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Elsevier. com/locate/camwa A lattice Boltzmann equation method for real fluids with the equation of state known in tabular form only in regions of liquid and vapor phases Alexander L. Kupershtokh Lavrentyev Institute of Hydrodynamics of Siberian Branch of Russian Academy of Sciences Lavrentyev prosp. 15 Novosibirsk 630090 Russia article info Article history Received 11 October 2009 Received in revised form 17 June 2010 Accepted 18 June 2010 Keyw...
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A lattice Boltzmann equation is a mathematical model used to simulate fluid flow and other transport phenomena. It is based on a kinetic theory approach, representing the behavior of particles or fluid elements on a lattice grid.
There is no requirement to file a lattice Boltzmann equation. It is a mathematical model used by researchers and scientists in the field of computational fluid dynamics.
A lattice Boltzmann equation is filled out by defining the initial conditions, boundary conditions, and the specific equation parameters based on the problem being simulated. It requires knowledge in numerical methods and programming languages used for simulations.
The purpose of a lattice Boltzmann equation is to numerically simulate fluid flow, capturing complex phenomena such as turbulence, multi-phase flows, and fluid-structure interactions. It is used in various scientific and engineering applications to gain insights into fluid behavior and optimize designs.
A lattice Boltzmann equation does not require reporting specific information. It is a mathematical model used for simulations and does not involve reporting or documentation in a traditional sense.
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