EDA365电子论坛网

标题: matlab 问题 [打印本页]
作者: nkkopd    时间: 2021-3-15 13:25
标题: matlab 问题
Error using lmiterm (line 281)
5 `8 o+ j6 L0 llhs of LMI #1, block (1,1): term dimensions incompatible with other' c* _" [4 q) E; E  x
terms in row #1 or column #13 {4 d; B7 @* X' a! ]4 N
/ M& V/ U3 y& V% |0 t. `9 \
Error in SCP_03 (line 103)
8 n3 y/ T/ U# P6 P! m! R9 E6 vlmiterm([1 1 1 P1],-1,1)- d# z# p9 b8 d/ t( E8 p

' a* [* C( y$ V/ q: {clear- Q+ z( q9 o# P5 e& ^6 H
clc
3 ~. k; j) N, i# G" j9 b6 @0 a- f5 s. @
gamma = 0.95;
7 G' p0 s5 b$ \9 U2 R6 |6 Z
5 O; j) v) n9 B1 Nsigma1 = 2;" K& Q* J- [9 v4 v/ u1 ~) V
sigma2 = 1.98;' g  u0 L  K& m3 o# z
sigma3 = 1.86;! P) z2 B3 c2 W( P+ I( V5 Z
sigma = sigma1+sigma2+sigma3;- `2 c5 Q3 R; }

3 m$ v) h3 s5 B4 sgamma1 = 0.89;
$ o" [: ^% \% u+ R3 Jgamma2 = 0.88;
& {8 [2 ~: ~+ O/ y) k6 Wgamma3 = 0.85;
: r9 @- t! Z3 W' h. ?" j3 f. vGamma = [gamma1, gamma1, gamma1; gamma2, gamma2, gamma2; gamma3, gamma3, gamma3];%3*3! i" y, |( m/ S* M  U

$ A+ i( \5 L5 S2 |. E, ILambda = diag([2, 2]);%2*2
/ O7 z( H1 P, t; h6 Q8 H/ w0 m( o9 L3 }  Y0 L
W = [kron(Gamma, Lambda), zeros(6,3); zeros(3,6), zeros(3)];%9*9
. L  M2 h2 T/ z2 M9 D8 t5 t$ n& W$ p4 |
beta1 = 0.88;5 d7 q+ v4 N+ [, L! H3 e' q
beta2 = 0.85;
% ~; a, Z. K  e' D8 P+ }! Ubeta3 = 0.87;
, K6 @) z0 t% y4 R, e, ZXi = diag([beta1, beta2, beta3]);%3*39 \6 e$ X+ q: @0 R9 G
barXi = [kron(Xi, eye(2)), zeros(6,3); zeros(3,6), zeros(3)];%9*9% y# p3 f2 J# x) }
, ?9 T5 g0 [! K! r9 c- Y5 l7 _
U = diag([1.68, 1.5, 1.68, 1.5, 1.68, 1.5, 0, 0, 0]);%花U1+U2   9*95 }0 K$ p6 z, G; ~* z
L = diag([0.34, 0.34, 0.34, 0.34, 0.34, 0.34, 0, 0, 0]);%花L1+L2  9*9
. {# Z0 L2 M! A$ L8 k- f1 X/ Q$ ^! w: a" M" C8 Q- X
N = [0.1, 0.1, 0, 0, 0, 0, 0, 0, 0; 0, 0, 0.1, 0.1, 0, 0, 0, 0, 0; 0, 0, 0, 0, 0.1, 0.1, 0, 0, 0];%\barN   3*9
. R; S7 J- ], o9 NM = [0.1, 0, 0; 0.2, 0, 0; 0, 0.1, 0; 0, 0.1, 0; 0, 0, 0.2; 0, 0, 0.1;zeros(3)];%\barM   3*9
5 d, F* k4 U5 y+ ?1 R, a( R4 a2 e& ?- J; d, w
C =[0.5, -0.4, 0, 0, 0, 0; 0, 0, 0.3, 0.2, 0, 0; 0, 0, 0, 0, 0.4, -0.5];%3*6
/ F* @) v! }2 e+ `3 [/ _$ f3 C# F
: W- J% b% K$ G+ {K1 = [0.1, -0.2, 0.1; 0.3, -0.2, 0.1; 0.25, 0.1, 0.1; -0.2, 0.1, -0.3; -0.1, 0.4 0.25; 0.1, 0.2, 0.3; 0.3, -0.2, 0.2; 0.1, 0.25, 0.3; 0.15, 0.4, 0.25];%9*3
! M+ k. ]8 C6 ?# C  n2 ?' }K2 = [-0.1, 0.25, 0.1; 0.23, -0.2, 0.15; 0.25, -0.1, 0.1; 0.2, 0.15, 0.3; -0.1, 0.3 0.25; 0.1, 0.2, 0.3; 0.3, -0.2, 0.2; 0.1, 0.25, -0.3; 0.1, 0.4, 0.25];%9*3
, R# @% z6 _- m( k  oK3 =[0.1, -0.2, 0.15; 0.3, -0.2, 0.1; 0.25, 0.1, 0.1; -0.2, 0.1, 0.3; -0.1, 0.4 0.2; -0.15, 0.2, 0.3; 0.3, -0.2, 0.25; -0.1, 0.25, 0.3; 0.15, 0.35, 0.25];%9*3: C8 v6 \( o. d: b

' i3 ~3 k) ]" G: IH = [0.2, 0.8, 0, 0, 0, 0, 0, 0, 0; 0, 0, 0.2, 0.8, 0, 0, 0, 0, 0; 0, 0, 0, 0, 0.2, 0.8, 0, 0, 0];%\barH   3*9
' ~4 y1 U' ?* j7 S
; O" g' k. |$ E+ A4 BE = [0.3;0.3;0.3];%3*1% K% M6 v- ^$ u! n- o, `
. t; P0 P& O3 a
D = diag([0.5, 0.7, 0.4]);%3*3
8 m6 P. E$ C7 ?: @* a: p' S3 |4 _- M/ h- a+ K7 z& Z6 P
A = [0.2, 0, 0, 0, 0, 0; 0.1, -0.3, 0, 0, 0, 0; 0, 0, 0.2, 0.1, 0, 0; 0, 0, 0.1, -0.2, 0, 0; 0, 0, 0, 0, -0.3, 0.1; 0, 0, 0, 0, 0, -0.2];%6*6: b' ^3 @1 t8 l
% b# n# q* a- J: a1 q# B
B = [0.6, 0, 0; 0.3, 0, 0; 0, 0.4, 0; 0, 0.5, 0; 0, 0, 0.8; 0, 0, 0.5];%6*3+ i5 N& i6 B* a. Y
' S, x0 B) I; J# [' Y0 |2 h
theta(1) = 2;
8 y; C# ?6 E% x8 ktheta(2) = 3;
1 Q! ^! E& D! R4 Y; ^: D% z8 Y, vtheta(3) = 1;' M4 W; h1 ]- P7 G
theta(4) = 3;4 s, T5 f6 s6 \3 ?: l7 R
. s4 H# F0 n) n. f: J

; S6 n; p4 u, o! H2 G& u% L6 o+ x
+ `! h% e* I7 C$ p; @, [% H7 _for k = 1:37 [  E/ I  C& l
    i = theta(k);; k4 l, w; p" L4 ?- e- @
    j = theta(k+1);
5 z" }1 k5 V, R4 ^4 H, z% y   ( F! I4 q/ @9 `/ O% H3 T+ j/ l0 b
  Phi = zeros(3);, v2 Z/ A* j0 ]0 T% }
  
0 z3 H6 i4 Z2 k" `9 O) `+ s, rfor t = 1:3# u+ O9 r- `! x- x
     & O, Q, N' I2 M- P7 S/ y
    if (i-t) ~= 0;9 w/ ~) L% {1 [
          delta(t) = 0;) I+ c& ~0 k' c$ R9 x5 D, k7 a# D
    elseif (i-t) == 0;9 j5 W0 l5 @0 W, x/ h. h- T5 G0 L
          delta(t) = 1;
. e2 ?% O( f5 g/ k) Y; _         Phi(t,t) = delta(t);
! J* l9 a" n; `; f    end   : y- E" g( w1 p5 M
  
7 g% S5 r6 @6 o* `( g! S' u( k5 O- Iend2 i6 p4 m; B, e7 f2 n( ?! D' q2 q
, E% `$ \8 r1 ]" e9 U+ g" L
  barA = [A, zeros(6,3); (kron(Phi,eye(1)))*C, kron((eye(3)-Phi),eye(1))];%9*97 |& J* X4 h1 U$ y5 @
  barB = [zeros(6,1), B; (kron(Phi,eye(1)))*E, (kron(Phi,eye(1)))*D];%9*4
! Y+ \4 a4 R, L6 B  barC = [(kron(Phi,eye(1)))*C, kron((eye(3)-Phi),eye(1))];%3*9% U: Q& f0 `  L' X' N
  barD = [(kron(Phi,eye(1)))*E, kron(Phi,eye(1))*D];%3*4
- T, ]3 D" o4 O7 L# mend
0 J$ b% O# o2 B8 j' K  % N=3  n=2  m=1 p=1 r=1 q=1  M=3
) o' C% b6 H" M: q/ A# C. b  setlmis([])
+ K6 ?' d; `. c# i0 X: N2 h  P11 = lmivar(1,[2 1]);7 l  Z$ q7 o7 \# M9 ]" x; T
  P21 = lmivar(2,[2 1]);+ c) s0 W2 X) l* P
  P31 = lmivar(1,[1 1]);
4 ~  Z, r% Z; f8 [. d0 Q  P1 = lmivar(3,[kron(eye(3),P11),kron(eye(3),P21);kron(eye(3),P21'),kron(eye(3),P31)]);%9*9  @& v! U; O% m3 C& b& l
  P12 = lmivar(1,[2 1]);
* W/ r$ Y1 O, M/ Z$ Q$ M  P22 = lmivar(2,[2 1]);
9 ^- f1 O) E' i( M' v5 B  P32 = lmivar(1,[1 1]);+ Q" ?5 W+ t2 U5 I0 p; Z5 E/ G
  P2 = lmivar(3,[kron(eye(3),P12),kron(eye(3),P22);kron(eye(3),P22'),kron(eye(3),P32)]);%9*9
& D4 C" D2 n& t( l+ e5 u0 I9 z. s  P13 = lmivar(1,[2 1]);
. b( b4 y( k( I; Y/ N# g! o  P23 = lmivar(2,[2 1]);2 R: G. @/ b' Z0 m4 U/ y
  P33 = lmivar(1,[1 1]);- U' p# q7 v& i' q7 M8 w; s
  P3 = lmivar(3,[kron(eye(3),P13),kron(eye(3),P23);kron(eye(3),P23'),kron(eye(3),P33)]);%9*90 q0 R  {! }, U: h! q
  Z1 = lmivar(2,[9 3]);
0 j9 F1 r; }& [$ x; n, \4 F6 l5 u( o  Z2 = lmivar(2,[9 3]);
7 V$ H4 y% `5 N* ~  Z3 = lmivar(2,[9 3]);/ |$ k& y( c6 E( T+ p; {
  Q = lmivar(1,[9 1]);
5 Q( W& W, [) F- E) H( M  mu1 = lmivar(1,[1,1]);
; q% H! F: H& l! ]) c( w/ P  mu2 = lmivar(1,[1,1]);% C0 M' b& q- N2 g
  mu3 = lmivar(1,[1,1]);
" q+ J, N& w- W+ D0 [. B2 u/ y) P! ~  s = lmivar(1,[1,1]);& b" L; @: q& X9 Y
  barGamma = lmivar(1,[9 1]);
* t! c/ d$ @& D8 U  barLambda = lmivar(1,[9 1]);
& n% E- K8 o% K6 ]/ x3 p  
, r/ u0 a3 ?" @# H9 N. c( U8 ^  [' Qlmiterm([1 1 1 barLambda],2,1)7 B+ P; D. l! y6 X( D
lmiterm([1 1 1 P1],-1,1)
/ g) e5 c$ \9 K! E7 jlmiterm([1 1 1 mu1],-1,U+U')
1 s  R; }& b; b/ a, Q/ mlmiterm([1 1 1 mu2],-1,L+L'); T) b8 r( k2 U( u# i! {1 F
lmiterm([1 1 1 s],1,N'*N)
" U' p! |. h( y8 K0 h' \* rlmiterm([1 1 1 0],H'*H); i: r* W9 S1 i( `
lmiterm([1 1 5 mu1],1,U')
' k6 O+ y$ b/ u) o: U; h! ^lmiterm([1 1 7 mu2],1,L')7 ]. u" C0 o3 B1 A8 n/ s" E
lmiterm([1 1 12 P2],barA'+W',1)
" g2 t  `5 I: Y: C  b+ ^lmiterm([1 2 2 P2],barC'*K1',K1*barC); n; t$ b# @+ M/ f3 u
lmiterm([1 2 2 P2],barC'*K2',K2*barC), W! J; w: M! }
lmiterm([1 2 2 P2],barC'*K3',K3*barC)
' N0 R8 m" v: u0 U, I2 p, g* olmiterm([1 2 2 P1],-1,1)
6 V  E! u; Y; p: d; Dlmiterm([1 2 2 mu1],-1,U+U')  n! {; l5 @8 v! \
lmiterm([1 2 2 mu2],-1,L+L')
) H) ]2 i7 n* P! C9 p3 ?lmiterm([1 2 6 mu1],1,U')
( [3 }% R4 f6 i" w( ilmiterm([1 2 8 mu2],1,L')
3 \) \( Z  b! _5 j8 Dlmiterm([1 2 11 P2],barC'*K1',K1*barD)
; H# z3 r. N, Y' J: M; Ylmiterm([1 2 11 P2],barC'*K2',K2*barD)6 \$ b; o1 u+ ?1 {
lmiterm([1 2 11 P2],barC'*K3',K3*barD)* v+ m( A6 A6 V) B$ R2 Z
lmiterm([1 2 13 P2],barA'+W',1)4 i% M: W0 u( @( g% w& a
lmiterm([1 2 13 -Z2],-barC',1)6 b6 K( Y( h1 H! r
lmiterm([1 3 3 mu3],-1,L')1 @1 m6 O. X: M
lmiterm([1 3 9 mu3],1,L+L')% g4 ~: n( _$ v4 y' X) d- l
lmiterm([1 4 4 mu3],-1,L+L')
1 J7 d, X7 N8 T- b; f! W, l. @" Hlmiterm([1 4 10 mu3],1,L')3 W7 g( C, u0 l* R; Z4 i1 X: G
lmiterm([1 5 5 mu1],-2,eye(9))
7 s' y1 K; e9 {% g1 |) z1 ^' S, ]lmiterm([1 5 12 P2],1,1)/ N6 Z+ h' X. Q, D8 d
lmiterm([1 6 6 mu1],-2,eye(9))
/ u" {# {3 [# |- elmiterm([1 6 13 P2],1,1)0 X" r  w/ o$ @( }( d% B
lmiterm([1 7 7 Q],1,1)
0 Q7 ~1 l; o, @* U/ T* X. q# Dlmiterm([1 7 7 mu2],-2,eye(9))& @1 j% c$ C! M" {+ ~9 B. z
lmiterm([1 8 8 Q],1,1)1 l* x  d9 E* V" p+ {
lmiterm([1 8 8 mu2],-2,eye(9))1 A2 n& B& _6 F) ]. D: _% a
lmiterm([1 9 9 barGamma],2,1)
& U; ?& i$ g7 ~# a  X( F- Nlmiterm([1 9 9 Q],-1,1)5 v* F/ s. ]5 v) o: ~: W
lmiterm([1 9 9 mu3],-2,eye(9))! w1 J9 m' k. K) ]5 R" `
lmiterm([1 9 12 P2],barXi',1)
% |4 h9 Y8 [, r8 {  @0 C" K/ Vlmiterm([1 10 10 Q],-1,1)( n3 y( n: m. Q' }( Q+ O
lmiterm([1 10 10 mu3],-2,eye(9))
. \* x7 n8 l1 B/ g0 a* k5 plmiterm([1 10 13 P2],barXi',1)9 A5 x( k/ F$ O
lmiterm([1 11 11 P2],barD'*K1',K1*barD)5 j$ f8 T, t2 ]6 [- ~. Z6 r" y7 s
lmiterm([1 11 11 P2],barD'*K2',K2*barD)/ b& e6 j6 x7 I, b
lmiterm([1 11 11 P2],barD'*K3',K3*barD)6 e. \1 v) Y) V- x6 t
lmiterm([1 11 11 0],-(gamma^2)*eye(4))# G8 s2 r: e+ o; e
lmiterm([1 11 12 P2],barB',1)" J& z0 c. Y* W. J% T
lmiterm([1 11 13 P2],barB',1)
4 \  p: W+ J/ F( n/ M2 x5 elmiterm([1 11 13 -Z2],-barD',1)5 Y! w4 {! z& l" l( x
lmiterm([1 12 14 P2],1,M)% L! ~. j# B! n/ U
lmiterm([1 13 14 P2],1,M)
2 w: k' _, e- j& @: [$ _( K5 v# Y1 E/ V
lmiterm([-1 1 1 P1],1,1)
5 m( J  y! E4 U7 `9 ]' d! Jlmiterm([-2 1 1 P2],1,1)
  i& o. e. g! p) H' vlmiterm([-3 1 1 P3],1,1)* Z4 f! \0 _  r; R

; J2 Y2 ]% G3 z2 k% \, Dlmiterm([2 1 1 barLambda],2,1)2 `& ~/ p0 L: e( j* m2 J7 [) m
lmiterm([2 1 1 P2],-1,1)3 z! a. U3 I. w$ e9 U
lmiterm([2 1 1 mu1],-1,U+U')
& @7 P- ^" ~: v; V/ Elmiterm([2 1 1 mu2],-1,L+L')
- x) V- g# z: m! p: V* X* T* O) Ulmiterm([2 1 1 s],1,N'*N)0 s, j1 g/ x- v6 Z
lmiterm([2 1 1 0],H'*H)7 E, [# [/ e' f( x1 }3 S" \8 i- D
lmiterm([2 1 5 mu1],1,U')
' [: m5 V0 R# I3 Rlmiterm([2 1 7 mu2],1,L'), C+ @; p: {3 F' X! A% F
lmiterm([2 1 12 P3],barA'+W',1)
  o, O6 w* ^1 C- h6 ?7 Slmiterm([2 2 2 P3],barC'*K1',K1*barC)6 p7 |: _+ q; N" {' @5 c4 h
lmiterm([2 2 2 P3],barC'*K2',K2*barC)
6 h. ?# k6 H. [lmiterm([2 2 2 P3],barC'*K3',K3*barC)
0 s3 _8 D6 O, z/ f1 u+ i% T' s* mlmiterm([2 2 2 P2],-1,1)5 w8 g' m6 r" v, r
lmiterm([2 2 2 mu1],-1,U+U')5 m9 |1 c) M  b. p6 K2 ]
lmiterm([2 2 2 mu2],-1,L+L')4 A8 \2 D8 a1 K- F" X5 E
lmiterm([2 2 6 mu1],1,U')
& C0 Q+ X5 ]# m. f% S+ [lmiterm([2 2 8 mu2],1,L')
5 E/ q- A+ F6 L0 |/ m( e: i6 plmiterm([2 2 11 P3],barC'*K1',K1*barD)
8 h- s5 e* C2 ?  l- \lmiterm([2 2 11 P3],barC'*K2',K2*barD)
" r- M, O5 H; `) `, Rlmiterm([2 2 11 P3],barC'*K3',K3*barD). G9 O5 ^+ P' g1 U) S, J/ N- Q
lmiterm([2 2 13 P3],barA'+W',1)2 |& ]7 o% |# T# W  j/ \  Z
lmiterm([2 2 13 -Z3],-barC',1)  D* R0 k7 B- z8 g
lmiterm([2 3 3 mu3],-1,L')
# b/ j; h3 x" \2 L- R4 s) Zlmiterm([2 3 9 mu3],1,L+L')
4 G: p/ z4 x. h# y( flmiterm([2 4 4 mu3],-1,L+L')) S! n4 S4 F; H) k8 b* q
lmiterm([2 4 10 mu3],1,L'), y; D  e* e* y) r
lmiterm([2 5 5 mu1],-2,eye(9))3 r0 ]& i1 F+ e1 c: O# V
lmiterm([2 5 12 P3],1,1)
: D# `6 A+ ~0 klmiterm([2 6 6 mu1],-2,eye(9))
7 i' C9 m( {4 a8 l0 Mlmiterm([2 6 13 P3],1,1)
+ W% l9 M+ `, L5 Clmiterm([2 7 7 Q],1,1)* u% S. J1 S; N
lmiterm([2 7 7 mu2],-2,eye(9))
5 N3 y2 q7 p1 e1 Mlmiterm([2 8 8 Q],1,1)
- j+ u% h  x8 o: W+ Slmiterm([2 8 8 mu2],-2,eye(9))- }0 w+ }* C5 i8 y$ y3 P
lmiterm([2 9 9 barGamma],2,1)
9 C; N* h3 J$ `8 ^, ^& q1 F# ilmiterm([2 9 9 Q],-1,1)% p7 p0 A! X, J/ c) w9 n
lmiterm([2 9 9 mu3],-2,eye(9))
9 a, |# [3 u% ilmiterm([2 9 12 P3],barXi',1)* h+ V( s3 T  {; ^# E
lmiterm([2 10 10 Q],-1,1)
; i6 h  `2 T' K  |lmiterm([2 10 10 mu3],-2,eye(9))* m9 K+ ^) ~! O2 l
lmiterm([2 10 13 P3],barXi',1)) B& D. p4 P+ {& g5 K1 ]
lmiterm([2 11 11 P3],barD'*K1',K1*barD)
$ L2 |" i, S' _" wlmiterm([2 11 11 P3],barD'*K2',K2*barD)! L% ^( M0 C! Y, I& d5 X6 {
lmiterm([2 11 11 P3],barD'*K3',K3*barD)
. i( |+ A- l8 g# K2 E, z  D1 ]lmiterm([2 11 11 0],-(gamma^2)*eye(4)), O" w0 U( |& X, O$ r; E/ _0 o
lmiterm([2 11 12 P3],barB',1)
: v" `8 V$ k; g$ R  G+ _lmiterm([2 11 13 P3],barB',1)8 e" |6 w% H* Q; y
lmiterm([2 11 13 -Z3],-barD',1)
( C( H" c+ T* L" z5 X0 A. _- z$ Elmiterm([2 12 14 P3],1,M)- S/ y8 Z% Y. w6 @) z7 E
lmiterm([2 13 14 P3],1,M)
$ ^" s' H( W0 V, n7 P5 [1 R
; _/ h2 P1 V3 z" R4 L. UG=getlmis;$ e1 o% l3 a  ^! b% z, D" R* H
[tmin b]=feasp(G);
% v  _4 B  `$ I, K3 Z2 D+ [6 q# |$ L# h- {& F
P11 = dec2mat(G,b,P11);( z/ H5 ^' u9 a1 ]
P21 = dec2mat(G,b,P21);6 B9 j" D! O4 K2 S8 z7 @
P31 = dec2mat(G,b,P31);8 ~0 l, j4 H1 F" a* t1 L
P1 = [kron(eye(3), P11), kron(eye(3), P21); kron(eye(3), P21'), kron(eye(3), P31)]
4 s* z% |4 u% J9 a( e' tP12 = dec2mat(G,b,P12);8 B3 {- w. j7 E! M9 S- o
P22 = dec2mat(G,b,P22);* ^$ d0 S! U. X. m# |. m
P32 = dec2mat(G,b,P32);9 r0 T/ P/ W' g* _# l
P2 = [kron(eye(3), P12), kron(eye(3), P22); kron(eye(3), P22'), kron(eye(3), P32)]9 F- \/ g7 x$ `/ q+ {
P13 = dec2mat(G,b,P13);( L' u% y* C4 Q3 h$ D( R) z- U
P23 = dec2mat(G,b,P23);
( r5 F: G: n( L7 {! X$ i  nP33 = dec2mat(G,b,P33);$ }* j5 t2 x) o' U
P3 = [kron(eye(3), P13), kron(eye(3), P23); kron(eye(3), P23'), kron(eye(3), P33)]  y( I! Z6 k: f9 `
Z(1) = dec2mat(G,b,Z(1));
" ]" x- M6 t9 L  U$ s, L2 }Z(2) = dec2mat(G,b,Z(2));
# t. K- O- W, H6 j4 b9 tZ(3) = dec2mat(G,b,Z(3));
% s1 w4 m* v! J. [barGamma = [kron(Xi*(eye(3)-Xi), P(1i).P(i)), zeros(6,3); zeros(3,6), zeros(3)];
1 \0 x% K- g; |9 a! YbarLambda = [kron(sigma*eye(3), Lambda'*(P(1i).P(i))*Lambda), zeros(6,3); zeros(3,6), zeros(3)];
! P' z% I2 s6 P7 i& h) ^2 kQ = dec2mat(G,b,Q)
( t& d8 ^3 F/ n3 H9 y+ ?* _. t4 r4 zmu1 = dec2mat(G,b,mu1)
0 N, _* Y8 {5 A3 n. Qmu2 = dec2mat(G,b,mu2)) {) T  B, I# p" s$ [
mu3 = dec2mat(G,b,mu3), Q; M* R. B5 H: K1 A" m7 ?% G
s = dec2mat(G,b,s)8 I: M! g2 ]2 W* K
作者: zaiyiaaaa    时间: 2021-3-15 13:54
作者: zzz.dan    时间: 2021-3-15 14:34
找到对应行，调试一下就知道了
作者: IBB-EUT    时间: 2021-3-15 14:48
定义变量时的P1维数不一致，P21和P31不一致



欢迎光临 EDA365电子论坛网 (https://bbs.eda365.com/) Powered by Discuz! X3.2