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March 5, 2006, 22:58 |
Question in Homogeneous Isotropic Flow?
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#1 |
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dear all
u1 means du/dx; u2 means du/dy; u3 means du/dz <.> means time average. in impressible homogeneous isotropic flow, what relations among u1,u2 and u3? for example, u1=u2? what relations among u1,v1 and w1? u1=v1=w1?? in compressible flow? best regards |
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March 6, 2006, 02:45 |
Re: Question in Homogeneous Isotropic Flow?
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#2 |
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u(t)=Umean+u*(t)
isotroppic flow means that the kinetic energy of the fluctuating velocity (turbulence) is equaly distributed in the three directions: < u*2 >=< v*2 >=< w*2 >, where * indicates the fluctuating part of the velocity. The mean flow can be anisotropic, but the fluctuations not. |
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March 6, 2006, 21:10 |
Re: Question in Homogeneous Isotropic Flow?
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#3 |
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in a paper i had read, there is the eq. <Sij*Sij>=15/2.*<(u1)^2>. Sij is strain stress. How obtained the results? why not <(v2)^2> or (w3)^2 ? could you advise some books about it? thanks
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March 7, 2006, 03:55 |
Re: Question in Homogeneous Isotropic Flow?
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#4 |
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in isotropic turbulence <(u1)^2> =<(v2)^2> = (w3)^2 ...so no mystery....
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March 7, 2006, 22:22 |
Re: Question in Homogeneous Isotropic Flow?
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#5 |
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thanks
in isotropic turbulence <(u1)^2> =<(v2)^2> = (w3)^2 in isotropic turbulence <(u2)^2> =<(v3)^2> = (w1)^2 ? regards |
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