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clear;
, A) G6 z* B# v4 L; B/ L0 g7 K) B7 w8 [Yb=[6.25-18.75i -5+15i -1.25+3.75i 0 0
# o2 q0 c8 S# S) }- k! R -5+15i 10.834-32.5i -1.667+5i -1.667+5i -2.5+7.5i
1 p) H0 u6 z, D! P% v1 g/ D" q -1.25+3.75i -1.667+5i 12.917-38.75i -10+30i 0
% K r- |# _) j* p0 K. Q 0 -1.667+5i -10+30i 12.917-38.75i -1.25+3.75i6 ~* z5 i: g. B" c# Q9 {$ @
0 -2.5+7.5i 0 -1.25+3.75i 3.75-11.25i];
2 y( F4 V: t, P6 A) KPknow=[0;0.2;-0.45;-0.4;-0.6];Qknow=[0;0.2;-0.15;-0.05;-0.1];e1=1.06;f1=0;%已知量
* R# x M, k& ?0 T# d! ce=[1.06;1;1;1;1];f=[0;0;0;0;0];- t7 N2 z$ N9 N# }( d
k=0;%跌代次数 ~8 T, F: v' d
PQX=[1;1;1;1;1;1;1;1];%修正量
! q# ?8 Z. Y) C8 @- w- MP=zeros(4,1);Q=zeros(4,1);I=zeros(4,1);YAKEBI=zeros(8,8);
2 j' d Z4 k8 O% t1 Qwhile (max(PQX)>=0.1|min(PQX)<=-0.1)
% m2 x4 J% a9 G. y+ |) j* c k=k+1;
4 l+ U) R4 Y2 c6 z3 q for n=1:4
( J9 j. }1 G0 A1 l for m=1:5
/ Q% u: _! o* Q$ s- e( b% s5 [ P(n)=P(n)+e(n+1)*(real(Yb(n+1,m))*e(m)-imag(Yb(n+1,m))*f(m))+f(n+1)*(real(Yb(n+1,m))*f(m)+imag(Yb(n+1,m)*e(m)));
+ J- B) i9 A Y- K" G" `9 Q Q(n)=Q(n)+f(n+1)*(real(Yb(n+1,m))*e(m)-imag(Yb(n+1,m))*f(m))-e(n+1)*(real(Yb(n+1,m))*f(m)+imag(Yb(n+1,m)*e(m)));! @; C4 ?4 }/ B6 c
end
* V4 ] F$ \& l- k% T PQX(2*n-1)=Pknow(n+1)-P(n);2 U, P$ \3 l- C/ G( ]( A
PQX(2*n)=Qknow(n+1)-Q(n); e3 _1 V) {. t' H- X+ @
I(n)=(P(n)-Q(n)*i)/(e(n+1)-f(n+1)*i);" A, M; }9 I: e, J
end( m4 R$ U& t2 ~6 a* g6 j4 T
for n=1:4. M* m' A9 e4 {4 _: C
for m=1:4% z, m; f2 O; U( a
YAKEBI(2*n-1,2*m-1)=-imag(Yb(n+1,m+1))*e(n+1)+real(Yb(n+1,m+1))*f(n+1);%Hnm
- n$ F9 T' H0 t8 {9 E YAKEBI(2*n-1,2*m)=real(Yb(n+1,n+1))*e(n+1)+imag(Yb(n+1,n+1))*f(n+1);%Nnm
$ A% o0 J6 e5 b7 W7 V; G7 [ YAKEBI(2*n,2*m-1)=-real(Yb(n+1,m+1))*e(n+1)-imag(Yb(n+1,m+1))*f(n+1);%Jnm
6 S+ g6 c: t. ~5 P( I YAKEBI(2*n,2*m)=-imag(Yb(n+1,m+1))*e(n+1)+real(Yb(n+1,m+1))*f(n+1);%Lnm
: q6 ], L3 r% b6 m( n* e end
9 s2 Z2 x1 g, h$ M YAKEBI(2*n-1,2*n-1)=-imag(Yb(n+1,n+1))*e(n+1)+real(Yb(n+1,n+1))*f(n+1)+imag(I(n));%Hnn
- c& K; v+ {9 a, v+ [& B" B YAKEBI(2*n-1,2*n)=real(Yb(n+1,n+1))*e(n+1)+imag(Yb(n+1,n+1))*f(n+1)+real(I(n));%Nnn
% {; f3 X7 j4 e" L( F8 R YAKEBI(2*n,2*n-1)=-real(Yb(n+1,n+1))*e(n+1)-imag(Yb(n+1,n+1))*f(n+1)+real(I(n));%Jnn
& ]4 {/ A& ?; Y9 P0 } YAKEBI(2*n,2*n)=-imag(Yb(n+1,n+1))*e(n+1)+real(Yb(n+1,n+1))*f(n+1)-imag(I(n));%Lnn: V1 I7 A( s8 v8 Y S
end% build the yakebi matrix
' a2 a) P4 A% \7 C9 i Dfe=inv(YAKEBI)*PQX; %修正fe
# y4 z; j0 m) V; G for n=1:4
# Y$ Y' O2 o& j f(n+1)=f(n+1)+Dfe(2*n-1);6 w' C/ ^ m2 N( e
e(n+1)=e(n+1)+Dfe(2*n);
" \& ^1 p4 y, ?0 a [ N: H T d end5 L$ y" M ~; M1 Z
f3 w% ]' m! `) H; Z- D ~
e
% H. g: }9 F% v# mend
) d0 C! `: W o; B
+ \! x2 s3 W! V" L& M2 w9 h% N5 H
运行会出现
" g& V: _: T9 X, z$ K- VWarning: Matrix is singular to working precision.
9 a% u& }! ^9 J; q2 g4 M(Type "warning off MATLAB:singularMatrix" to suppress this warning.)& s7 w% T0 k6 x/ A, \/ T7 t
> In f:\MATLAB6p5\work\yy.m at line 35. M; @$ b1 {. |/ H' [& _9 b! n! H
# g& l4 f% x& l" R. R, S: D( A; K
我这个程序是按照陈珩那本稳态分析的例子编的,想试试。完全没考虑PV节点
( t7 i. S7 X- E0 o1 m这个程序要怎么改进啊? |