Traditional strategies, such as morphological or chemical
gradients,
struggle to realize the high-velocity and long-distance transport
for droplets on a solid surface because of the pinning hydrodynamic
equilibrium. Thus, there is a continuing challenge for practical technology
to drive droplet transport over the last decades. The surface charge
density (SCD) gradient printing method overcame the theoretical limit
of traditional strategies and tackled this challenge [Nat. Mater.
2019, 18: 936], which utilized the asymmetric electric force to realize
the high-velocity and long-distance droplet transport along a preprinted
SCD gradient pathway. In the present work, by coupling the electrostatics
and the hydrodynamics, we developed an unexplored numerical model
for the water droplet transporting along the charged superhydrophobic
surface. Subsequently, the effects of SCD gradients on the droplet
transport were systematically discussed, and an optimized method for
SCD gradient printing was proposed according to the numerical results.
The present approach can provide early guidance for the SCD gradient
printing to drive droplet transport on a solid surface.