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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?6 @$ C, Q' W- v' S' b
代码如下:
; b0 G8 G+ ~- o. _# @6 p) {function [sys,x0,str,ts] = PMSM_chaos_controller(t,x,u,flag)' L3 f7 u# [6 f- P( t) X
switch flag,
+ r2 }( K: e( u( u! c, _$ Y case 0,) V0 z! O5 {+ o N9 e
[sys,x0,str,ts] = mdlIniticializeSizes;
/ Z( i$ D7 C; b* }: ]' R" D case 3,/ O6 J( ^7 y/ z* V9 j: @; Y
sys = mdlOutputs(t,x,u);1 n7 O) `+ h4 |5 b- Y* Y. Q
case {1,2,4,9},
& e- u( x! R: ?9 e sys = [];1 F. O. M- }, F# [0 n+ t
otherwise,# j, Z/ g# L$ |& @' `
DAStudio.error('Simulink:blocks:unhandledFlag',num2str(flag));% v! N# @$ b$ Z4 x* h' y" `
end
8 N2 S; b) O. C! b: I8 Y v* ~; N3 j5 O1 t7 {
function [sys,x0,str,ts] = mdlIniticializeSizes
/ G: M* ^! N u# R7 U' g% H, Z; o$ U3 Asizes = simsizes;
4 k8 W8 ~. @ o0 W( esizes.NumContStates = 3; %连续状态个数5 y0 V6 m8 N! |! j m
sizes.NumDiscStates = 0; %离散状态个数5 a, L" V+ s7 F
sizes.NumOutputs = 3; %输出变量个数
" c6 |4 r8 y: m, k5 A. `! D- Esizes.NumInputs = 9; %输入信号个数
2 W4 n! j. d' q5 q9 ^6 Gsizes.DiRFeedthrough = 1; %输入直接传入输出信号否2 {% J+ k* t5 ?; p: a% ?
sizes.NumSampleTimes = 0; % at least one sample time is neededWO 一般来说为1个
l" ?# Q8 b) Y3 Y( D( Vsys = simsizes(sizes);
9 I& u8 U& {9 Z% X# Y+ xx0 = [0.001 0.001 0.001];" q7 d" D7 t7 Z$ m# B, m
str = [];$ R; P% I$ [& r7 K3 _
ts = []; f+ x2 W1 F8 z4 {# P3 d8 }
7 x- p7 G' Q1 b- p
function sys=mdlOutputs(t,x,u)$ {/ l" l% Z8 L% g3 R
e1=u(1);e2=u(2);e3=u(3);+ g8 O1 g/ J% E% H) s5 p) I- |
s21=u(4);s22=u(5);s1=u(6);! o3 C, A4 I3 ~: ]6 E+ |7 f
es_w=u(9);
r6 d& w5 U& w) j6 B3 \) d% Xalpha = 0.8;
7 s, G! b0 s, B: L+ H5 g& _# dalpha1 = 5/7; beta1 = 7/5;5 [0 s5 I5 z. W/ a3 P
alpha2 = 7/9; beta2 = 9/7;3 _1 i0 [8 k; `; K3 x) \
k1 = 1;- I* O( g( N6 e7 H
k2 = 1.2;
! G+ L9 T# W4 g6 I" @5 ~' k; H$ W$ kmiu = 10;
" B+ _' T; ~: O/ k( Jdelta = 5.46;6 N' _; R7 C$ a+ o3 U3 r# E) X$ b
%assert(all(imag(u)==0), 'u is imaginary or nan');不起作用- B( k( V, x8 N2 }/ G/ e9 F. Q
if e3==08 [& m3 {( L/ {' ^! |, _
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;/ L, M( J0 t" k+ |/ ?) _
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;8 V+ N3 Y# }9 h2 G
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;9 `0 ]" e& x% \2 L/ l" |) M
else
4 O% Q) a5 I, n u1 = 0;
' s3 V% E9 ?$ Y/ x( K% w8 ^ f& { u2 = 0;
6 ^& B, J) z. R! O8 A 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;
8 l) L3 K4 e% d2 }! Qend
' d% l$ \6 c! S# I3 y, psys(1) = u1;& J( }( n) Q4 ~! f/ y$ s
sys(2) = u2;
- _" {2 K6 E7 s, Qsys(3) = u3;) y$ [! j+ g$ N- d* E5 z/ c
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