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What is Vibrating String & Heat Equation Solutions about?

1. Apply the method of eigenfunction expansion to solve an initial-boundary value problem for the vibrating string equation. Calculate the solution expansion for given initial data. 2. The Fourier transform method provides an expression for the solution to the heat equation initial value problem. Prove an alternative expression holds using a change of variables. 3. Determine the solution of the heat equation for two cases of initial data, using the error function.

Author

Alex SuáM

Language

EN