Exact(22)
Temporal discretization is performed using backward difference schemes of first and second orders.
Both first and second orders of channel heterogeneity may control the reservoir performance of channel prone turbidite sequences.
We obtain equations of zeroth, first and second orders in terms of the smallness parameter ε when we use Eqs.
The first and second orders of accuracy difference schemes for approximate solution of this problem are presented.
The reaction kinetic information was studied by utilizing pseudo first and second orders, Elovich and Intra particle diffusion kinetic models.
The first and second orders of accuracy stable difference schemes for equation (1.2) are presented in [15].
Similar(38)
First and second order processes are considered.
inputs in their first and second order properties.
First and Second Order Markov Chain Model are analytically described.
The results can be used to design first-order robust controllers for first and second order processes containing uncertain delays.
Convergence is analyzed in 2D and 3D, with first and second order finite elements.
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