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A multicomponent multiphase (MCMP) pseudopotential lattice Boltzmann (LB) model with large liquid-gas density ratios is proposed for simulating the wetting phenomena.In the proposed model,two layers of neighboring nodes are adopted to calculate the fluid-fluid cohesion force with higher isotropy order.In addition,the different-time-step method is employed to calculate the processes of particle propagation and collision for the two fluid components with a large pseudoparticle mass contrast.It is found that the spurious current is remarkably reduced by employing the higher isotropy order calculation of the fluid-fluid cohesion force.The maximum spurious current appearing at the phase interfaces is evidently influenced by the magnitudes of fluid-fluid and fluid-solid interaction strengths,but weakly affected by the time step ratio.The density ratio analyses show that the liquid-gas density ratio is dependent on both the fluid-fluid interaction strength and the time step ratio.For the liquid-gas flow simulations without solid phase,the maximum liquid-gas density ratio achieved by the present model is higher than 1000∶1.However,the obtainable maximum liquid-gas density ratio in the solid-liquidgas system is lower.Wetting phenomena of droplets contacting smooth/rough solid surfaces and the dynamic process of liquid movement in a capillary tube are simulated to validate the proposed model in different solid-liquid-gas coexisting systems.It is shown that the simulated intrinsic contact angles of droplets on smooth surfaces are in good agreement with those predicted by the constructed LB formula that is related to Young’s equation.The apparent contact angles of droplets on rough surfaces compare reasonably well with the predictions of Cassie’s law.For the simulation of liquid movement in a capillary tube,the linear relation between the liquid-gas interface position and simulation time is observed,which is identical to the analytical prediction.The simulation results regarding the wetting phenomena of droplets on smooth/rough surfaces and the dynamic process of liquid movement in the capillary tube demonstrate the quantitative capability of the proposed model.