD; P_d = tD+((abs(tC))^2)/tD; else P_s = tS+((abs(tC))^2)/tS; P_d = tD-((abs(tC))^2)/tS; end if (P_s>0)&&(P_d<0) P_d = 0; P_s = TP-P_v-P_c; elseif (P_s<0)&&(P_d>0) P_s = 0; P_d = TP-P_v-P_c; end else P_s = 0; P_d = 0; P_v = TP-P_c; end yamachuchi_matrix(q,p,1) = abs(P_s); yamachuchi_matrix(q,p,2) = abs(P_d); yamachuchi_matrix(q,p,3) = abs(P_v); yamachuchi_matrix(q,p,4) = abs(P_c); end end
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