How can i plot the magnitude of displacement ?

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Hi, i want to plot the magnitude of displacement x(:,1) and i have this program but the curve displacement =f(rload) mentioned is false. Can someone help me please.
function xdot = equacte(t,x)
% Function file for mass with spring.
% Position is first variable, velocity is second variable,load is the third variable
freq=100; %frequency (Hz)
w=2*pi*freq;
m=0.0112;
k=262.8257 ;
teta =-4.40e+03;
cp= 1.8492*10^-7;
%fre=100/(2*pi);
%tandelta=(-4.5235*10^-6)*fre^2 +0.001*fre + 0.13556;
%rload=tandelta/(100*cp)
for rload =0:20:50000
A = [0,1,0;-k/m,0,-teta/m;(-teta/rload),0,-1/(rload*cp)];
B = [0;1/m;0];
f =sin(w*t);
xdot = A*x+B*f;
end
end
d31=-320*10^-12;
y11e= 62*10^9;
e33sig= 33.65*10^-9;
rop= 7800;
tp= 0.1905*10^-3;
lp= 50.8*10^-3;
bp= 25.4*10^-3;
l1= 6.35*10^-3;
l2= 44.45*10^-3;
k31carre= ((d31^2)*y11e)/e33sig;
y11d = y11e /(1-k31carre);
e33eps = e33sig*(1-k31carre);
ap = lp*bp;
cp = (e33eps*ap)/tp;
%%%%%%%%%%%%%%%%%%% beam %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
yb = 69*10^9;
rob= 2700;
tb=0.79375*10^-3;
lb=152.4*10^-3;
mtip=0.01;
bb=25.4*10^-3;
%%%%%%%%%%%%%%%%%calcul des termes de l'equation de mvt%%%%%%%%%%%%%%%%%%%
k= ((yb*bb*tb^3)/lb^3 )+( (8*y11d*bp*(l2^3-l1^3)*(((tb/2)+tp)^3-(tb/2)^3)) / lb^6);
teta=( 3*d31*y11e*bp*tp*(tb+tp)*(l2^2-l1^2) )/(lb^3*cp*tp);
m= ((rob*bb*tb*lb)/7)+((2*rop*bp*tp*(l2^7-l1^7))/(7*lb^6))+mtip;
[t,x]=ode45(@equacte,[0:0.0004:1],[0,0,0]);
index=1;
for rload=0:20:50000
if(x(index,1)>=0)
fg=x(index,1);
else
fg=abs(x(index,1));
end
fk(index)=fg;
index= index + 1;
end
figure;
plot([0:20:50000],fk,'r')
xlabel('rload(Ohm)');
ylabel('displacement(m)');

Accepted Answer

Walter Roberson
Walter Roberson on 19 May 2016
Your code has
for rload=0:20:50000
but you do not use the value of rload anywhere in your code.
Note: that loop could be replaced by just
fk = abs(x(:,1));
  2 Comments
Mallouli Marwa
Mallouli Marwa on 19 May 2016
Edited: Walter Roberson on 19 May 2016
I have chaged this for loop by this :
Please correct it
index = 1;
for i=0:20:50000
xm =max(x(index,1))-min (x(index,1))
xk(index) = xm;
index = index + 1;
end
figure;
plot([0:20:50000],xk,'b')
xlabel('rload(Ohm)');
ylabel('magnitude of displacement(m))');
Walter Roberson
Walter Roberson on 19 May 2016
x(index,1) is a scalar, so min() and max() of it are the same values, so your xm is always going to be 0.
What is wrong with
plot([0:20:50000], abs(x(:,1)), 'b')
?

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