[PDF] Top 20 Numerical solution of variational problems via parametric quintic spline method
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Numerical solution of variational problems via parametric quintic spline method
... the parametric quintic spline method is used for finding the solution of variational problems associated in en- gineering and ...Some numerical examples are also ... See full document
13
Numerical solution of variational problems via Haar wavelet quasilinearization technique
... Variational problems have been studied extensively by engineers and ...These problems arise in a variety of forms in science, engineering and many other various branches of real life, such as ... See full document
12
Numerical Solution of Fractional Variational Problems Using Direct Haar Wavelet Method
... many problems of physics, mechanics and engineering in order to provide more accurate models of physical phenomena (see [5-13]), However, the fractional calculus of variations is a new field, ;Its starting point ... See full document
9
Approximate Technique for Solving Class of Fractional Variational Problems
... exact solution of FDEs, so, approximate and numerical me- thods are used to obtain the numerical solution ...spectral method to obtain the numerical solution of ... See full document
10
A numerical technique for solving a class of 2D variational problems using Legendre spectral method
... The numerical solution of the problem by Ritz method is presented in section ...presented method is considered in section ...the method, we select two examples in section 5. We compare ... See full document
12
Numerical Treatment of Nonlinear Third Order Boundary Value Problem
... non-polynomial quintic spline function [12-14] that has a polynomial and trigonometric parts to develop a new numerical method for obtaining smooth approximations to the solution of ... See full document
6
Mid-knot cubic non-polynomial spline for a system of second-order boundary value problems
... Non-polynomial spline, also known as parametric spline [13], depends on a parameter k > 0, and reduces to the ordinary cubic or quintic spline when k → ...the numerical ... See full document
16
Non polynomial quintic spline for numerical solution of fourth order time fractional partial differential equations
... The spline approximation techniques have been applied extensively for numerical so- lution of ODEs and ...The spline functions have a variety of significant gains over finite difference ...to ... See full document
22
Exponential Spline Solution for Singularly Perturbed Boundary Value Problems with an Uncertain—But—Bounded Parameter
... a numerical solution of singularly perturbed boundary value problems, using finite element method ...collocation method was applied with quadratic and cubic B-spline base ... See full document
10
Quintic B Spline Collocation Method for Tenth Order Boundary Value Problems
... element method involving collocation method with quintic B-splines as basis functions has been developed to solve tenth order boundary value ...proposed method is tested on several linear and ... See full document
7
Solutions of Seventh Order Boundary Value Problems Using Ninth Degree Spline Functions and Comparison with Eighth Degree Spline Solutions
... Several numerical and semi-analytical methods have been developed for solving high order boundary value ...cubic spline interpolation to model the solution curve and applied the differential equation ... See full document
13
Solving a nonlinear inverse system of Burgers equations
... (e.g. variational methods) leads to a great reduction of calculations ...collocation method does not require extra effort to deal with the nonlinear ...collocation method which is adopted to Tikhonov ... See full document
19
Numerical Solution of Obstacle Problems by B Spline Functions
... using parametric cubic spline technique and have shown that the their method gives approximations which are better than that produced by Al-Said method ...value problems of the form ... See full document
8
A NUMERICAL APPROACH TO CAUDREY DODD GIBBON EQUATION VIA COLLOCATION METHOD USING QUINTIC B-SPLINE BASIS
... and numerical technique for solving the PDEs related with real world problems(see in ...element method, one of the quite powerful numerical approach which is revealing solutions of ...the ... See full document
8
Convergence Analysis of Spline Solution of Certain Two-Point Boundary Value Problems
... using spline functions for obtaining a smooth approximate solution of Equations 1 is briey discussed by Ahlberg et ...cubic spline for obtaining ...the spline functions of degrees seven and ... See full document
9
Quintic Spline Solution of Boundary Value Problems in the Plate De ection Theory
... paper, Quintic spline in o-step points is used for the solution of fourth-order boundary value ...problems. Spline relations and boundary formulas are developed and the convergence ... See full document
7
Exponentially fitted spline approximation method for solving selfadjoint singular perturbation problems
... this spline function, we will derive the difference scheme in Section 3, which will give us the approximate solution of V ...the solution to the original problem will be obtained using ... See full document
19
Set Of Values Schwartz Derivative
... of parametric method, area method, variational method, method of integral ...extreme problems, which include ...the method of parametric representations to ... See full document
5
B Spline Collocation Method for Solving Singularly Perturbed Boundary Value Problems
... these problems arise very frequently in fluid dynamics, elasticity, quantum mechanics, chemical reactor theory and many other al- lied ...different numerical methods have been proposed by various au- thors ... See full document
6
Numerical approximation for the solution of linear sixth order boundary value problems by cubic B spline
... B-spline method to solve linear 6th order BVPs arising in ...prescribed method transforms the boundary problem to a system of linear ...approximation solution of the 6th order BVPs using cubic ... See full document
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