MATH 654
Introduction to Fluid Dynamics
Homework #2
Fall 2008
Due: Thursday, October 23
1. Consider steady homogeneous ideal 2D ow with zero body force.
a) Consider the velocity eld (u, v) = (x, y) with strain rate . Show that the pressure
has the form p(
THE UNIVERSITY OF TRINIDAD & TOBAGO
FINAL ASSESSMENT/EXAMINATIONS APRIL 2014
Course Code and Title:
FLUD 3002 Fluid Dynamics
Programme:
B.A.Sc. Process Engineering
Date and Time:
Duration:
PLEASE READ
EXAMINATION
3 Hours
ALL
INSTRUCTIONS
CAREFULLY
BEFORE
THE UNIVERSITY OF TRINIDAD & TOBAGO
ALTERNATE ASSESSMENT/EXAMINATION DECEMBER 2014
Course Code and Title:
FLUD 3002 Fluid Dynamics
Programme:
B.A.Sc. Process Engineering
Date and Time:
Alternate
Duration:
3 Hours
PLEASE READ
EXAMINATION
ALL
INSTRUCTIONS
C
Magistrates THE UNIVERSITY OF TRINIDAD & TOBAGO
ALTERNATE FINAL ASSESSMENT / EXAMINATIONS APRIL 2014
Course Code and Title: FLUD 3002 Fluid Dynamics
Programme: B.A.Sc. Process Engineering
Date and Time: Friday 23rd May 2014 9:00am 12 noon
Duration: 3 Hour
MATH 654
Introduction to Fluid Dynamics
Fall 2008
homework 1 , due: Thurs, Sept 25
0. Give a brief description of your research or scientic interests (one paragraph is ne).
1. page 18 / 1 , 2
2. Derive the following identities.
a)
(FG) = (F
F)G
)G + (
MATH 654
Homework #3
Introduction to Fluid Dynamics
Fall 2008
Due: Thursday, November 6
Some problems require plotting streamlines. You may use Matlab. Include any streamline
that connects two stagnation points or that connects a stagnation point to innit
MATH 654
Introduction to Fluid Dynamics
Homework #4
Fall 2008
due: Tuesday, November 25
2
1. Recall the expression W (z) = U (z + R ) + 2i log z for potential ow past a cylinder with
z
circulation. Consider the case 2R > 2U , where U > 0, R > 0, > 0. In c
MATH 654
Homework #5
Introduction to Fluid Dynamics
Fall 2008
due: Tuesday, December 9
1. Plot the streamlines for the potential ow past the ellipse 4x2 + y 2 = 1 which approaches
the uniform stream (u, v) = (1, 0) at innity and has zero circulation aroun
1. Tues 9/2
1
1.1 Euler equations molecular model / continuum model conservation laws : mass , momentum , energy D : uid domain (1D, 2D or 3D) , W D
$
#
"
!
(x, y, z) = x D
:
Cartesian coordinates , units : [u] = M L3 L T
(u, v, w) = u , u = u(x, y, z, t)
THE UNIVERSITY OF TRINIDAD & TOBAGO
FINAL ASSESSMENT/EXAMINATIONS DECEMBER 2012
Course Code and Title:
FLUD 3002 Fluid Dynamics
Programme:
B.A.Sc. Process Engineering
Date and Time:
Wednesday 12th December, 2012
Duration:
1:00pm 4:00pm
PLEASE READ ALL INS