- Undergraduate
Bachelor's Degrees
Bachelor of ArtsBachelor of EngineeringDual-Degree ProgramUndergraduate AdmissionsUndergraduate Experience
- Graduate
Master's Degrees
Master of EngineeringMaster of Engineering ManagementMaster of ScienceDoctor of Medicine-MEng Joint DegreeDoctoral Degrees
Doctor of PhilosophyPhD Innovation ProgramDoctor of Medicine-PhD Joint DegreeGraduate AdmissionsGraduate Experience
- Research
- Entrepreneurship
- Community
- About
-
Search
ENGS 105 - Computational Methods for Partial Differential Equations I
Description
This course concentrates on the numerical solution of partial differential equations commonly encountered in Engineering Sciences. Finite difference and finite element methods are used to solve problems in heat flow, wave propagation, vibrations, fluid mechanics, hydrology, and solid mechanics. The course materials emphasize the systematic generation of numerical methods for elliptic, parabolic, and hyperbolic problems, and the analysis of their stability, accuracy, and convergence properties. Weekly computer exercises will be required to illustrate the concepts discussed in class.Prerequisites
MATH 23 and ENGS 91 (COSC 71), or equivalentsOffered
Term: Winter 2024
Time: 2A
Location:
Cummings 105
Instructors:
Keith D. Paulsen