Courses Taught by Dabdub

	Winter	Spring	Fall
2005	MAE-10 MAE-199 MAE-296 MAE-297 MAE-299	MAE-297 MAE-299	TBA
2004	MAE-199 MAE-264 MAE-296 MAE-297 MAE-299	MAE-185 MAE-199 MAE-299	MAE-10 MAE-199 MAE-297 MAE-299
2003	MAE-261 MAE-294 MAE-296 MAE-299	MAE-296 MAE-299	MAE-10 MAE-297 MAE-299
2002	MAE-200B MAE-296 MAE-297 MAE-299	MAE-164 MAE-296 MAE-297 MAE-299	MAE-10 MAE-294 MAE-299
2001	MAE-189B MAE-261 MAE-297 MAE-299	MAE-185 MAE-189C MAE-199 MAE-297 MAE-299	MAE-10 MAE-189C MAE-296 MAE-297 MAE-299
2000	MAE-189B MAE-264 MAE-296 MAE-297	MAE-296 MAE-297	MAE-10 MAE-189A MAE-296 MAE-297 MAE-299
1999	MAE-261 MAE-296 MAE-297 MAE-299	MAE-189C MAE-199 MAE-296 MAE-297 MAE-299	MAE-10 MAE-189C MAE-296 MAE-297 MAE-299
1998	MAE-261 MAE-295 MAE-296	MAE-185 MAE-295 MAE-296 MAE-299	MAE-10 MAE-296 MAE-297
1997	MAE-199 MAE-261 MAE-298	MAE-164 MAE-295 MAE-296 MAE-298	MAE-200A MAE-295 MAE-296
1996	MAE-261	MAE-164	MAE-200A MAE-295 MAE-296 MAE-298
1995			MAE-200A

MAE 164 Air Pollution and Control (4) S. Sources, dispersion, and effects of air pollutants. Topics include emission factors, emission inventory, air pollution, meteorology, air chemistry, air quality modeling, impact assessment, source and ambient monitoring, regional control strategies.

MAE 185 Numerical Analysis in Mechanical Engineering (4) S. Solution of mechanical-engineering equations by means of numerical methods. Errors in numerical analysis. Nonlinear equations and sets of equations. Numerical differentiation and integration. Ordinary differential equations. Boundary-value problems. Partial differential equations.

MAE 200A Engineering Analysis I (4) F. Linear algebra, including vector spaces, matrices, linear system of equations, and the eigenvalue problem. Scalar and vector field theory. Calculus of variations and optimization. Notions of stability for linear and nonlinear differential equations.

MAE 200B Engineering Analysis II (4) W. Review of ordinary differential equations, including Bessel and Legendre functions. Partial differential equations, including the diffusion equation, Laplace's equation, and the wave equation. Fourier series, Fourier and Laplace transforms and their applications. Introductions to functions of a complex variable and conformal mapping.

MAE 261 Air Quality Modeling (3) W. Fundamental principles necessary to understand the dynamics of air pollutants. Derivation and description of mathematical techniques for the numerical solution of the atmospheric equation. Formulation and development of air quality models.

MAE 264 Combustion Particulates and Aerosols (3) S. Behavior of airborne solid and liquid particles in air resources engineering. Description of air drag, gravity, Brownian motion, light scattering, charging phenomena, coagulation, size distributions. Applications include generation and classification of aerosols, lung deposition, formation and characteristics of atmospheric aerosols.