Basic Information
Special Functions and Solution of Heat Transfer and Wave Equations. Integral Transforms. Laplace and Fourier Transforms. Variational Methods. Lagrange Multipliers, Problems With Variable and Natural Boundary Conditions. Method of Rayleigh - Ritz. Learning Outcomes# At The End of The Course The Student Will Be Able To# 1. Formulate Solution For Simple Variational Problems. 2. Construct Generalized Fourier Series For Solutions of Wave and Heat Equation. 3. Find Solution of Wave, Heat and Laplace Equations With Integral Transforms.
Faculty: Mechanical Engineering
|Undergraduate Studies
|Graduate Studies
Pre-required courses
36001 - Analytical Methods in Mechanical Eng.1
Course with no extra credit
88104 - Applied Math For Aeronautical Engineers2