Assignment Topic: Vibration of Continuous System
Problem 1: Define linearly independent set of basis functions.
Problem 2: Define a complete set of basis functions of order n.
Problem 3: On what parameters, does the convergence of numerical computation of frequencies depend for a clamped-clamped plate?
Problem 4: What are the limits of applicability of the Kirchhoff-Love plate theory?
Problem 5: Is it necessary to use orthogonal set of basis functions to approximate a function?
Problem 6: In the Rayleigh-Ritz method, what conditions must a trial solution satisfy?
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