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clear;7 |& }1 T' q' V8 t% k: b h/ w
Yb=[6.25-18.75i -5+15i -1.25+3.75i 0 0! T' ?, n2 o0 \2 V! Y
-5+15i 10.834-32.5i -1.667+5i -1.667+5i -2.5+7.5i0 B t# i% q8 f( h% C: K) w
-1.25+3.75i -1.667+5i 12.917-38.75i -10+30i 0
8 D% n9 V1 w/ P' s; G 0 -1.667+5i -10+30i 12.917-38.75i -1.25+3.75i- f2 _# q+ D! c$ n/ B& p0 t5 W3 r
0 -2.5+7.5i 0 -1.25+3.75i 3.75-11.25i];
8 W) d; r" ~/ t. ?5 h- r6 fPknow=[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 9 P: R5 h0 \9 c
e=[1.06;1;1;1;1];f=[0;0;0;0;0];8 V# t: ^- \% S8 G6 k) o
k=0;%跌代次数
! e: z6 Z9 s. z! Q$ j- T1 q4 wPQX=[1;1;1;1;1;1;1;1];%修正量 $ B, M6 V/ L; ~; k/ s5 o9 ^& J
P=zeros(4,1);Q=zeros(4,1);I=zeros(4,1);YAKEBI=zeros(8,8);
8 v/ f u# E- Q5 kwhile (max(PQX)>=0.1|min(PQX)<=-0.1)
$ ?$ R2 T, W3 j' z/ F k=k+1;3 I; x }' q: y" T0 l7 _7 r
for n=1:4# p: H- N1 j% I( N) u) y( }4 Z* G# E
for m=1:5. \" M5 o! j+ P( c& E& n: r7 b- ]' [) h
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)));; t9 |$ A( y6 t* |
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)));
. }- F$ b- g8 F4 s end: f+ H r4 I/ S* ?- G) v
PQX(2*n-1)=Pknow(n+1)-P(n);
, L9 k9 I- G; e2 A# |7 C PQX(2*n)=Qknow(n+1)-Q(n);
$ o. I3 \7 k9 [$ Q: N7 A7 @# E I(n)=(P(n)-Q(n)*i)/(e(n+1)-f(n+1)*i);
' x' \4 C0 `2 A7 y, C% s3 } end+ @- B' Z" {, `2 s/ P4 ?
for n=1:4
6 B4 U' w# N" u; A1 U3 y/ p for m=1:44 B% `0 _- m9 U2 ~' u4 L: P9 {7 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
: `) R& y: z/ V. r/ k 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- v2 V. J, i$ \5 U. K+ n
YAKEBI(2*n,2*m-1)=-real(Yb(n+1,m+1))*e(n+1)-imag(Yb(n+1,m+1))*f(n+1);%Jnm3 Q9 }9 |7 M Y4 A
YAKEBI(2*n,2*m)=-imag(Yb(n+1,m+1))*e(n+1)+real(Yb(n+1,m+1))*f(n+1);%Lnm
& r( x4 K' Z }9 _2 L9 K. g end
/ K) f5 o6 C+ p2 A 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));%Hnn4 M, O% H( I( h8 r
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; o" r; v) w0 Y# w: V
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% M( p+ E4 K! p
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
+ k4 G- i' A4 c# {" b end% build the yakebi matrix
8 [ Z: x: s/ O" | Dfe=inv(YAKEBI)*PQX; %修正fe. F: `/ t5 m; u9 p$ L) f, ^( E8 X
for n=1:4
2 _+ x0 N% l7 \- l$ _+ z f(n+1)=f(n+1)+Dfe(2*n-1);# d" {. T# e, `1 g
e(n+1)=e(n+1)+Dfe(2*n);
$ x& `0 n9 r( ? end2 k' R7 m6 N& Y* { z# Y1 ]/ [3 R
f4 E h5 u9 d/ l& [$ |5 B4 p/ ~6 N: D
e- g$ h! r. W1 f
end1 L3 K7 k! W/ `$ B& w3 I+ b" m
6 e( f+ s9 [# p" Q7 X% B$ {
/ G# B+ k& G. Z p运行会出现; ?2 H% e" J. q9 ]) f, {3 t
Warning: Matrix is singular to working precision.
% I# ]1 c G" y(Type "warning off MATLAB:singularMatrix" to suppress this warning.)% y- B! S5 j) k! L* c0 Z8 e
> In f:\MATLAB6p5\work\yy.m at line 35
/ T9 G8 E3 w5 ^4 X M0 Q+ z
& k: ^* i+ T5 z3 b/ Q+ c0 z& [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, q0 t; @# H$ u3 M% X* F; f
这个程序要怎么改进啊? |