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Solve Ordinary Differential Equations in Matlab

Here I describe how to solve a first order ordinary differential equation in Matlab using the ode45 routine. A high res version can be found at blanchard.ep.wisc.edu These videos were recorded for...  
 
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samarpan88 (1 month ago) Show Hide
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Thanks for uploading these tutorials.
It is a very nice way of learning matlab.
Because of these videos I got an A in my matlab examination.
Thanks again.
andreselduro1978 (2 months ago) Show Hide
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I apreciate it
qbt8576 (7 months ago) Show Hide
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Very helpful, I watched almost all videos you published, thanks very much for your great work.
mayorga22 (8 months ago) Show Hide
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very good tutorial.

when I solve the kdv equation, I impose for the equation to decay at both -inf and +inf.

how could I solve a similar problem that I change from a pde to a system of 2 odes.
I will like to impose that the function goes to zero at +inf.

I can bring the problem out of my old folders, if you can guide me on it.

thank you very much
jakeblanchard (8 months ago) Show Hide
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I'm not familiar with the KdV equation. A quick Google search shows some approaches for reducing to an ODE. I can take a look at it, if you send me more details. Feel free to email me directly:

blanchard at engr "dot" wisc "dot" edu
mayorga22 (8 months ago) Show Hide
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lets forget about pdes.

I have 2 odes, a system of 2 odes that I want to solve in matlab, so I will get that equation and bring it to you, so that you can see it.

all I want to do is to the solution of the system of odes is to approach 0 as we move to postitive infinity.

hence the reason I ask about how to impose a certain condition to a solution solve in matlab, in this case is imposing that our solution goes to zero at positive infinity.
jakeblanchard (8 months ago) Show Hide
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What if you solve them as a boundary value problem. Then you can force the solution to go to zero at some large value of x. Of course, you would have to give up on some initial condition. Interesting problem. I think you have the same problem with an analytical solution.

Send me specifics.
uechanchung (8 months ago) Show Hide
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damn i cant believe i found this. haha good work man and thanks a bunch
mekele7 (9 months ago) Show Hide
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nice
LTF85199 (10 months ago) Show Hide
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Thank you ,thank you, thank you

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