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 4.9MA
a)
To determine
The instantaneous time domain sinusoidal function corresponding to the given phasor.
b)
To determine
The instantaneous time domain sinusoidal function corresponding to the given phasor.
c)
To determine
The instantaneous time domain sinusoidal function corresponding to the given phasor.
d)
To determine
The instantaneous time domain sinusoidal function corresponding to the given phasor.
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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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