MAE 598/494 Topic: Applied Computational Fluid Dynamics (Fall 2017)


Syllabus Posted 8/17/2017


Homework/Project

Homework 1, due 1:30 PM, Thursday, September 14
Solutions

Project 1, due 1:30 PM, Thursday, October 5
Further background:

In case it might be useful, the following is a link to a paper that provides
the empirically determined relation of ρ as a function of T for water.
(See Eq. (1) or Eq. (3) in the paper.) 

NIST 1992 formula for ρ(T) 

By taking the derivative of ρ(T) one can readily obtain the thermal expansion
coefficient. Note that the thermal expansion coefficient (as used in Fluent) 
is defined by β ≡ α−1(∂α/∂T) where α ≡ 1/ρ is specific volume.

Alternatively, the operating temperature, operating density, and thermal
expansion coefficient can also be obtained from look-up tables in 
standard engineering handbooks (some are available online).
Discussion of results

Instructor's remarks 

Example 1 (Thanks to Christopher Light)

Example 2 (Thanks to Aditi Dhadwaiwale)

Example 3 (Thanks to Alexander McGregor)

Project 2, due 1:30 PM, Tuesday, November 7
(Revised to include the information of the length of side pipe)
Discussion of results

Instructor's remarks 

Example 1 (Thanks to Jake Schichtel)

Example 2 (Thanks to Ryan Davis)

Example 3 (Thanks to Ryian Hunter)

Project 3, due 1:30 PM, Thursday, November 16
Discussion of results

Instructor's remarks 

Example 1 (Thanks to Jared Bottlinger)

Example 2 (Thanks to Sai Chaitanya Mangavelli)

Example 3 (Thanks to Ian McFate)  

Project 4, due 1:30 PM, Tuesday, November 28
Addendum and clarification
profile data file, flyingsaucer2D.txt
profile data file, flyingsaucer2DH.txt
(For reference only. Matlab code that generates flyingsaucer2D.txt)
(For reference only. Matlab code that generates flyingsaucer2DH.txt)
Discussion of results

Instructor's remarks 

Example 1 (Thanks to Prerak Dongaonkar)

Example 2 (Thanks to Hitomi Shenhav)  

Example 3 (Thanks to Joseph Hanson)

Project 5, due 12:10 PM, Thursday, December 7

Final exam: 12:10-2:00 PM, Thursday, December 7


Slides (typed)

Slides from the first lecture (8/17)


Matlab

Octave (free and open alternative to Matlab)

Basic Matlab programming

Links to individual matlab example codes