Particle Size Distributions
Particle size is a vital parameter for calculating particle hydrodynamics in dispersed multiphase flows.
In flows where the particles in the dispersed phase are bubbles, for example, the size of the bubbles can change continuously due to breakup and coalescence. As interfacial transfer terms are related to the surface area of the dispersed phase, it is essential to account for the particle size and its distribution to correctly simulate the multiphase flow behavior.
Simcenter STAR-CCM+ provides the following particle size distribution models:
- Adaptive Multiple Size-Group (AMUSIG) model
The AMUSIG model predicts the size distribution of particles (droplets or bubbles) in a dispersed flow regime of a multiphase flow. The set of particles is modeled by a number of groups of representative computational particles. Each group consists of identical particles, but each group has its own size and can have its own velocity. The method is locally adaptive so that each size group carries a meaningful share of the particle concentration. This model has a Multi-Speed option that allows you to study flow-size interactions and separation by size. This implementation is based on the work by Vikhansky and Splawski [565].
See Adaptive Multiple Size-Group Particle Size Distribution.
- S-Gamma model
The S-Gamma model is an established model for predicting particle size distribution, with one-moment or two-moment options. This model is efficient to run and is compatible with a wide range of Eulerian multiphase models. This model assumes a log-normal distribution of particle sizes and is based on predicting the transport of the moments of the particle size distribution. This implementation is based on the work by Lo and Rao [505], and Lo and Zhang [507].