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s函数报错“during flag=i call must be a real vector of length n” ,怎么解决?$ ^' o0 E, C R* C4 M& F$ e
代码如下:; h% D6 n& g# S, E8 h+ i: I7 _/ j) S
function [sys,x0,str,ts] = PMSM_chaos_controller(t,x,u,flag)/ t( ]; l5 z! E: P' E% i/ Q5 B
switch flag,$ k/ x! T1 ^" c
case 0,& P/ I7 l( O( t7 u
[sys,x0,str,ts] = mdlIniticializeSizes;6 W+ q$ S; o" J
case 3,
, n# c1 a* A+ ?7 c% k% p2 O sys = mdlOutputs(t,x,u);( o& _2 V7 X) Y7 K8 ^. B/ @- J1 \
case {1,2,4,9},
+ K0 [" n3 f! H sys = [];3 {- {, Y) J2 ]7 h x& |% P
otherwise,
: `$ V9 \4 b4 C+ q8 x DAStudio.error('Simulink:blocks:unhandledFlag',num2str(flag));
- {# h _/ `$ z9 ` t: ^end
2 \8 @6 U' Z! B2 z
6 \/ v; J4 n5 Ufunction [sys,x0,str,ts] = mdlIniticializeSizes
. z9 H+ `/ s' G% a: ]sizes = simsizes;
4 M( j7 ?! n( r+ o' Jsizes.NumContStates = 3; %连续状态个数$ }# g& L! @* A
sizes.NumDiscStates = 0; %离散状态个数3 R& Q" ?: R) Z
sizes.NumOutputs = 3; %输出变量个数
* I4 A) s$ _+ |( A1 esizes.NumInputs = 9; %输入信号个数
V$ _: t( D3 r, s1 gsizes.DiRFeedthrough = 1; %输入直接传入输出信号否
* y! i) t8 `) \! xsizes.NumSampleTimes = 0; % at least one sample time is neededWO 一般来说为1个
6 a0 |; A, ~ I9 e; M3 p: k7 K7 ?sys = simsizes(sizes);# ^6 l" u& v$ _" t" X
x0 = [0.001 0.001 0.001]; \; d1 {. L @) B9 v% r
str = [];9 S. _' A. Z/ X5 i4 c, C0 B& |! O, w
ts = [];
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function sys=mdlOutputs(t,x,u)
& Y* {( |) d8 y6 }5 i; Le1=u(1);e2=u(2);e3=u(3);/ m9 k0 o$ f N9 ]; X1 \( P
s21=u(4);s22=u(5);s1=u(6);% P3 m* u W5 Q
es_w=u(9);2 z2 `# z2 K+ I) H, a$ Y h
alpha = 0.8;
! a) V6 b$ T6 S8 F# B4 balpha1 = 5/7; beta1 = 7/5;
5 u! h) b% B5 x6 {9 X1 _0 ealpha2 = 7/9; beta2 = 9/7;' D7 k0 o* N: c& g# W
k1 = 1;' N! b A3 v" N; R" m7 j y
k2 = 1.2;
' B; k9 ] C% G3 c% j L- q3 p) A" `miu = 10;
4 H8 ^( e* Q+ O" s9 ]# cdelta = 5.46;# L- b3 s2 m+ T1 N. P T; z
%assert(all(imag(u)==0), 'u is imaginary or nan');不起作用6 A6 k+ _; s: L; `2 n
if e3==0! }* V7 b8 T, `; ]2 m/ t- T0 Q! b
u1 = e1 - es_w*e1 - 10*((abs(e1))^alpha)*sign(e1) - 10*e1 - k2*((abs(s21))^alpha2)*sign(s21) -k2*((abs(s21))^beta2)*sign(s21) - miu*s21;
: i# P% W: \7 R! H1 v u2 = e2 - es_w*e2 - 10*((abs(e2))^alpha)*sign(e2) - 10*e2 - k2*((abs(s22))^alpha2)*sign(s22) -k2*((abs(s22))^beta2)*sign(s22) - miu*s22;
. S; u) G! ]4 p! X0 i+ y& d4 q u3 = -delta*(e2-e3) - 10*((abs(e3))^alpha)*sign(e3) - 10*e3 - k1*((abs(s1))^alpha1)*sign(s1) -k1*((abs(s1))^beta1)*sign(s1) - miu*s1;
$ ^2 y* J, Z' relse
9 g v$ H* G( R% R4 d+ t2 T! X u1 = 0;
% R! D+ o7 a1 D6 S0 e2 @; X u2 = 0; U# G2 l/ d. Y6 d! U! [
u3 = -delta*(e2-e3) - 10*((abs(e3))^alpha)*sign(e3) - 10*e3 - k1*((abs(s1))^alpha1)*sign(s1) -k1*((abs(s1))^beta1)*sign(s1) - miu*s1;( `$ V+ i% _5 }( }4 h0 t/ }5 e
end* r9 s+ P' d" a
sys(1) = u1;
) a6 w1 d# o3 F+ |0 |! o* b4 esys(2) = u2;
. `9 n% N) ]* }* m% Jsys(3) = u3;; W4 L0 f7 t% `/ h' v5 i7 I3 y
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