Graduate Lattice Boltzmann simulation with arbitrary equilibrium func

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The discussion focuses on the need for a Lattice Boltzmann Equation (LBE) that accommodates arbitrary equilibrium density functions and allows for the incorporation of specific scattering functions. The user expresses interest in a simulation of the Boltzmann equation that includes experimentally known particle scattering, seeking alternatives to the LGBK method, which requires a specific equilibrium form. They specifically request a lattice Boltzmann method that permits arbitrary collision operators, with a preference for software implementing the D2Q9 method without the BGK approximation. Higher-order Q methods are also desired. The inquiry highlights the need for flexibility in LBE implementations for complex scattering scenarios.
simoncks
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Hi everyone,

I plan to do a simulation of a Boltzmann equation with experimentally known scattering between two particles. Initially I intend to incorporate the scattering into the collision integral and use Lattice Boltzmann Equation (LBE) afterwards. But I only see LGBK (DnQb) which requires a specific form of equilibrium density function whereas mine might not suit.
Is there any LBE which does not require a specific form of equilibrium density function? Or is there any LBE which only requires input of scattering function?

I am happy to provide more information if needed.

Thanks
Simon
 
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Specifically, I want a lattice Boltzmann method which can allow me to input arbitrary collision operator. It is ok to make some approximation.
 
A software of D2Q9 method without BGK approximation would be an ideal. Higher order of Q would also be favourable.
 
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