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Exact(48)
This equation results from the solution of the model equations when the solute concentration in the organic extractant phase can be assumed zero throughout the operation of the system.
"Solution", the solution of the model is presented.
where we have denoted as the solution of the model.
Let x(1) denote the solution of the model in (2).
We present a series of model simplifications that allow for the solution of the model.
A new iteration strategy is provided for the solution of the model.
Similar(12)
In this article, we have shown that the solutions of the model considered are globally bounded.
Good agreement is obtained when comparing the solutions of the model with FE simulation results.
To approximate the solutions of the model built above, we give some simulations using the parameter values of Table 1 in Section 4 above using the Euler method.
We apply the Grünwald-Letnikov scheme to an approximation of the solutions of the model, where (h=0.0005) was the time step increment used [26].
Motivated by these facts, we propose an explicit, nonlinear, finite-difference methodology to approximate consistently the solutions of the model under investigation.
More suggestions(15)
the fall of the model
the principle of the model
the capability of the model
the concept of the model
the photo of the model
the recall of the model
the induction of the model
the strength of the model
the solution of the analysis
the stability of the model
the heyday of the model
the geometry of the model
the appropriateness of the model
the solution of the century
the name of the model
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com