I would suggest OpenFOAM (http://www.openfoam.com/). To simulate correctly flows in nanotubes you should verify that the continuum assumption is valid. If it is not valid you should move to molecular dynamics. If it is valid, the boundary conditions are critical. At nanoscales there are no flat wall, the no-slip condition should be carefully implemented.
in comsol, you also have a module to simulate micro fluidics. but comsol is commertial and quite expensive. I alsways use comsol, it is a real powerful tool!!
I would suggest OpenFOAM (http://www.openfoam.com/). To simulate correctly flows in nanotubes you should verify that the continuum assumption is valid. If it is not valid you should move to molecular dynamics. If it is valid, the boundary conditions are critical. At nanoscales there are no flat wall, the no-slip condition should be carefully implemented.
The nanochannels flow will probably be laminar all the time and geometry quite simple (square channel). I would not see the point of spending on a software that proposes many turbulence models, rotating meshes, solver for transonic/supersonic aero, etc... You would overpay for it, unless you want to use CFD for many other more applications.
I think that the fluent code can model some simple case of microfluidic/nanofluidic when the continuum assumption is not valid, but you must remain vigilant when you use the appropriate BC. You can also use the UDF fonctions to get your own model.
Since I used all kind of approaches for nano and microfluidic modeling, I confirm that the continuous approach works well even for channels up to 0.5 µm but only by using the right boundary conditions. For the use of the molecular dynamics, this method is very reliable to represent the slip at the wall, but it is very costly in term of computation time. Other methods that can be used, we can find the DSMC method that gives good results too (for more details, see my articles)
I would definitely suggest OpenFOAM for its unlimited customization capabilities, which make it one of the best sustainable solutions for CFD problems in both industry and academia.
I guess there is no software for this case. But the softwares prepared for LB method can be used for nano-channels. You have to consider the Kn number.
For rectangular nanochannels with dimension 200x35 micrometers, what should be the mesh size in Fluent and/or Comsol? I believe that the mesh size will affect the simulation results.
The length you have is not too small so ANSYS Fluent can give you an idea of your simulation, but for nanochannels dimensions, it is better to use COMSOL Multiphysics
In any case, you have to adapt your model, it's better.
I am also working in a similar but quite a different project. As i have past experience with Fluent so i was thinking of using the same for my current work. Can you please suggest appropriate physical dimension above which it is good to use Fluent.
In a software look for models that support nano-scale flow physics or at least udf provision to solve custom or modified governing equations. Otherwise the solution would be misleading
Hi, among open source alternatives you could also consider Elmer. Nanoscale flows tend to have low Reynolds numbers making the default strategies of Elmer more attractive than for high Re flows. Also Elmer has slip conditions that can extend the validity of the Navier-Stokes solver to Knudsen numbers of about one. (I'm of course biassed being one of the developers).
I guess one of the main challenges in performimg CFD nanochannel CFD is the size of mesh and the number of elements to be used. It will greatly affect our results and computational time. Is there any standard for deciding on the number of elements per surface area? It may also vary from one CFD software to another? I am very sure they have some default values? How do they choose these values?
I would suggest using a mesoscale modeling technique for simulating fluid transport in nanochannels like the Lattice Boltzmann Method (LBM). It is available in LAMMPS, a widely used software for molecular dynamics. In mesoscale systems statistical thermodynamic fluctuations become really important and one can even observe transient violations of the second law of thermodynamics. LBM in LAMMPS would also allow you to simulate fluid flow in nanochannels with fluctuations.
Knudsen Number is defined differently for gaseous and liquid phase (depending upon the characteristic length). Based upon its limiting values, it can provide good estimate of the regime suitable for application of continuum models.
Do we expect a uniform pressure distribution inside a nanochannels? We observe that the flow is equally divided at the t-branch of the nanochannel. Is this due to pressure difference?
Which software allows us just to specify the inlet boundary conditions and keep the outlet boundary conditions open to atmospheric pressure and temperature. We discover that Fluent software asks us to also specify either the mass flow rates of all the outlets.
Define all outlets with a single outlet boundary condition (pressure) and provide the mass flow rate. Use total pressure and temperature as inlet boundary condition. If you specify clearly which BC are used and domain flow conditions then it may attract useful suggestions.
For that use velocity inlet and outflow boundary condition. Define operating pressure ( atmosphere or known static pressure) location ( for your case it may be outlet) This works well for subsonic flows. Just check whether it works for micor/ nano flows.