How do I get all functions in this code on one figure? It is only displaying the plot from the first function.
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function question1
y=1;
h=.02;
t=0
tic
for i=1:2500
hold on
t(i+1)=t(i)+h;
y(i+1)=y(i)+h*f(t(i),y(i))
plot(t,y,'r--')
xlabel('t'); ylabel('y')
title('Eulers Method for function question1')
end
function actual=g(t,y)
actual=((5*ones*exp(-(2*t)))-(3*ones*exp(-(4*t))))/2;
figure(2)
hold all
plot(t,y);
function question1=f(t,y)
question1=(3*ones*exp(-(4*t)))-2*y;
function error=h(t,error)
error=abs(actual-question1)/actual;
figure(3)
plot(t,error,':')
xlabel('t') % Labels ??x?? axis
ylabel('Error') % Labels ??y?? axis
title('Error using Euler Method');
2 commentaires
Mohannad Abboushi
le 5 Fév 2016
Muhammad Fahad
le 26 Mar 2016
Modifié(e) : Walter Roberson
le 26 Mar 2016
Actually I want to solve the system of two coupled differential equations in MATLAB by using implicit Euler's Method.My teacher suggests me to use the command "fsolve".Here I am providing the MATLAB code that I construct.I know there must be a very stupid error at line 13 but anyways help me to solve this problem: clear all clc
f = @(y) [-80.6*y(1)+119.4*y(2); 79.6*y(1)-120.4*y(2)];
h=1/100;
y(:,1)=[1 ; 4]; t(1)=0;
for i =1:2
y(:,i+1)=fsolve(@(z) -z+y(:,i)+h*f(z),[-10 10])
t(i+1)=t(i)+h;
end
plot(t,y(1,:),'b',t,y(2,:),'b')
hold on
ts=0:0.001:1;
ys(1,:)=(3)*exp(-ts)+(-2)*exp(-200*ts);
ys(2,:)=(2)*exp(-ts)+(2)*exp(-200*ts);
plot(ts,ys(1,:),'r',ts,ys(2,:),'g')
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