Sentence examples for implementing the boundary from inspiring English sources
This Jacbian matrix is calculated implementing the boundary conditions for the discretized Navier-Stokes equation at the inlet and outlet boundaries.
The vorticity and mass conservation in the flow are guaranteed during the calculation by virtue of the finite volume approach and the method of implementing the boundary conditions at the body surface.
Since the geometrical correlation between the two corresponding systems is introduced into the transformed SVE, the very basic structure of the LBM in terms of simplicity in implementing the boundary conditions and computational efficiency (owing to the parallel structure) is maintained and further improved by removing the limitations imposed by the equidistant lattice condition.
It discusses the Institute of Electrical and Electronics Engineers IEEE Standardrd 1149.1, which contains a standard testability bus that implements the boundary scan technique.
Durbin's numerical inverse method successfully implements the boundary value problem which can be solved in Laplace space.
The 2-D generalized differential quadrature method (GDQM) as an efficient and accurate numerical tool is used to discretize the governing equations and to implement the boundary conditions.
Using the DQM enables one to accurately and efficiently discretize the partial differential equations and also implement the boundary and compatibility conditions in their strong forms.
A polynomial-based differential quadrature method is used as a simple but powerful numerical technique to discretize the nonlinear governing equations and to implement the boundary conditions.
To implement the boundary condition fi,m(ξ N ) = 0, we delete the last rows of Pi,m-1and Ri-1and delete the last row and the last column of Ai-1in (2.29).
A Hopfield neural network theory and its application in solving optimization problems are illustrated in Section 3. Section 4 discusses how to implement the boundary detection algorithm using a Hopfield network.
As one of them, the LPIM is based on the local weak form of the partial differential equations and easily implements the boundary conditions due to the shape functions constructed by the PIM with the delta function properties.
