Introduction to Numerical Methods for Fluid Mechanics
AERSP 423
Spring, 2004

This course will be an introduction to Computational Fluid Dynamics. We will use a computer-based classroom, and the Unix computer lab (316 Hammond). We will cover primarily finite difference schemes, and their stability, accuracy, and effectiveness. You will be able to use whatever computer or languages you like ( fortran, c, c++, or java). I will use Matlab in class to demonstrate many of the concepts.

Instructor:

  Dr. Lyle N. Long
  233-M Hammond Building
  lnl at psu.edu  
  http://www.personal.psu.edu/lnl/
  865-1172 (I'm hard to reach by phone)

Lectures: Mon., Wed., and Fri., 10:10 - 11:00, 109 Boucke Bldg.

Office Hours: 2:00 - 3:00, Mon., Wed., & Thurs.
(or email me and we can schedule a meeting)

T.A.: Nilay Sezer-Uzol

Course Homepage: http://www.personal.psu.edu/lnl/423/ (only available to students enrolled in course)

Outline:

Required Textbook:

     Computational Fluid Mechanics and Heat Transfer
     Tannehill, Anderson, and Pletcher  (2nd Edition)
  

Optional Textbooks:

Goals:
  1. Understand the advantages and disadvantages of a wide range of numerical algorithms applicable to the partial differential equations of fluid dynamics.
  2. Prepare you to read and understand the literature in CFD and other areas of computational physics.
  3. Prepare you to use, modify, and develop CFD codes.

Of the stated goals and objectives of the Aerospace Engineering Department, the following are relevant :

Detailed Objectives:

Outcomes

Course Conduct:

There will be four or five program development projects. Each project will require writing a computer program to solve a particular problem, describing the algorithm, presenting the results, and writing a report. There will be one midterm exam and a comprehensive final exam.

Grading (tentative) : Programs/HW 35%, Midterm 30%, and Final 35%

Prerequisites: computer programming (fortran or c), CompSci 201 or 120, Math 220, Math 230 or 231, Math 251, (i.e. scientific programming, partial differential equations, and linear algebra).