Can we use Dynamic Mesh in VoF
Hi everyone,
I try to solve problem with droplet breakup. To solve this case I used volume of fluid methods. When I was using 3D case I had problem with to big grid. I would like to ask if it possible to concentrate grid point near the droplet. It is possible to use dynamic mesh or reference frame to VoF method? Or maybe could You recommend another method? Thank you for any advices. Best regards Lukasz 
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Lukasz
sorry I don't fully understand what you point is. :) it needs a number of grid for droplet breakup analysis using VOF. (flow module + VOF = unsteady problem. and grid quality and the number affect solution) You told about "concentration near the droplet".......right? But think about it. Behavior of droplet not static but dynamic. Using the dynamics mesh hardly be applied to this kind of problem. "Dynamic" means that mesh should moves with droplet's motion. I am not sure whether it affect the solution of this problem. If i were you, i would not use this function. The only solution for good analysis result is (My own thought) high performance computer and parallel processing. I am using another commercial CFD code (CFDACE+) and quad core (intel i5) pc. but i am not satisfied its performance. too time consuming work. about 80,000 cells brought me 3~4 days per single analysis (3D analysis of droplet breakup in the microchannel). I want to hear other researcher's experience about CFD. Jemyung 
Sorry for my pure English language.
You had correctly understood my problem. Recently I use parallel processing (4 CPU), but my case have almost 800 000 cells. So I need 23 weeks to solve it. That is why I try to find less consumption time method. Lukasz 
All
I did some benchmark before for Fluent & CFX and Flow3D in droplet simulation. Flow3D is much faster in simulation time due to its TrueVOF approach vs typical VOF approach that solve both air and fluid in momentum equation. Hope this help. :) 
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Why is it so long? What is the time step size and the total simulation time? Michael 
The time step size is 10^8. Flow time which is needed to droplet breakup it's about 0.002 [s] (for We=20 and grid size about 10^6 cells). Real time to solve this problem is about 34 weeks.
Regards Lukasz 
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I using small time step to capture the oscillation of the droplet interface and the associated high velocity(recommended by Fluent Tutorial Guide). I using implicit approximation for this calculation.

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