Popular modifications replace the rate constants with functions of time and concentration.

These parameters depend on the molecular rate constants in the reaction pathway.

As shown in Equation 5, this may be described in terms of rate constants.

The rate constant can be viewed as a flux through these interfaces.

This forces the contributions to rate constants to be zero if they are below the threshold energy.

He introduced several mechanisms of diffusion and found rate constants from experimental data.

The potential drop between the electrodes determines the rate constant of the reaction.

The calculated rate constant can be improved by using a better estimation of the steric factor.

Both rate constants have dimensions of one over time.

This is also called the specificity constant and incorporates the rate constants for all steps in the reaction.