Exact(1)
The spreading radius as a function of time was predicted utilizing a numerical solution to an Avrami-type surface nucleation and growth equation.
Similar(59)
A numerical solution is proposed.
(a) Numerical solution of (u=v), (b) Exact solution of (u=v), (c) Numerical and exact solution for (N+1=16).
For this reason, a numerical solution has to be investigated.
The IJE algorithm is devised to seek a numerical solution.
We therefore resorted to a numerical solution as follows.
A numerical solution method was selected for solving the differential equation and the absorption function simultaneously.
In order to avoid a numerical solution of this inverse problem, we derived an analytical solution which computes CNF-κB from the fluorescence intensity profile I.
The method utilizes a numerical implementation of a transfer matrix solution to the equation of motion.
The method utilizes a numerical implementation of a transfer matrix solution to an asymptotic form of the equations of motion.
The method utilizes a numerical implementation of a transfer matrix solution to the analytical equation of motion.
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