Elements of Electromagnetics (The Oxford Series in Electrical and Computer Engineering)
6th Edition
ISBN: 9780199321384
Author: Matthew Sadiku
Publisher: Oxford University Press
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Chapter MA, Problem 4.17MA
To determine
To show: The expansion of the series
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4. Determine which of the following flow fields represent a possible
incompressible flow?
(a) u= x²+2y+z; v=x-2y+z;w= -2xy + y² + 2z
a
(b) V=U cose
U coso 1 (9)
[1-9]
Usino |1 (4)]
[+]
V=-Usin 1+1
3. Determine the flow rate through the pipe line show in the figure in ft³/s,
and determine the pressures at A and C, in psi.
5'
B
C
12°
20'
D
6"d
2nd-
Water
A
5. A flow is field given by V = x²₁³+xy, and determine
3
·y³j-
(a) Whether this is a one, two- or three-dimensional flow
(b) Whether it is a possible incompressible flow
(c) Determine the acceleration of a fluid particle at the location (X,Y,Z)=(1,2,3)
(d) Whether the flow is rotational or irrotational flow?
Chapter MA Solutions
Elements of Electromagnetics (The Oxford Series in Electrical and Computer Engineering)
Ch. MA - Prob. 1.1MACh. MA - Prob. 1.2MACh. MA - Prob. 1.3MACh. MA - Prob. 1.4MACh. MA - Prob. 1.5MACh. MA - Prob. 1.6MACh. MA - Prob. 1.7MACh. MA - Prob. 1.8MACh. MA - Prob. 1.9MACh. MA - Prob. 1.10MA
Ch. MA - Prob. 1.11MACh. MA - Prob. 1.12MACh. MA - Prob. 1.13MACh. MA - Prob. 1.14MACh. MA - Prob. 1.15MACh. MA - Prob. 2.1MACh. MA - Prob. 2.2MACh. MA - Prob. 2.3MACh. MA - Prob. 2.6MACh. MA - Prob. 2.7MACh. MA - Prob. 2.9MACh. MA - Prob. 4.1MACh. MA - Prob. 4.2MACh. MA - Prob. 4.3MACh. MA - Prob. 4.4MACh. MA - Prob. 4.5MACh. MA - Prob. 4.6MACh. MA - Prob. 4.7MACh. MA - Prob. 4.8MACh. MA - Prob. 4.9MACh. MA - Prob. 4.10MACh. MA - Prob. 4.11MACh. MA - Prob. 4.14MACh. MA - Prob. 4.15MACh. MA - Prob. 4.17MA
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