AMATH 353 Partial Differential Equations 1Applied Mathematics (2009-2010)
Second order linear partial differential equations - the diffusion equation, wave equation, and Laplace's equation. Methods of solution - separation of variables and eigenfunction expansions, the Fourier transform. Physical interpretation of solutions in terms of diffusion, waves and steady states. First order non-linear partial differential equations and the method of characteristics. Applications are emphasized throughout. [Offered: W,S]
Prerequisites: AMATH 231 and (one of AMATH 250, MATH 211/ECE 205, MATH 218, 228); Not open to General Mathematics students.
Antirequisites: AMATH 350, PHYS 364
Sections For Fall 2009
AMATH 353 is not held in Fall 2009
Sections For Spring 2009
| Lectures | ||||||||
| Professor | Time | Capacity | Sec | Assoc | Rel 1 | Rel 2 | Location | Code |
| Miskovic, Zoran | 12:30-01:20 M T W Th F | 32/40 | 1 | 1 | 101 | MC 4064 | 3133 | |
| Tutorials | ||||||||
| Professor | Time | Capacity | Sec | Assoc | Rel 1 | Rel 2 | Location | Code |
| TBA | TBA | 32/40 | 101 | 1 | UW U | 3492 | ||