Files
OpenFOAM-12/tutorials/modules/incompressibleVoF/planingHullW3
Henry Weller 851c9391be solvers::incompressibleVoF: New solver module for incompressible two-phase flow with VoF
executed with foamRun for single region simulations of foamMultiRun for
multi-region simulations.  Replaces interFoam and all the corresponding
tutorials have been updated and moved to tutorials/modules/incompressibleVoF.

Both incompressibleVoF and compressibleVoF solver modules are derived from the
common two-phase VoF base-class solvers::VoFSolver which handles the
complexities of VoF interface-compression, boundedness and conservation with
2nd-order schemes in space and time using the semi-implicit MULES limiter and
solution proceedure.  This maximises code re-use, improves readability and
simplifies maintenance.

Class
    Foam::solvers::incompressibleVoF

Description
    Solver module for for 2 incompressible, isothermal immiscible fluids using a
    VOF (volume of fluid) phase-fraction based interface capturing approach,
    with optional mesh motion and mesh topology changes including adaptive
    re-meshing.

    The momentum and other fluid properties are of the "mixture" and a single
    momentum equation is solved.

    Either mixture or two-phase transport modelling may be selected.  In the
    mixture approach a single laminar, RAS or LES model is selected to model the
    momentum stress.  In the Euler-Euler two-phase approach separate laminar,
    RAS or LES selected models are selected for each of the phases.

    Uses the flexible PIMPLE (PISO-SIMPLE) solution for time-resolved and
    pseudo-transient and steady simulations.

    Optional fvModels and fvConstraints are provided to enhance the simulation
    in many ways including adding various sources, Lagrangian
    particles, surface film etc. and constraining or limiting the solution.

SourceFiles
    incompressibleVoF.C

See also
    Foam::solvers::VoFSolver
    Foam::solvers::compressibleVoF
2022-12-25 11:38:36 +00:00
..

Overview
========
+ W3 example case of hydrodynamics of a planing hull

Mesh
====
+ The example includes two different approaches for meshing the case
+ The first approach uses no cell refinement in the vertical direction
+ The second approach includes local cell refinement, producing a smaller mesh
+ Cell refinement can cause disturbances of the interface
+ Where refinement is present, PLIC-based schemes perform much better,
  producing far less interface disturbance than the standard interface
  compression scheme.
+ The first approach has the advantage of avoiding interface disturbances but
  for the potential cost of a larger mesh than with local refinement

Experimental results (ref. 1)
=============================
+ Velocity = 4.598 m/s
+ Trim angle = 3.485 deg
+ Drag = 50.691 N

Numerical results mesh 1
========================
Without local refinement
+ Velocity = 4.598 m/s
+ Trim angle = 2.794 deg
+ Drag = 48.616 N

Numerical results mesh 2
========================
With local refinement
+ Velocity = 4.598 m/s
+ Trim angle = 3.027 deg
+ Drag = 47.987 N

Acknowledgment
==============
+ Thanks to Raffaele Ponzini, Ph.D. Eng. from CINECA, for kindly sharing the
  W3 hull geometry and for his valuable insight into the science of ship hulls

References
==========
1. Begovic, E. and Bertorello, C., 2012. Resistance assessment of warped
hullform. Ocean Engineering, 56, pp.28-42

2. Ponzini, R., Salvadore, F., Begovic, E. and Bertorello, C., 2020.
Automatic CFD Analysis Of Planing Hulls By Means Of A New Web-Based Application:
Usage, Experimental Data Comparison And Opportunities