A unified coupling scheme between lattice Boltzmann method and finite volume method for unsteady fluid flow and heat transfer

Recent progress on lattice Boltzmann simulation of nanofluids: A review

“…The macroscopic variables such as density, velocity and temperature can be calculated by taking moment to the distribution functions as follow [33][34][35]:…”

Lattice Boltzmann-Based Approaches for Pore-Scale Reactive Transport

“…Following this work, a generalized RO methodology was proposed for fl uid fl ow, heat transfer, and reactive transport processes (Chen et al 2013b). A unifi ed coupling scheme for coupled LB-FVM was recently developed for unsteady fl uid fl ow and heat transfer by deriving a generalized form of RO (Tong and He 2015) where the coupling fl exibility was generalized for multi-physics problems.…”

Predicting the transport process of indoor semi-volatile organic compounds via lattice Boltzmann method

“…The LB method, which was first proposed by McNamara and Zanetti [15], has become an alternative computational fluid dynamics method after more than two decades' of rapid development. Based on the fact that the LB method has some advantages such as easy treatment of boundary conditions, inherent parallel nature, simple algorithm, and easy to incorporate microscopic interactions [16], it has been successfully applied in simulation of complex fluid flows such as porous, multiphase and multicomponent flows, particles in fluids, heat transfer, reaction-diffusion and so on [17,18,19,20]. In addition, LB method has also used in the field of building and environment [21].…”