Chromatographic Peak Shape from Stochastic Model: Analytic Time-Domain Expression in Terms of Physical Parameters and Conditions under which Heterogeneity Reduces Tailing
This paper presents a computationally efficient, time-domain analytic expression for chromatographic peak shapes derived from a stochastic model that integrates axial diffusion, initial variance, and dual retention kinetics, demonstrating superior fitting accuracy over existing methods while challenging the assumption that mechanistic heterogeneity always increases peak tailing.