“…With the same ion velocity profile, similar derivation procedures as in TDA could be applied in the dispersion coefficient calculation in MCE experiments. Developed by Westhaver,62,63 Taylor,64 and Aris,65 the TDA approach was further studied by Datta and Kotamarthi (1990) to obtain the following electrokinetic dispersion coefficient ( K i ) expression54,55 for the general case involving both pressure driven and electroosmotic flows: K i = D + R c 2 ( v p 2 + ∂ 2 v p v eo + ∂ 3 v eo 2 )/(48 D )where D is the diffusion coefficient, v p and v eo are the area-averaged Poiseuille and electroosmotic flow velocities, respectively, and ∂ 2 and ∂ 3 are dimensionless constants related to the dimensionless capillary radius. When v eo = 0, eqn (3) reduces to the “Taylor–Aris” expression.…”