نتایج جستجو برای: collocation knowledge

تعداد نتایج: 570535  

1999
Yehia Massoud Junfeng Wang Jacob White

In this paper we present a more accurate method for solving a frequency-dependent inductance of 3-D structures that contains permeable materials. The extracted inductance using the new method is much more accurate than when using the traditional collocation method for no increased cost. Computational results are presented and compared with data to demonstrate the accuracy improvement of the app...

2009
Lihua Wang Hsin-Yun Hu Jiun-Shyan Chen

We introduce a radial basis collocation method to solve axially moving beam problems

2003
Ismael Herrera David E. Keyes Olof B. Widlund Robert Yates I. Herrera

2008
Pavel Pecina Timothy Baldwin Jiří Semecký

D Mahapatra Sh Bhowmick, Sh Sanyal

Collocation methods are popular in providing numerical approximations to complicated governing equations owing to their simplicity in implementation. However, point collocation methods have limitations regarding accuracy and have been modified upon with the application of B-spline approximations. The present study reports the stress and deformation behavior of shear deformable functionally grad...

2002
Uwe QUASTHOFF Christian WOLFF

In this paper we introduce a measure for calculating statistically significant collocation sets that is related to the Poisson distribution. We show that results calculated using this measure are comparable to well-known measures like the log-likelihood measure. Additionally, we discuss asymptotic behaviour and additivity as general properties of the measure which may be applied to the analysis...

2004
Winfried Auzinger Othmar Koch Ewa Weinmüller

We describe a mesh selection strategy for the numerical solution of boundary value problems for singular ordinary differential equations. This mesh adaptation procedure is implemented in our MATLAB code sbvp which is based on polynomial collocation. We prove that under realistic assumptions our mesh selection strategy serves to approximately equidistribute the global error of the collocation so...

2008
Shu Li S. N. Atluri

The Meshless Local Petrov-Galerkin (MLPG) “mixed collocation” method is applied to the problem of topology-optimization of elastic structures. In this paper, the topic of compliance minimization of elastic structures is pursued, and nodal design variables which represent nodal volume fractions at discretized nodes are adopted. A so-called nodal sensitivity filter is employed, to prevent the phe...

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