Use the case V(u,v)=(8−ax)i^+(4−b^2y)j^ to evaluate the magnitude of velocity and acceleration at a coordinate point (5,5) in terms of the constants a and b. State the acceleration vector. Under what conditions is this flow field satisfying the conservation of mass of an incompressible flow?
Use the case V(u,v)=(8−ax)i^+(4−b^2y)j^ to evaluate the magnitude of velocity and acceleration at a coordinate point (5,5) in terms of the constants a and b. State the acceleration vector. Under what conditions is this flow field satisfying the conservation of mass of an incompressible flow?
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Use the case
V(u,v)=(8−ax)i^+(4−b^2y)j^
to evaluate the magnitude of velocity and acceleration at a coordinate point (5,5) in terms of the constants a and b. State the acceleration
Under what conditions is this flow field satisfying the conservation of mass of an incompressible flow?

Transcribed Image Text:Acceleration and steady conservation of mass equations are given below
ди ди ди ди
+V +w
=
+U
ax
;
ὃν ὃν ὃν ὃν
= +u +V +w
ду əz
az
ay
Ət
Әх
dy əz
at əx
αν
Əw
+
= 0
Əy дz
du
əx
+
dw dw dw dw
=
+u
+V
+w
Ət Əx dy əz
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