ANSYS CFX Adaptive Timestep
I am interested in a time accurate solution for a multiphase (air/water) problem, whereby it is important that the courant number fall below 1. This is easy enough to set up in CFX, however I have an expression for the flow velocity which is dependent on the value of the current timestep.
Sooo...My question is: What expression (if any) can I use to call the current timestep into my equation, since it will be changing based on the adaptability criteria. Any help help you can provide would be a huge help :D 
pesky users manual!
errr..is it dtstep?

Yes, I think you are right. Have a look in the CEL expression reference section of the manual for further details.
Also CFX is an implicit solver and therefore is not restricted to Courant number 1 for most types of simulations. Why do you say you need Courant Number below 1? Glenn horrocks 
Thanks for the response
Glen,
Thanks for your reply. In a nutshell the problem in hand is "quite simply" a free surface penetration problem of a sphere entering water at a given velocity (thus the equation for velocity with time). Using CFX, since it doesn’t have a dynamic mesh capability, I am controlling the "ball velocity" by changing the inlet velocity as a function of the force at the wall which represents the spherical section. Understanding that CFX can solve discrete nonlinear systems at each time step (implicit), I have found that the accurate time stepping evolution of the fluid phenomenology is most important. This makes the time step key, especially in the early development of the flow. By defining the max courant number, I have been pleased with results obtained by essentially "driving" the time step in this fashion. HOWEVER....I would be most interested in your thoughts on this. Thanks again for responding. Sam 
Hi,
The timestep size you use for a transient simulation should be determined by a sensitivity analysis. It is not uncommon for multiphase flows (especially ones with surface tension) to require very small timesteps of the order of Courant Number = 1, but don't be fooled into thinking Courant Number = 1 is some sort of hard limit. It is for explicit solvers, but not implicit ones. Implicit ones just get more accurate as the timestepping gets smaller and you just have to pick the timestep size which gives you the accuracy you require. Does the sphere go through the surface at constant velocity or does it move in reaction to the forces on it? Glenn Horrocks 
Glen,
The sphere moves as Vnew=(g(f/m))+Vold. Where f is force_x()@ball (ball is the spherical wall boundary), m is the ball mass and g is gravity. I am applying Vnew to an inlet boundary with each timestep. 
Hi,
Have you considered doing it with the new immersed solid and 6DOF solver? It should work nicely for this type of problem. The 6DOF solver is a beta feature in V12. Glenn Horrocks 
Glen,
Yes, however I am still waiting for version 12. I won't have it untill the end of the month. Seems like an eternity. 
You will need to contact the CFX distributor for access to the 6DOF solver features. While you are at it, download the V12 iso from the ANSYS Customer page website and save yourself a wait.
Glenn Horrocks 
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