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Setting problem of the bubble induced turbulence in CFX

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Old   January 3, 2019, 11:32
Default Setting problem of the bubble induced turbulence in CFX
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zhubohong
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Hello, guys, anyone can help me? My questions is as follows:
CFX has its own model (Sato model) to predict the bubble induced turbulence.
However, I want to use the another way to do it. That is modifing the source of k-e turbulence model accroding to Pfleger and Becker's work.
The equation can be found in attached figure.

So, My problem is how to add this equation in CFX, how to edit this equation?
For example, how to edit the item of total interphase force.
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Old   January 4, 2019, 01:51
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You can add extra equations as a turbulence source term. But you cannot edit the fundamental turbulence equations.
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Old   January 4, 2019, 02:02
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Quote:
Originally Posted by ghorrocks View Post
You can add extra equations as a turbulence source term. But you cannot edit the fundamental turbulence equations.
Thanks for your reply.
Currently, the major problem for me is how to edit the attacted equation in CFX expression.

For example, the attacted equation is a function of total interphase force, I don't know how to edit it in expression. I checked the "ANSYS CFX reference Guide", but I still find a sovled method.
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Old   January 4, 2019, 02:08
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The equation was not attached. Please post the attachment again.
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Old   January 4, 2019, 02:20
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Quote:
Originally Posted by ghorrocks View Post
The equation was not attached. Please post the attachment again.
Please check the attached figure. Just add these two equations in the source of k-e turbulence model.
The equations come from the reference"D.Zhang et al. Chem. Eng. Sci., 2006, 61, 7593"
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Old   January 4, 2019, 05:51
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Defining the terms might help...... What is S_K,BIT and S_E,BIT?
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Old   January 4, 2019, 06:06
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Quote:
Originally Posted by ghorrocks View Post
Defining the terms might help...... What is S_K,BIT and S_E,BIT?
Sorry for this, please check the new attached figure. Thanks
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Old   January 5, 2019, 05:24
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They appear to be just source terms on the k and e equations. So just add them as a source term.
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Old   January 5, 2019, 06:11
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Quote:
Originally Posted by ghorrocks View Post
They appear to be just source terms on the k and e equations. So just add them as a source term.
I got the point. Thanks. By the way, is it added a sub-domain for introducing the equation?
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Old   January 5, 2019, 17:07
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Yes, you apply source terms in sub-domains. Sub-domains can be the whole domain if you like.
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Old   January 6, 2019, 08:23
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Yes, you apply source terms in sub-domains. Sub-domains can be the whole domain if you like.
Thanks, the attched figure shows my new question. May you give me some tips?
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Old   January 6, 2019, 17:46
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Yes, your Argon to Liquid relative velocity vector is a vector (obviously), and the k source term must evaluate to a scalar field (obviously, k is a scalar field). So you are going to have to convert your vector to a scalar somehow. You are going to have to determine the appropriate way to do that as there are many ways. The reference you got this function from will probably tell you how to do it.

The most obvious thing is to take the magnitude of the relative velocity vector, but this might not be correct so it is up to you to choose the best method.
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