Modeling Lagrangian Multiphase Flow
To use the Lagrangian Multiphase model, you define the properties of the continuous and dispersed phases, their boundary conditions, their interactions, and their mode of injection.
You can model particles that are distributed and carried freely in the continuous phase by defining a free-stream Lagrangian phase. For droplets that stick to or slide on solid surfaces, that is, they are bound to the wall, you use the Lagrangian wall-bound phase. The wall-bound phase requires you to set up a fluid film phase and a shell region.
To model Lagrangian multiphase flow:
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Create a physics continuum that represents the continuous phase.
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Define the Lagrangian phase.
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Define material properties for each Lagrangian phase.
If a Material Particle model is chosen in the Phase Model Selection dialog, set the material properties, using the corresponding material node in the Lagrangian phase object tree. Further information on the material models available for a Lagrangian phase is given in Modeling Lagrangian Phase Materials.
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To define interactions with other multiphase model phase types and model a
change of flow regime, or to model the transition of free-stream droplets to
wall-bound droplets, right-click the [phase
1] and [phase 2].
node and select . The interactions take place between The following phase interactions are available:
- Film-Lagrangian phase interactions. See Setting Up Lagrangian Impingement and Setting Up Film Stripping to a Lagrangian Phase for the free-stream Lagrangian phase. See Absorption Model Reference for the wall-bound Lagrangian phase.
- VOF-Lagrangian phase interactions. See VOF-Lagrangian Phase Interaction for the free-stream Lagrangian phase.
- MMP-Lagrangian phase interactions. See MMP-Lagrangian Phase Interaction for the free-stream Lagrangian phase.
- Lagrangian-Lagrangian phase interactions. See Modeling the Transition of Free-Stream Droplets to Wall-Bound Droplets.
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Create and define injectors.
The locations at which particles enter the fluid continuum, and the manner in which they enter, are defined using injectors. Each injector generates new parcels for a given Lagrangian phase. Any number of injectors can be associated with the same Lagrangian phase.For the generation of wall-bound droplets, only four types of injector are available: Part, Point, Surface, and Table. Select the node and activate Enabled.Full information on creating and defining injectors is given in Working with Injectors.
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Set parameters for the Lagrangian Multiphase solver.
The default settings of the solver are a good compromise between accuracy, CPU time, and stability.When you are modeling Two-Way Coupling on a fine mesh, set the Volume Source Smoothing Method of the Two-Way Coupling solver to Cell Cluster (or Shell Source Smoothing Method if Lagragrangian particles impinge on a fluid film in a shell region). This ensures that two-way coupling assumptions are valid when particle sizes are comparable to cell sizes.Use the Method property of the node to control the size of the cell clusters. The cells of the large-scale grid are not always convex, but are approximately cubical in most cases. See Volume and Shell Source Smoothing Methods.If the Two-Way Coupling model is active, source terms that the Lagrangian phase models compute are stored for subsequent application in their respective transport equations. If the Two-Way Coupling model is not active, it is possible to freeze the Lagrangian Multiphase Solver until convergence is reached, using its Solver Frozen property. Freezing can save significant CPU time. The Lagrangian Multiphase solution can then be obtained by unfreezing the solver and stepping the solution. Even when the Two-Way Coupling model is active, an economic route to a steady solution can be to update the Lagrangian Multiphase solution less frequently than the other solvers. Use the Update Frequency property of the Lagrangian Steady solver. However, do not use the Solver Frozen feature as your first choice in other situations, since it is primarily a “debugging” tool and not supported for normal simulation work.See the section Lagrangian Multiphase Solver Reference for more detail on how accuracy and stability can be increased when necessary.
- Prepare for post-processing. Define scenes, reports, monitors, and plots for output such as:
- Run the simulation and view the results.