Numerical simulation of droplet dynamics on chemically heterogeneous surfaces by lattice Boltzmann method

Abstract

Purpose This paper aims to investigate spontaneous movement of single droplet on chemically heterogeneous surfaces induced by the net surface tension, using the improved three-dimensional (3D) lattice Boltzmann (LB) method. Design/methodology/approach D3Q19 Shan-Chen LB model is improved in this paper. Segmented particle distribution functions coupled with the P-R equation of state are introduced to maintain the higher accuracy and greater stability. In addition, exact difference method (EDM) is adopted to implement force term to predict the droplet deformation and dynamics. Findings The numerical results demonstrate that spontaneous movement of single droplet (=1.8 µm) along wedge-shaped tracks is driven by net surface tension. Advancing angle decreases instantaneously with time, while receding angle changes slightly first and then decreases rapidly. Wetting length is affected by vertex angle and wetting difference, whereas the final value is only dependent on the stronger wettability. Although the velocity of single droplet on wedge-shaped tracks can be increased by the larger vertex angle, it has a negative influence on the displacement. For the same wetting difference, vertex angle equal to 30º is an optimization strategy in this model. If the simulation length is extended enough, then the smaller vertex angle is beneficial for the droplet movement. In addition, a larger wetting difference is beneficial to spontaneous movement, which can speed up the droplet movement. Originality/value The proposed numerical model of droplet dynamics on chemically heterogeneous surfaces provides fundamental insights for the enhancement of drop-wise condensation heat transfer.

Controlling the Motion of Interfaces in Capillary Channels with Non-uniform Surface Wettability

“…The physics of fluids at micron-scale is affected by the surface energy of the interfaces, here, the strong interaction between the fluid and solid substrate [25,26]. The motion of the contact line where the liquid meets the solid surface is dominated by viscous and surface tension forces rather than inertial and gravitational forces [27,28].…”

Inverse-thermocapillary evaporation in a thin liquid film of self-rewetting fluid

“…It was shown that the thermocapillary effect on absolute and convective instability depends on the difference between the temperature at the interface and the temperature corresponding to the minimum surface tension. The surface tension plays an essential role in determining the heat and fluid flow characteristics (Ho et al, 2018;Dijksman et al, 2019;Wang et al, 2019). The effect of surface HFF 31,4 tension gradient vitally affects the capillarity and dry-out limit of a microscale phase-change heat transfer device (Fumoto and Kawaji, 2011;Hu et al, 2014a;Fumoto et al, 2015;Sitar and Golobic, 2015;Hu et al, 2018).…”