Improve the ease of use for Marine cases using linked VOF Waves! The simulation of sea keeping is an essential tool for the marine industry, used to predict the behavior and performance of a vessel in various sea conditions. In Simcenter STAR-CCM+ we have various wave models and can easily switch boundary conditions. Let’s have a look on how to set up wave simulations and how you can switch between wave settings with linked VOF Waves.Sea keeping simulations are critical for designing safe and efficient vessels that can withstand extreme weather conditions and perform optimally in a variety of sea states. By accurately simulating the motion and behavior of a vessel in different sea states, sea keeping simulations can help to optimize vessel design, reduce fuel consumption, and improve the overall performance of marine vessels. Common practice is to change wave type for runs of increasing complexity/fidelity.
VOF Waves
VOF waves provide a set of tools for providing boundary conditions and initial fields for marine and offshore simulations. In Simcenter STAR-CCM+ there are various wave types available, from simple first-order waves to more realistic wave shapes such as fifth-order or Cnoidal waves.When initializing the fluid domain in a simulation a common method is to use field functions based on cell centroid location. Simcenter STAR-CCM+ has the convenient “InsidePart” field function operation as described in this article: Simcenter STAR-CCM+ field function syntax, part 3. However, if the fluid is initially at rest, or waves are initialized, under the influence of gravity, the VOF Waves model provides a better way of initializing. VOF Waves (flat or wavy) use in-built field functions like hydrostatic pressure which is useful for applying the correct hydrostatic pressure at pressure outlet boundaries.Steady wave problem simulation of a first order wave compared with the analytical solution
For most coastal and ocean engineering applications, the concept of a steady wave problem where a wave train is assumed to be traveling at a constant speed without changing in shape or amplitude, is convenient with CFD simulations given reasonable computational resources. The wave train can be uniquely specified and solved in terms of three physical length scales: water depth, wavelength, and wave height. It is widely accepted selecting the appropriate wave model depending on the given wave steepness and water depth as proposed in the graph below. In Simcenter STAR-CCM+ we have waves based on the following theories at hand:- Stokes theory An explicit theory that is based on an assumption that the waves are not very steep. This theory is best suited to modeling waves in deeper water.
- Cnoidal theory An explicit theory for modeling waves in more shallow water, where the wavelength is long compared to the water depth.