unit for the coordinates is meters. the pathline that passes through the point (x-1 m, y=1 m) at time t=0 pare the streamlines through the point (x=1 m, y=1 m) at time t=0, 1,
unit for the coordinates is meters. the pathline that passes through the point (x-1 m, y=1 m) at time t=0 pare the streamlines through the point (x=1 m, y=1 m) at time t=0, 1,
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Please answer step by step so I can understand

Transcribed Image Text:A flow is described by the flow field of V = A(1 + Bt)i + Ctyĵ, where A=1 m/s, B=1 s¹, and
C=1 s². The unit for the coordinates is meters.
a. Plot the pathline that passes through the point (x=1 m, y=1 m) at time t=0
b.
Compare the streamlines through the point (x=1 m, y=1 m) at time t=0, 1, and 2 s
c.
Calculate the acceleration at time t=0 along the streamline passing the point (x-1 m,
y=1 m) at time t=0
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Follow-up Questions
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Follow-up Question
Wouldn't C change at all different times(t)?
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Follow-up Question
Can you please explain and show work on why y = 1?
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Follow-up Question
for part b, what happened to the t on the cty when integrating, can you please show this work again?
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