A continuation of both ME201 and ME203 in which both classical calculus techniques and the computer implementation of numerical methods are discussed. Partial differential equations of mathematical physics: wave, diffusion, Laplace, Poisson equations. Boundary and initial conditions. Separation of variables, transforms, and numerical methods. Applications will emphasize the role of partial differential equations in understanding the behaviour of physical systems. Prerequisites: ME201, ME203
What's New	Final Exam August 5 Week 13 Lecture Summary July 28 Notes on Laplace Transform July 26 Notes on Sturm-Liouville Problem July 26 Maple Worksheets on Laplace Transform July 19
Lecture Times	Day Time Room Monday 12:30 - 1:30 AM DWE 2536 Wednesday 12:30 - 1:30 AM DWE 2536 Friday 9:30 - 10:30 AM CPH 3374
Instructor	Prof. M. M. Yovanovich Office: CPH 3375C, x3588 Lab: E3 2133A, x6181 or x4586 mmyov@mhtl.uwaterloo.ca
Teaching Assistants	Rabih Alkhatib Office: CIM 2705, x3639 email: rfalkhat@engmail.uwaterloo.ca Yuping He Office: E2-2354D, x2346 email: yuping@real.uwaterloo.ca
Textbook	Applied Differential Equations, 3rd ed. M.R. Spiegel Prentice-Hall, 1981