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October 8, 2013, 14:04 |
Wake length behind a circular cylinder
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#1 |
New Member
Elham
Join Date: Jun 2013
Location: Germany
Posts: 8
Rep Power: 13 |
Hello guys.
I'd like to calculate the Wake length behind a circular cylinder for Reynolds number 40 (2D Geometry,laminar, steady) in Star ccm +. My Drag coefficient is 1.1864 . How can i calculate the Wake length in Star ccm? I know,the Length of the Wake is, Lw is defined as the streamwise distance between the confluence point (wake stagnation point) and the rear stagnation point of the cylinder. Thanks! |
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October 8, 2013, 16:41 |
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#2 |
Senior Member
Reza
Join Date: Mar 2009
Location: Appleton, WI
Posts: 116
Rep Power: 17 |
Won't plotting u_x on the center-line behind the cylinder and looking for a sign change work?
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December 29, 2015, 06:02 |
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#3 |
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N B Khan
Join Date: Jan 2014
Posts: 39
Rep Power: 12 |
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December 29, 2015, 11:37 |
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#4 |
Senior Member
Reza
Join Date: Mar 2009
Location: Appleton, WI
Posts: 116
Rep Power: 17 |
The easiest way that I can think of is using: Line Integrated Convolution.
To use this, create a vector scene for velocity, select the vector display and change its display mode from glyph to Line Integrated Convolution. You should see a very nice plot of a bunch of mini streamlines. You can control the display by changing the options under line integrated convolution if you expand the vector plot. Increase the "number Steps" to get longer streamlines, and have a large (for example 0.7) blending factor so you can actually see the lines. Then you should be able to just see a plot like the one in the first post, and you can use the ruler (distance report) tool to measure distances. In the attached figure I've used the symmetry to just solve for half of the domain, and the line is not exactly vertical, but in the output window star reports all three components of the distance: Code:
Distance Report Distance = 0.16684 (m) Coordinate System : Laboratory Node Point p1 : [ 0.71210 0.16622 0.0000 ] Node Point p2 : [ 0.72646 0.0000 0.0000 ] Components d(X) = 0.014365 (m) d(Y) = -0.16622 (m) d(Z) = 0.0000 (m) I hope this helps. |
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December 30, 2015, 00:21 |
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#5 | |
Member
N B Khan
Join Date: Jan 2014
Posts: 39
Rep Power: 12 |
Quote:
But I am using the Fluent and in fluent I could not find anything related to "glyph to Line Integrated Convolution.".... |
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December 30, 2015, 11:15 |
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#6 |
Senior Member
Reza
Join Date: Mar 2009
Location: Appleton, WI
Posts: 116
Rep Power: 17 |
Sorry, saw this in StarCCM+ forum, so thought you are using that. I don't have access to FLUENT, so can't help a lot, but FLUENT should have a tool to generate streamlines. Usually they ask for a starting point/line/plane for the streamlines. instead of using the inlet for the starting seed, create a line/plane that cuts through the recirculation zone and you should get what you wanted. You'll need to change the number of seed points to get the edge of the recirculation zone though.
Another way is to plot the normal-to-plane component of vorticity and try to find the zeroeth contour (for edge) and maximum (for the "eye"), but because of walls, I don't know if you are going to get a detailed enough picture from this. Good luck. |
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December 31, 2015, 02:10 |
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#7 | |
Member
N B Khan
Join Date: Jan 2014
Posts: 39
Rep Power: 12 |
Quote:
I did it successfully... Once again thanks. Best Regards Niaz |
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