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Q.4 Given below the velocity and temperature field for a flow, determine the time rate of change of temperature of the fluid particles at x = 2 m, y=2 m when t=0. V = (In x + y)î + 3xtĵ T = T,(y² +e¬ax) sin(bt) with To = 50°C a = 2 m-1 b = 1 rad/s. %3D

Q.4 Given below the velocity and temperature field for a flow, determine the time rate of change of temperature of the fluid particles at x = 2 m, y=2 m when t=0. V = (In x + y)î + 3xtĵ T = T,(y² +e¬ax) sin(bt) with To = 50°C a = 2 m-1 b = 1 rad/s. %3D

Elements Of Electromagnetics
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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Q.4 Given below the velocity and temperature field for a flow, determine the time rate of change of temperature of the fluid particles at x = 2 m, y=2 m when t=0. V = (In x + y)î + 3xtĵ T = T,(y² + e-ax) sin(bt) with T, = 50°C a = 2 m-1 b = 1 rad/s.
Transcribed Image Text:Q.4 Given below the velocity and temperature field for a flow, determine the time rate of change of temperature of the fluid particles at x = 2 m, y=2 m when t=0. V = (In x + y)î + 3xtĵ T = T,(y² + e-ax) sin(bt) with T, = 50°C a = 2 m-1 b = 1 rad/s.
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