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November 19, 2013, 07:40 
UDF for Pitching and Oscillating 2D Airfoil

#1 
Member

Hi Everyone,
I'm trying to simulate the pitching and oscillating motion of the airfoil. I'm bit confused in defining the equations for oscillating motion and pitching in UDF. How should I go about writing the UDF for the following equations. h(t)=a*sin(wt) where, a=0.25; w=2*pi*0.2 Pitching happens at 1/3 length of the chord of equation theta(t)=a*sin(wt+d) Where, a=pi/6; d=pi/2 Please help me in writing a UDF. Regards, Vignesh 

November 20, 2013, 09:58 

#2 
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Which aspect is giving you problems?
What did you try already? The more specific your question is, the more specific your answer will be. 

November 21, 2013, 04:48 
Dynamic mesh

#3 
Member

Hi,
Thanks for your reply. My problem looks like this Video. My case is a 2D Problem with airfoil. Here,I should oscillate the airfoil at 1/3 rd of the chord length. The equations which are defined above are responsible for its motion. I don't know how to proceed with the UDF. I know that I should use CG_Motion. But I'm not getting how to put my equations. Please help me. Here is my UDF. Please tell me weather I'm correct. Code:
#include "udf.h" DEFINE_CG_MOTION(airfoil, dt, vel, omega, time, dtime) { real a, w, p, pi; pi = 3.14159265; /* define motion variables */ a = pi/6; /* Amplitude */ w = 2 * pi *0.2; /* Angular Frequency */ p = pi / 2; /* Phase */ /* define airfoil motion */ omega[2] = a*sin(w*time+p); /* zcomponent of angular velocity */ } Vignesh Last edited by vigii; November 21, 2013 at 04:59. Reason: Added UDF for your reference 

November 21, 2013, 04:59 

#4 
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Removed after udf was added
Last edited by pakk; November 21, 2013 at 05:02. Reason: request to add udf no longer needed 

November 21, 2013, 10:57 

#5 
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Now you have more chance of getting an answer.
I don't think I can help you much further (I don't even know what pitching means, and I have never used CG_MOTION), but somebody else might... However, you could still easily give more information that would make it easier to answer your question. Does the udf you listed give any errors? Does the udf you listed have an effect on the results? If it has an effect, what is wrong with it? I can give you only one advice, which will not help you to solve this problem, but make things easier: instead of Code:
pi = 3.14159265; 

December 2, 2013, 15:47 

#6 
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moon
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I need your help please:
1 i have simulated an oscillating airfoil in fluent 13 used UDF (visual studio c 2008) under windows 7 32bit i have a result of Cp=0.72 (result correct and valid with literature ) . 2 the same case in 1 with the same parameters in fluent 13 used UDF (visual studio c 2008) under windows 7 64 bit i have a result of Cp=0.3 (result non valide) . why the results are different ? 

December 2, 2013, 15:58 
FLUENT oscillating airfoil HELP

#7 
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moon
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I need your help please:
1 I've simulated an oscillating airfoil in fluent 13 used UDF (visual studio c 2008) under windows 7 32bit i have a result of Cp=0.72 (result correct and valid with literature ) . 2 the same case in 1 with the same parameters in fluent 13 used UDF (visual studio c 2008) under windows 7 64 bit i have a result of Cp=0.3 (result non valide) . I dond't understand Why the results are different ? 

February 12, 2014, 10:41 
Which equation to use

#8 
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Musa
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I'm attempting to analyze a 2D airfoil in a pitching motion. However I have seen so many UDF defining the pitching motion like these...
/* define motion variables */ pitchampl = 45 * pi / 180; /* 45degree pitch amplitude */ w = 2 * pi * 25; /* 25 Hz frequency */ /* define airfoil motion */ (1) omega[2] = w * pitchampl * cos(w * time); (2) omega[2] = w * pitchampl * sin(w * time); I have also seen this equation (3) omega[2] = 0.5 * pitchampl * sin(w*time); Please I need help with the difference between these equations(1,2 and 3), which is the correct one for pitching motion of airfoil ? Is it sin or cos ? Thanks 

February 12, 2014, 10:59 

#9 
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Go and read something about sinusoids and amplitudes, then it should become clear. They represent different situations, they can all be correct in the right situations. (1) and (2) seem strange to me, but I can imagine cases where they work. In this case, 'sin' and 'cos' are equally correct, they describe two possible motions.


February 18, 2014, 06:41 

#10  
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Musa
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