Drag coefficient do not match of the experimental result
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Hi i have a problem to my naca0012 airfoil (2d) analysis. I set the reference values, boundary conditions and i solve this with k-omega method but i get confused because of drag coefficient. im trying to match my values to experimental values(nasa's thesis) and i didnt. lift coefficient is excatly match but drag is not. what is the solution of this error(or whatever)?
mesh element number:40000 https://www.cfd-online.com/Forums/at...1&d=1544040397 Thats my values https://www.cfd-online.com/Forums/at...1&d=1544040237 Thats Experimental Values https://www.cfd-online.com/Forums/at...1&d=1544040280 Model https://www.cfd-online.com/Forums/at...1&d=1544040549 Method https://www.cfd-online.com/Forums/at...1&d=1544040579 Reference Values https://www.cfd-online.com/Forums/at...1&d=1544040602 Pressure Farfield b.c https://www.cfd-online.com/Forums/at...1&d=1544040631 Also initial values (i computed from farfield) https://www.cfd-online.com/Forums/at...1&d=1544040696 |
Drop the coefficients and try comparing the forces in units of N.
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any help???
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If one coefficient matches and not the other, usually it's because one of the coefficients is using different reference values than the other. That's why it's a good idea to forget about the coefficients altogether and compare raw forces (N) to forces (N) even if it means you have to back-calculate some parameters.
Also you might find that you're unable to convert from the coefficients back to the force because something is missing in the publication or maybe you just don't know what you are doing. It is always a good idea to do some basic calculations. |
Please cross check the values of turbulence and pressure
note: cross check the values of turbulence, try using k epsilon and at boundary conditions check the turbulence intensity (usually 5 % as turbulence intensity in default.) use analytical formula and find the corresponding values before using them.
cross check the pressure at the boundary condition, it should be in corresponding with the gauge pressure. (else you can put the gauge pressure as 0 for less confusion) |
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