Equations describing molecular diffusion in liquids are similar to those applied to gases.

**MOLECULAR DIFFUSION IN LIQUIDS**

Equations
describing molecular diffusion in liquids are similar to those applied to
gases. The rate of diffusion of material A in a liquid is given by equation
(4.1).

Fick’s
law for steady-state, equimolal counterdiffusion is then

where
C_{A2} and C_{A1} are the molar concentrations at points *x*_{2} and *x*_{1}, respectively. Equations for diffusion through a
layer of stagnant liquid can also be developed. The use of these equations is,
however, limited because diffusivity in a liquid varies with concentration. In
addition, unless the solutions are very dilute, the total molar concentration
will vary from point to point. These complications do not arise with diffusion
in gases.

Diffusivities
in liquids are very much less than diffusivities in gases, commonly by a factor
of 10^{4}.

Related Topics

Contact Us,
Privacy Policy,
Terms and Compliant,
DMCA Policy and Compliant

TH 2019 - 2023 pharmacy180.com; Developed by Therithal info.