Transport Phenomena out of textbook assignment Potential Flow. Please solve problems in details 1. A uniform flow of strength of U = 100 ft/sec at an angle of 30 degrees is approaching a cylinder of radius of a = 1ft and rotating at 600 rpm. Find the minimum pressure in the flow field around cylinder and its location. (hint: minimum pressure will be at location of maximum velocity) 2. The potential flow around a cylinder with radius R = a is given as: a² 2 =ux 1 + x² + y² 2 +2 where x and y are cartisiean coordiantes with origin at middle. Dervie an expression for stream function. 3. Using complex potential, if a flow source of strength m is located above the real axis at location of z = ih and another source with the same strength is located at location of z=-ih ( below real axis) find the equations of stream functions and graph for couple 4.

Elements Of Electromagnetics
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Transport Phenomena out of textbook assignment
Potential Flow.
Please solve problems in details
1. A uniform flow of strength of U = 100 ft/sec at an angle of 30 degrees is approaching a
cylinder of radius of a = 1ft and rotating at 600 rpm. Find the minimum pressure in the flow
field around cylinder and its location. (hint: minimum pressure will be at location of
maximum velocity)
2. The potential flow around a cylinder with radius R = a is given as:
a²
2
=ux 1 +
x² + y²
2
+2
where x and y are cartisiean coordiantes with origin at middle. Dervie an expression for stream function.
3. Using complex potential, if a flow source of strength m is located above the real axis at
location of z = ih and another source with the same strength is located at location of z=-ih (
below real axis) find the equations of stream functions and graph for couple 4.
Transcribed Image Text:Transport Phenomena out of textbook assignment Potential Flow. Please solve problems in details 1. A uniform flow of strength of U = 100 ft/sec at an angle of 30 degrees is approaching a cylinder of radius of a = 1ft and rotating at 600 rpm. Find the minimum pressure in the flow field around cylinder and its location. (hint: minimum pressure will be at location of maximum velocity) 2. The potential flow around a cylinder with radius R = a is given as: a² 2 =ux 1 + x² + y² 2 +2 where x and y are cartisiean coordiantes with origin at middle. Dervie an expression for stream function. 3. Using complex potential, if a flow source of strength m is located above the real axis at location of z = ih and another source with the same strength is located at location of z=-ih ( below real axis) find the equations of stream functions and graph for couple 4.
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