Sentence examples for boundary value problems using from inspiring English sources

Problems appearing for this moment system for boundary value problems using Maxwell-type boundary conditions are described.

It involves the solution of local boundary value problems using boundary conditions from the solution of the global problem discretized with a coarse mesh.

When solving elliptic boundary value problems using integral equation methods one may need to evaluate potentials represented by a convolution of discretized layer density sources against a kernel.

This is done by solving two-point boundary value problems using the multiple shooting method in combination with a path-following method.

These include Warner's method of solving system of nonlinear algebraic equations; generalized linear regression for equation fitting; various multistep methods for solving systems of ordinary differential equations and the methods for handling boundary value problems; using Laplace transforms to solve partial differential equations; etc.

Akram and Rehman [24] solved eighth-order boundary value problems using the kernel space method.

In solving boundary value problems, use of basis functions that independently satisfy the boundary conditions are useful.

Hydrodynamic loads on each structural component are derived from the corresponding hydrodynamic coefficients obtained by solving the first order boundary value problem using WAMIT.

The spatial difference operators satisfy a summation-by-parts condition, leading to a stable scheme (combined interior and boundary schemes) for the initial boundary value problem using a generalized energy estimate.

We state existence and localisation results for a fully nonlinear boundary value problem using the upper and lower solutions method.

In the following section, we construct a solution to the boundary value problem using harmonic extension algorithm.