MATH 213B: Numerical Methods For Partial Differential Equations II

← 2023-24 2024-25 2025-26 →
changes (lax) changes (strict) ▾ 2025-26 → 2025-26 →

Units: 4

Hours: Lecture, 3 hours; extra reading, 2 hours; written work, 1 hour

Catalog page 482

Prerequisites: MATH 206B, MATH 207B; graduate standing; or consent of instructor

Description: Introduces standard numerical methods to approximate solutions to hyperbolic conservation laws such as upwind, Lax Friedrichs, Lax-Wendroff, construction of limiters, ENO, and WENO. Investigates entropy conditions, construction of numerical fluxes, monotonicity, and convergence and accuracy of numerical methods. Implements numerical methods on classic examples such as the Euler system.

Derived Information — The following is not part of the official catalog but is computed from catalog data.
Prerequisite graph not available.
Enrollment History (from UCR Banner, not catalog)
Year F W S Su Total
2025-26 5/25 5/25
2023-24 8/25 8/25
2021-22 5/25 5/25