Sentence examples for boundary element technique for from inspiring English sources
The first one is to present the formulation, effective implementation and numerical treatment of a mixed boundary element technique for the study of this type of problems.
The multidomain boundary element technique is used for the analysis of muffler problems in which the acoustic region consists of thin obstacles, such as extended inlet or outlet tubes and internal connecting tubes.
This method, necessitating no source field calculation, in conjunction with a mixed finite element – boundary element technique, results in a very efficient 3D numerical model for power transformer design office use.
These equations can be solved by a straightforward application of boundary element techniques.
A variational approach with a boundary-element technique is used.
A hybrid scheme results from combining a boundary integral equation approach for the Laplacian with a Galerkin/finite-element technique for the kinematic and dynamic boundary conditions.
Morton (2012) presented two new techniques used to calibrate numerical-based fracture model with well-test data by integrating a reservoir model inversion technique and boundary element method for determining the pressure transient behaviour of the reservoir with arbitrary distributed vertical fractures.
Conventional techniques used in the boundary element method for evaluating muffler transmission loss have been limited by the cutoff frequency of the inlet and outlet ducts.
An optimum shape design algorithm in two dimensions is developed by the coupling of an optimising technique and a boundary element stress analyser for stress minimisation of anisotropic structures.
A new shape optimization technique is developed, using bicubic B-splines dual reciprocity boundary element method, for anisotropic functionally graded smart structures to minimize weight while satisfying certain constraints upon stresses and geometry.
A 2D boundary element program for geometry sensitivity, elastic viscoplastic material constant sensitivity and boundary condition sensitivity has been developed.
