One Dimensional Wave Equation Derivation With Step By Step Explanation, Video, and FAQs
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SOLVED: Solve the one-dimensional wave equation (vibrations of a string) problem with an initial displacement but no initial velocity. The problem is thus formulated as:∂²y/∂t² - ∂²y/∂x² = 0, 0 0with initial displacement f(x) = 4x(1-x).Work out by hand the general separation of variables solution up through the point of setting up all the necessary details to evaluate the integrals for the Fourier coefficients. Instead of trying to do these integrations by hand, use the MATLAB "inte
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12.3: The Wave Equation in One Dimension
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