# plot streamline

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 December 15, 2008, 01:49 plot streamline #1 taw Guest   Posts: n/a Can some one give me the method to plot streamline, suppose I have the grid data for x,y,u,v? I tried tecplot and got streamlines with using streamtrace, but I want streamline values at some specific values. Does anyone has a code to produce this? Or do I have to calculate omega (the vorticity) and should solve d^2 psi/dx^2+d^2 psi/dy^2=omega, where psi is the streamfunction? Or does some one give me the script for gnuplot, that is most appreciated also. Or any suggestion appreciated. Regards, Taw

 December 15, 2008, 20:27 Re: plot streamline #2 Andrew Guest   Posts: n/a Yes, just solve the Poisson equation with vorticity on the rhs.

 December 15, 2008, 23:25 Re: plot streamline #3 taw Guest   Posts: n/a I have appreciated the confirmation. I will do that. Cheers TAW

 December 16, 2008, 05:24 Re: plot streamline #4 Ananda Himansu Guest   Posts: n/a Pick any curve that you already know is a streamline, which is closed, or for which both ends lie on domain boundaries. Typically, you would pick the surface of a solid wall. Then integrate away from the curve systematically until you have a value of psi at all nodes. Use the basic definition of psi, so that d(psi)= rho*u*dy or d(psi)= -rho*v*dx, depending on whether you are integrating in the vertical or horizontal direction. If you are forced to integrate in a direction which is neither vertical or horizontal, then d(psi)=rho*(u*dy-v*dx). If you have obtained the solution with a finite volume scheme, use the same numerical integration formula for psi that is used by the FV scheme in evaluating the mass flux through the faces of the cell (control volume). This would give consistent values of psi at each node, regardless of the integration path. Otherwise, you may have to integrate both vertically and horizontally and do some averaging to get a single-valued psi. The above integration can be done starting from a single node to which you assign an arbitrary value of the stream function. The only reasons for starting from a curve are to get the wall to exactly be a streamline, and to enable integration in a single direction rather than having to integrate in both directions. For example, for a cylinder in crossflow, you would define the cylinder surface as having a constant value of psi, and then integrate radially away from that surface.

 April 27, 2009, 02:19 #5 New Member   Join Date: Apr 2009 Posts: 13 Rep Power: 8 İf you know Matlab, you can use contoutf(x,y,w) or contour(x,y,w) commands.

 April 27, 2009, 09:15 #6 Member   Jonas T. Holdeman, Jr. Join Date: Mar 2009 Location: Knoxville, Tennessee Posts: 91 Rep Power: 8 You can, of course, assume a scalar (stream) function defined on your mesh (I am thinking finite element method here). Do a least squares fit of the curl of this function to your velocity field (you will have to constrain the function at one point to establish the reference level because you are fitting a derivative). Stream lines can be found by contouring the stream function. You can use your fitted function to evaluate the stream function at any point as you specified.

 August 16, 2009, 12:26 velocity vector, streamline and stream function #7 New Member   Hussam Join Date: Mar 2009 Posts: 16 Rep Power: 8 Dear Sir My name is Hussam Ali Khalaf, postgraduate student in Iraq and Am currently working on “A Solution Algorithm for Transient Fluid Flow with Multiple Free Boundaries” I have results for velocities values (u and v) in directions x and y for undular bore evolution (please, note the file attachment), rectangular uniform mesh (2Dimension, (i,j)=(22,10)) consists of 20 cells in the horizontal direction (length=12 , ∆x=0.6) and 8 cells in the vertical direction (height=1.6, ∆y=0.2). Am supposed to draw velocity vector, streamline and stream function . I have a program TecPLOT, I have tried several times but I don’t fully understand how TecPLOT reads the results, would you please help me if you have any idea on how to go about it. Thank in advance Yours sincerely Hussam Ali Khalaf Iraq

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