📄 pim2x.asv
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%m1=0.39,m2=0.066,e1=89.4*1e-7,e2=658*1e7,e3=345.68*1e7,m1+m2=0.456,wn=402.
%58
%function [xdx,h]=pim2x(w);
clear all;
clc;
close all;
format long;
n=2;
we=[0.2369269 0.4786287 0.5688889 0.4786287 0.2369269];
xi=[-0.9061798 -0.538469 0 0.538469 0.9061798];
%m=[1 1 0;1 2 0;0 0 3];
%c=[1 0 0;0 0 1;0 1 0];
%k1=[2 1 0;1 3 0;0 0 4];
%F=[2;4;6];
%f=1:2:60
w=2*pi*20;
c=4.54;
M=[0.39 0;0 0.066];clc
KK1=9.148461228821310e+003;
C=[c+0.1 -c;-c c+0.1];
dk=80;
pw1=7.5;
pw2=6;
%w (rad/min);
f1=(1000*60/2/pi)*pw1/w;
f2=-(1000*60/2/pi)*pw2/w;
t=0;
a=0;
%w=2*pi*30;
tf=40;
h=0.001;
ddt=rem(tf,h);
dzt=tf-ddt;
n1=dzt/h;
N=20;
N1=20;
dt=h/2^N;
v=zeros(2*n,n1);
vk=zeros(2*n,1);
o1=zeros(n,1);
F=[f1;f2];
F0=[o1;F];
%[Hx Hn]=eig(H);
kn=0;
for i=1:n1
t(:,i)=(i-1)*h;
%door=(1+cos(w*t(:,i)))/2;
oo=w*t(:,i);
if oo<=2*kn*pi+0.5*pi-a&oo>=2*kn*pi
door(:,i)=1;
elseif oo<=2*kn*pi+0.5*pi+a&oo>2*kn*pi+0.5*pi-a
door(:,i)=0.5*(1+cos((0.5*(oo-0.5*pi+a)/a)*pi));
elseif oo<=2*kn*pi+3*pi/2-a&oo>2*kn*pi+0.5*pi+a
door(:,i)=0;
elseif oo<=2*kn*pi+3*pi/2+a&oo>2*kn*pi+3*pi/2-a
door(:,i)=0.5*(1-cos((0.5*(oo-3*pi/2+a)/a)*pi));
%elseif oo>2*k*pi+3*pi/2+a&oo<=2*pi+2*k*pi
elseif 2*kn*pi+3*pi/2+a<oo<=2*pi+2*kn*pi
door(:,i)=1;
end
KK=KK1-door(:,i)*dk;
K=[KK+0.1 -KK;-KK KK+0.1];
H=[-inv(M)*C/2 inv(M);0.25*C*inv(M)*C-K -0.5*C*inv(M)];
I=eye(size(H));
Ta=H*dt+(H*dt)^2*(I+(H*dt)/3+(H*dt)^2/12+(H*dt)^3/60)/2;%泰勒展开高阶项
for j=1:N%求总Ta
Ta=2*Ta+Ta*Ta;
end
T=I+Ta;
%给定初值
vf=0;
for ii=1:5
h1=h*(1-xi(ii))/2;
dt1=h1/2^N1;
Ta1=H*dt1+(H*dt1)^2*(I+(H*dt1)/3+(H*dt1)^2/12+(H*dt1)^3/60)/2;
for j=1:N1%求总Ta1
Ta1=2*Ta1+Ta1*Ta1;
end
T1=I+Ta1;
vf=vf+we(ii)*T1*F0;
%vf=vf+we(ii)*T1*F0*sin(w*(t(:,i)+0.5*h+0.5*h*xi(ii)));
end
vk=T*vk+0.5*h*vf;
v(:,i)=vk(:);
xdx(1,i)=vk(1,1)-vk(2,1);
fjnj(1,i)=KK*xdx(:,i);
if oo>2*(kn+1)*pi
kn=kn+1;
end
end
% PIM end
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