Sentence examples for multiple numerical methods from inspiring English sources

The Framework supports multiple numerical methods, different physics approximations, different numerical optimizations and implementations for different hardware.

This study is the first attempt to compare the multiple numerical methods with the 2-D Barakat-Clark method in the water quality modeling process.

Indirect methods used in determining the optimal space trajectories typically result in two-point boundary-value problems and are solved by single- or multiple-shooting numerical methods.

The equilibrium equations derived from this boundary value problem are solved via the so-called multiple shooting numerical method, which enables the incorporation of the variable thickness of the shell, its different boundary conditions, and various types of axisymmetric loadings in the solution.

In recent years, the collocation method has been a useful alternative tool to obtain numerical solutions since this method yields multiple numerical solutions depending on whether numerical methods such as finite differences, Runge Kutta and Crank Nicolson methods yield only numerical solutions.

We revisit the eigensolutions technique as applied to linear advection and suggest a new perspective to the role of multiple numerical modes, peculiar to spectral/hp methods.

Conventional numerical methods for finding multiple roots of polynomials are inaccurate.

The results are compared with expressions obtained by classical analytical methods (averaging or multiple scales methods) or Runge-Kutta numerical methods.

Numerical methods allow for multiple hulls to be compared digitally, so a certain level of optimization can be achieved through evaluating trade-offs among designs before construction.

Therefore, the Barakat-Clark method can be considered as a better finite method in the 2-D water modeling system, and this paper is the first attempt to compare the Barakat-Clark 2-D method with other multiple numerical algorithms in the water quality modeling process.

Multiple fields in physics and astrophysics have adopted these sophisticated numerical methods for studying various applications.