Results 261 to 270 of about 59,441 (292)
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Asymptotic Accuracy and Convergence for Point Collocation Methods

1985
Here we continue the asymptotic error analysis of Wendland [118] where we have considered mainly the Galerkin methods. In most of the computer programs, however, the point collocation has been implemented as one of the weighted residual techniques for boundary element methods.
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A point collocation method based on reproducing kernel approximations

International Journal for Numerical Methods in Engineering, 2000
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On extremal point collocation method for fluid flow problems

Applied Scientific Research, 1962
Using Tchebyscheff’s norm a numerical method called “Extremal point collocation method” has been developed for fluid flow problems. The method has been applied to the following problems: 1) flow near a stagnation point; 2) flow near a rotating disk. It has been found that this method gives better results than other approximate methods.
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Collocation Solution for Point-Supported Square Plates

Journal of Applied Mechanics, 1978
Rajaiah, K, Rao, AK
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Interpolation Schemes for Collocation Solutions of Two-Point Boundary Value Problems

SIAM Journal on Scientific and Statistical Computing, 1986
Four interpolatory algorithms for collocation solutions to systems of two point boundary value problems are compared in terms of their asymptotic errors, operation counts and storage requirements. Algorithm 1 computes the collocation solution using a local monomial representation, while the other three all use superconvergent meshpoint approximations ...
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SOLUTION OF TORSION PROBLEMS USING FINITE POINT COLLOCATION METHOD

2004
Bu çalışmada, burulma problemlerinin çözümünün genel denklemi olan Poisson denkleminin SNSY (Sonlu nokta sıralama yöntemi) ile çözümü yapılmış ve sonuçlar analitik sonuçlarla karşılaştırılmıştır. Elde edilen sonuçlar göstermektedir ki, SNSY bu tür problemlerin çözümünde makalede belirtilen koşullar sağlandığında etkili ve güvenilir bir yöntemdir.
AYKAÇ, Sabahattin   +1 more
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1210 Accuracy Improvement of Collocation Method by Using the Over-Rang Collocation Points

The Proceedings of The Computational Mechanics Conference, 2013
Yong-Ming GUO   +3 more
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Collocation by the Spline in Tension at Generalized Gaussian Points

1996
Summary: We consider the numerical solution for a singularly perturbed two-point boundary value problem: \(\varepsilon y''+cy=f\). To approximate the solution we have used a spline in tension with the continuous first derivative, determined by the collocation at the collocation points which are the generalization of the classical Gaussian points. The B-
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