density problem
Guys,
I defined a new material in CFX with variable density and viscosity by using CEL. I did plot the density and viscosity in CFXPre which look great. the problem is a simple liquid flow in duct. the inlet BC is mass flow rate and static temp. the outlet BC is static pressure. the wall is nonslip with a constant temp. When I tried to run the case, I got a fetal error which is as follows, Fetal Bounds Error Detected  Variable: Density Details of Error  Error detected by routine: MAKDAT CDANAM = LVAR CDTYPE = INTR ISIZE = 95 CRESLT = OLD Anybody knows where the problem is? thanks a lot snowshovel 
Re: density problem
Did u forget to put Cp and K?

Re: density problem
When u create a expression for a variable, don´t forget to put it in the same unit. See below.
Fluxrogerio (B*(19453.29701*(t/A)^3.07678)/(4.73947^3.07678+(t/A)^3.07678)) A 1.0 [s] B 1.0 [W m^2] Observe that the name "Fluxrogerio" has the unit [W m^2] or heat flux or rate of energy per area. 
Re: density problem
t is the time in [s]!!

Re: density problem
Rogerio,
Thanks for your help. I defined Cp and K. And, all the units in my expression should be correct since I double checked the values and curves in CFXPre. The only thing is I use constant Cp and thermal conductivity since I don't have formula for them. For density and viscosity, I use equations to make the 2 variabls a function of temp. Any thoughts? thanks again. snowshovel 
Re: density problem
Does your definition of density work for all values of pressure and temperature? Does it give sensible values at high and low pressures and temperatures?
I have had problems with this in the past: In the initial stages of a calculation you can get big variations of pressure and temperature  so CFX may be trying to evaluate the density for very high or low pressures and temperatures and your correlation may be failing or giving unrealistic large or small values. For a simple example, imagine if you had used: density = sqrt( T  273.15 K ) This would work fine for room temperature (T=294.15 K, or 21 deg C), but would fail immediately if T < 273.15 K (T<0 deg C) at *any* intermediate stage of the calculation. It's worth checking, but I cannot guarantee this is the problem. Good luck. andy 
Re: density problem
Andy,
That's what I'm worrying. My temperature range is 40 deg F  300 deg F. I tried to use a ploynomial equation for the specific heat at constant pressure. Now, the problem is something wrong w/ the specific heat, not density any more. Seems you're right. Do you have any idea to make a quick adjustment in CFX w/o changing my formula since I have to use them? Thanks in advance. Snowshovel 
Re: density problem
After defining the min and max temp under the "table generation" for my equation, CFX solver starts running. Thanks the help from you guys. Have a good weekend.

Re: density problem
Hi Snowshovel,
Also make sure your density is a function of the Absolute Pressure (pabs), not Pressure (p). Pressure (p) is relative to the domain pressure and can be negative, which would result in a negative density, whereas the Absolute Pressure (pabs) includes the domain reference pressure. CycLone 
Re: density problem
Hmm... can you define a new variable, Tbound, as:
Tbound = max(min( Temperature, Tmax),Tmin) or something like that and then write your polynomials for cp, density etc. in terms of Tbounded instead of T? I think then: Tbound = T for Tmin<T<Tmax Tbound = Tmin for T<Tmin Tbound = Tmax for T>Tmax so as long as your formula work on the range [Tmin,Tmax], and your final temperatures all lie in this range you should be OK. There are lots of other similar options using CEL.... I bet there's an easier way though  but I can't think of it now. I hope others will post better advice. 
Re: density problem
"After defining the min and max temp under the "table generation" for my equation, CFX solver starts running."
That's much better than my min(...,max(...)) solution I just posted. I'll make a note of it myself! Good luck, andy 
Re: density problem
You´re welcome!

Re: density problem
CycLone,
Thanks for your comments. In my case, the density and viscosity are function of temp. only. However, your comments really make me know something new. Thanks, snowshovel 
Re: density problem
Good method. Let's see any new thinking around?

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