Time Schedule:
Alan H. Glasser
A A 545
Seattle Campus
Develops the governing equations for plasma models - particle, kinetics, and MHD. Applies the governing equation to plasma dynamics through the PIC method and integration of fluid evaluation equations. Examines numerical solution to equilibrium configurations, and linear stability by energy principle and variational method. Prerequisite: A A 405 or A A 557. Offered: odd years; Sp.
Class description
This course treats the development of efficient and accurate numerical methods for solving the equations of the fluid description of plasmas, combining equations for plasma mass, momentum, and energy conservation with Maxwell’s equations for the electromagnetic field. Numerical methods are introduced and analyzed, using the plasma equations to illustrate their use, with an emphasis on applications in magnetic fusion energy. Methods of spatial discretization include finite differences, finite elements, and global spectral (Fourier) methods. The relative advantages of explicit and implicit time advances are discussed. Methods of linear system solution, often the most computation-intensive part of a simulation, include direct, classical iterative, and modern iterative approaches.
Student learning goals
General method of instruction
Recommended preparation
Class assignments and grading
