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A Solution of Eqs 14.62 and

To be consistent with our ansatz, that is, in order for / to be a function of the single variable u only, the coefficient oidf /du on the left-hand side should be proportional to u, that is, [Pg.531]

Equating the coefficients ofx and V, that is, taking F-l-y = —ayand(Wg/y = —uF and eliminating a from these equations leads to an equation for F [Pg.531]

Northrup, and J. A. McCammon, Stochastically gated diffusion-influenced reactions, J. Chem. Phys. 77, 4484 (1982). [Pg.531]

The choice between these solutions will be made by the requirements imposed by the boundary conditions. Proceeding with Eq, (14.115) in the form [Pg.532]

for any velocity v we require/(x oo, v) = 0. This implies that —00) = 0 (note that because T was determined to be negative, u - —00 is equivalent to x 00). Using this in (14.120) leads to [Pg.532]

Ben-Avraham and S. Havlin, Diffusion and Reactions in Fractals and Disordered Systems, (Cambridge University Press, Cambridge 2000). [Pg.531]




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