How Can I Solve Differential Equations Using Provided Web Code?

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SUMMARY

The forum discussion centers on solving differential equations using provided web code, specifically referencing an assignment from McMaster University. The user expresses difficulty in modifying the existing code to solve the heat equation and seeks assistance. Key points include the clarification of the Laplacian operator, where \Delta is confirmed to be \nabla^{2}. The user is encouraged to share their progress for more targeted help.

PREREQUISITES
  • Understanding of differential equations, particularly the heat equation.
  • Familiarity with the Laplacian operator (\nabla^{2}).
  • Basic programming skills to modify web code.
  • Access to the assignment document and web resources provided.
NEXT STEPS
  • Review the heat equation and its applications in physics and engineering.
  • Learn how to implement numerical methods for solving differential equations.
  • Explore the use of Python libraries such as NumPy and SciPy for numerical computations.
  • Investigate online resources for modifying and testing web-based code snippets.
USEFUL FOR

Students in mathematics or engineering courses, educators teaching differential equations, and anyone interested in applying programming to solve mathematical problems.

amph1bius
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Please HELP! Differential Equations

I can't for the life of me figure out how to do this. I've heard its pretty straightforward given the code on the webpage. (All is needed is that you modify the code)

This is the assignment:

http://www.math.mcmaster.ca/~bprotas/MATH4Q03a/hw5.pdf

I'll pay money for the solution if you like that incentive :)

The various snippets can be found at:

http://www.math.mcmaster.ca/~bprotas/MATH4Q03a/
 
Last edited by a moderator:
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nevermind.

You're lucky you get to take such a fun class. I hope I get to help you.


I see you have the heat equation. That's a fun one. I'm not sure about that first one though. Is that [tex]\Delta[/tex] supposed to be a [tex]\nabla[/tex] or a [tex]\nabla^2[/tex]? If not, you'll have to explain that equation to me.

What exactly is your problem with the assignment? What have you gotten so far?
 
Last edited:

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