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High performance parallel programming is applied to accelerate the computation of both the atomic data and the opacity calculations.
The present method is valid in the computation of both linear and second-order mean drift wave loads.
The adaptive domain decomposition method is illustrated by the computation of both axisymmetric and cellular flames with a sequential reaction mechanism involving two reaction zones.
The present study forms the first attempt to apply the IB methodology for the computation of both the hydrodynamic and MHD fields.
Through the computation of both stable and unstable states we are able to determine the energy barriers separating distinct metastable wetting states that correspond to the well-known Cassie and Wenzel states.
Moreover, the combination of analytical and simulation analysis methods enables the computation of both the guaranteed Worst Case Execution Time (WCET) and the detailed execution time-line data for real-time tasks.
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Thus, a function for computing the pressure could not be used to compute the temperature, even though the computations of both quantities arise from the same equation.
Measured hydrodynamics were employed in the computations of both models.
In most cases, the noise correlation matrix is positive definite, so that the computations of both whitening and unwhitening transformations ((mathbf {R}_{mathbf {vv}}^{-1/2}, mathbf {R}_{mathbf {vv}}^{1/2}), respectively) should be numerically stable.
For the computation of earthquake rates, both of these short-term models assume the validity of the GR distribution.
Galerkin schemes for the computation of the eigenvalues of both regular and singular Sturm-Liouville problems are compared to the sine-Galerkin method.
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