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Fluids Problem F12: Velocity Fields, Streamlines, and Volume Flow Rate, Exercises of Fluid Mechanics

The problem statement for a fluid dynamics exercise in the unified engineering course during the fall 2003 semester. Students are required to determine the velocity fields, sketch the streamlines, and determine the volume flow rate through a circle of radius r for two given flows. The problem also asks to identify which flow is not feasible to set up in a lab and explain the reason.

Typology: Exercises

2011/2012

Uploaded on 07/20/2012

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Unified Engineering Fall 2003
Fluids Problem F12
F12. For the two flows given by . . .
2
(x, y) = arctan (y/x) (x, y) = x
2 + y
a) Determine the velocity fields, and sketch the streamlines.
b) Determine the volume flow rate through a circle of radius r.
c) Which of these flows is not feasible to set up in a lab? Explain.
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Unified Engineering Fall 2003

Fluids Problem F

F12. For the two flows given by... �(x, y) = arctan (y/x) �(x, y) = x^2 + y^2 a) Determine the velocity fields, and sketch the streamlines. b) Determine the volume flow rate through a circle of radius r. c) Which of these flows is not feasible to set up in a lab? Explain.

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