Kink sites are a fundamental characteristic
of steps
found on crystals
growing in layered regimes. For asymmetric organic molecules, kink
densities are usually modeled at equilibrium, owing to a lack of understanding
of nonequilibrium kink density behavior. Hence, crystal growth models
approximate kink density at its equilibrium value despite observations
showing its strong dependence on supersaturation. In this work, we
develop a simplified steady-state framework for obtaining nonequilibrium
kink densities and propose a pathway for predicting step velocity
as a function of kink density for molecular crystals with Z = 2 growth units in the unit cell. The kink density and
step velocity predictions are validated with kinetic Monte Carlo (kMC)
simulation data from the literature. The overarching goal is translation
of the framework to provide rapid predictions of crystal properties
such as crystal shape, morphology, and size distribution.