46 lines
1.5 KiB
Mathematica
46 lines
1.5 KiB
Mathematica
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function XX=SolveIt(deltdeltF,ddh,deltH,Init_Y,Ly,ContrlCount,Lx,Balance,Busnum,Loadi)
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LxComa=FormLxComa(Lx);%Lx=deltF-deltH*Init_Y';
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Lx=LxComa;
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H=-deltdeltF+ddh;
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aa=[
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H,deltH;
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deltH',zeros(size(Init_Y,2));
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];
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yy=[Lx;-Ly];
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%% ƽ<EFBFBD><EFBFBD><EFBFBD>ڵ<EFBFBD><EFBFBD><EFBFBD>ѹ<EFBFBD><EFBFBD><EFBFBD><EFBFBD>
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t=size(Loadi,1)*2;
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aa(t+(Balance-1)*3+1,:)=0;
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aa(t+(Balance-1)*3+2,:)=0;
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aa(t+(Balance-1)*3+3,:)=0;
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aa(:,t+(Balance-1)*3+1)=0;
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aa(:,t+(Balance-1)*3+2)=0;
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aa(:,t+(Balance-1)*3+3)=0;
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%aa(t+Balance,t+Balance)=1;
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aa=aa+sparse(t+(Balance-1)*3+1,t+(Balance-1)*3+1,ones(length(Balance),1),ContrlCount+2*Busnum*3,ContrlCount+2*Busnum*3);
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aa=aa+sparse(t+(Balance-1)*3+2,t+(Balance-1)*3+2,ones(length(Balance),1),ContrlCount+2*Busnum*3,ContrlCount+2*Busnum*3);
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aa=aa+sparse(t+(Balance-1)*3+3,t+(Balance-1)*3+3,ones(length(Balance),1),ContrlCount+2*Busnum*3,ContrlCount+2*Busnum*3);
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%%
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t=size(Loadi,1)*2+Busnum*3;
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aa(t+(Balance-1)*3+1,:)=0;
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aa(t+(Balance-1)*3+2,:)=0;
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aa(t+(Balance-1)*3+3,:)=0;
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aa(:,t+(Balance-1)*3+1)=0;
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aa(:,t+(Balance-1)*3+2)=0;
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aa(:,t+(Balance-1)*3+3)=0;
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%aa(t+Balance,t+Balance)=1;
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aa=aa+sparse(t+(Balance-1)*3+1,t+(Balance-1)*3+1,ones(length(Balance),1),ContrlCount+2*Busnum*3,ContrlCount+2*Busnum*3);
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aa=aa+sparse(t+(Balance-1)*3+2,t+(Balance-1)*3+2,ones(length(Balance),1),ContrlCount+2*Busnum*3,ContrlCount+2*Busnum*3);
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aa=aa+sparse(t+(Balance-1)*3+3,t+(Balance-1)*3+3,ones(length(Balance),1),ContrlCount+2*Busnum*3,ContrlCount+2*Busnum*3);
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%%
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dxdy=aa\yy;
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%% KLU
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%spy(aa)
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%dxdy = klu(aa,'\',full(yy));
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%%
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dX=dxdy(1:ContrlCount);
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dY=dxdy(ContrlCount+1:end);
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XX=[
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dX;
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dY;
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];
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end
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