Develop analytical tools to solve ordinary and partial differential equations (ODE/PDE) and boundary value problems in chemical engineering. Apply separation of variables, Laplace transforms, Sturm-Liouville theory, and generalized Fourier analysis to solve boundary value problems in transport phenomena, including heat conduction and diffusion equations. Introduction to statistics and data analysis.
4 units · Letter or Credit/No Credit
Develop analytical tools to solve ordinary and partial differential equations (ODE/PDE) and boundary value problems in chemical engineering. Apply separation of variables, Laplace transforms, Sturm-Liouville theory, and generalized Fourier analysis to solve boundary value problems in transport phenomena, including heat conduction and diffusion equations. Introduction to statistics and data analysis.
Offered in Spring 2027 at Stanford University.