How Graph differential equations with Matlab
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Looking to get some help on how to use matlab to solve the following equation problem 1, all help is appreciated! Thank You! I haven't used matlab in 2 years very rusty, image is reference to original problem statement. List of equations
%%PROBLEM 1
syms y(x)
ode = y*diff(y,x)+36*x == 0;
ySol(x) = dsolve(ode)
ezplot(y(x))
采纳的回答
Star Strider
2018-1-17
The integrated equations produce results that are pure imaginary. You have to plot the real and imaginary parts of each solution separately with ezplot. You also have to define the initial condition, y(0).
Try this:
syms y(x)
ode = y*diff(y,x)+36*x == 0;
ySol = dsolve(ode, y(0) == 0)
figure
subplot(2,1,1)
ezplot(real(ySol(1)))
subplot(2,1,2)
ezplot(imag(ySol(1)))
figure
subplot(2,1,1)
ezplot(real(ySol(2)))
subplot(2,1,2)
ezplot(imag(ySol(2)))
3 个评论
jake thompson
2018-1-18
Star Strider
2018-1-18
Yes, if the second-order differential equation required it.
Gökhan Bekir Demir
2020-10-15
What if the differential equation is not homogenic?
更多回答（1 个）
Ritesh
2023-12-22
0 个投票
syms y(x) ode = y*diff(y,x)+36*x == 0; ySol = dsolve(ode, y(0) == 0) figure subplot(2,1,1) ezplot(real(ySol(1))) subplot(2,1,2) ezplot(imag(ySol(1))) figure subplot(2,1,1) ezplot(real(ySol(2))) subplot(2,1,2) ezplot(imag(ySol(2)))
1 个评论
Dyuman Joshi
2023-12-22
编辑：Dyuman Joshi
2023-12-22
This non-formatted code is copy-pasted from Star Strider's (accepted) answer.
If you want to give an answer, I recommend you provide an original one. This blatantly copied answer will be deleted soon.
And if you had researched a bit to give an original answer, you would have found out the using ezplot is not recommended.
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