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Exact(60)
Finally, a comparison between the exact solution and the two numerical solutions is given.
The comparisons between the exact solution and simplified methodologies are conducted.
The solution shows that there is a considerable deviation between the exact solution and the simple quasi-steady solution.
The comparison of the results showed a good agreement between the exact solution and the CAAM method over the whole range of selectivities (1 ≤ α ≤ ∞).
As shown, the difference between the exact solution and the computed solution is dispensable.
Now we give the convergent error estimate between the exact solution and the regularized solution.
Table 1 shows the error estimate between the exact solution and the regularized solutions.
In Figure 6 the absolute error between the exact solution and numerical solution is presented.
In the following, we will establish error estimates between the exact solution and its regularization approximations.
The corresponding error estimate between the exact solution and the regularization solution is obtained.
The Hölder type error estimates between the exact solution and its approximation are obtained.
More suggestions(15)
between the yellow solution
between the analytical solution
between the approximate solution
between the exact description
between the exact chemical
between the exact time
between the blueing solution
between the exact u
between the current solution
between the adjoint solution
between the exact p
between the weak solution
between the periodic solution
between the electrolyte solution
between the aqueous solution
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