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航空宇航工程
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Computational Methods in Aerospace Engineering, Spring 2003
教学时程
This course is divided into four main sections, as shown below. The lecture topics for each section are also provided.
课
SECTIONS
课程单元
1-11
Integration of Systems of Ordinary Differential Equations
Multi-step (Explicit and Implicit) and Multi-stage (i.e. Runge-Kutta) Integration for Scalar and Systems of ODE's
Analysis of Stability and Accuracy
Solution of Nonlinear Equations
12-20
Finite Difference Methods for Partial Differential Equations
Finite Difference Approximations of Derivatives
Stability and Accuracy of Finite Difference Schemes
Explicit vs. Implicit Time Discretizations
Thomas Algorithm for Solution of Tri-diagonal Matrices
21-29
Finite Element Methods for Partial Differential Equations
Galerkin Finite Element Methods
Essential and Natural Boundary Conditions
Accuracy
Gaussian Quadrature
30-37
Probabilistic Simulation Techniques
Monte Carlo Methods
Response Surface Methods
Moment Methods