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[PDF] Top 20 Quintic B Spline Collocation Method for Tenth Order Boundary Value Problems

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Quintic B Spline Collocation Method for Tenth Order Boundary Value Problems

Quintic B Spline Collocation Method for Tenth Order Boundary Value Problems

... element method (FEM) the approximate solution can be written as a linear combination of basis functions which constitute a basis for the approximation space under ...squares method and collocation ... See full document

7

Numerical Solution of Tenth Order Boundary Value Problems by Petrov Galerkin Method with Quintic B splines as Basis Functions and Sextic B Splines as Weight Functions

Numerical Solution of Tenth Order Boundary Value Problems by Petrov Galerkin Method with Quintic B splines as Basis Functions and Sextic B Splines as Weight Functions

... a tenth-order ordinary differential equation ...of problems have been discussed in Agarwal ...of boundary value problems in general is not ...on tenth-order ... See full document

8

Numerical approximation for the solution of linear sixth order boundary value problems by cubic B spline

Numerical approximation for the solution of linear sixth order boundary value problems by cubic B spline

... sixth order boundary value problems. Perturbation method for nonlinear engineering problems was specified in ...sixth order boundary value problems was ... See full document

16

Numerical Solution of Fifth Order Boundary Value Problems by Galerkin Method with Quartic B splines

Numerical Solution of Fifth Order Boundary Value Problems by Galerkin Method with Quartic B splines

... fifth order boundary value problem arises in the mathematical modeling of viscoelastic fluids and other branches of mathematics, physical and engineering sciences [1, ...these problems have ... See full document

6

An O(k2+kh2+h2) Accurate Two level Implicit Cubic Spline Method for One Space Dimensional Quasi linear Parabolic Equations

An O(k2+kh2+h2) Accurate Two level Implicit Cubic Spline Method for One Space Dimensional Quasi linear Parabolic Equations

... point boundary value problems has been dis- cussed by Bickley [1], Fyfe [2], Albasiny and Hoskins [3] and Rubin and Khosla ...fourth order accurate cubic spline methods for singular two ... See full document

7

Application of Homotopy Analysis Method for Solving Higher Order Differential Equations

Application of Homotopy Analysis Method for Solving Higher Order Differential Equations

... parameter method for solving the seventh-order boundary value problems in ...nonic spline and non polynomial spline technique for the numerical solution of ... See full document

6

B-Spline Solution of Boundary Value Problems of Fractional Order Based on Optimal Control Strategy

B-Spline Solution of Boundary Value Problems of Fractional Order Based on Optimal Control Strategy

... the method we denote that in equation (4) if put α = m then we obtain an ordinary diffferential ...square method has been applied for arbitrary-order problems with separated boundary ... See full document

7

EXTENDED B-SPLINE COLLOCATION METHOD FOR KDV-BURGERS EQUATION

EXTENDED B-SPLINE COLLOCATION METHOD FOR KDV-BURGERS EQUATION

... to be calculated for this initial boundary value problem. The approximate values of the conserved quantities are computed by modified trapezoid rule that the mean of the func- tional values at the ... See full document

12

Manuscript Title & Authors

Manuscript Title & Authors

... element method (FEM) the approximate solution can be written as a linear combination of basis functions which constitute a basis for the approximation space under ...squares method and collocation ... See full document

10

Fem based collocation method for solving 
		eighth order boundary value problems using B splines

Fem based collocation method for solving eighth order boundary value problems using B splines

... collocation method for solving an eighth order boundary value problem has ...the method is presented in section ...the method is presented in section ... See full document

5

Numerical solution of ninth order boundary value problems by 
		Petrov Galerkin method with quintic
		B splines as basis functions and sextic B splines as weight functions

Numerical solution of ninth order boundary value problems by Petrov Galerkin method with quintic B splines as basis functions and sextic B splines as weight functions

... decomposition method and he provided the solution in the form of a rapidly convergent ...higher order boundary value problems by using differential transformation ...and tenth ... See full document

9

Mid-knot cubic non-polynomial spline for a system of second-order boundary value problems

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 → ...non-polynomial spline ... See full document

16

Numerical Solution of Obstacle Problems by B Spline Functions

Numerical Solution of Obstacle Problems by B Spline Functions

... cubic spline technique and have shown that the their method gives approximations which are better than that produced by Al-Said method ...second order boundary value ... See full document

8

Manuscript Title & Authors

Manuscript Title & Authors

... element method (FEM) the approximate solution can be written as a linear combination of basis functions which constitute a basis for the approximation space under ...squares method and collocation ... See full document

11

The variational iteration method for a class of tenth-order boundary value differential equations

The variational iteration method for a class of tenth-order boundary value differential equations

... of tenth-order boundary-value problems is ...iteration method. Consider the following class of tenth-order boundary value ... See full document

8

Numerical solution of sixth order boundary 
		value problems by Petrov Galerkin method with quartic B Splines as basis 
		functions and quintic B  Splines as weight functions

Numerical solution of sixth order boundary value problems by Petrov Galerkin method with quartic B Splines as basis functions and quintic B Splines as weight functions

... sixth order two point boundary value problem with two different cases of boundary conditions by the proposed method with quartic B-splines as basis functions and quintic ... See full document

8

Numerical Solution of Fourth Order Boundary Value Problems by Petrov Galerkin Method with Cubic B splines as basis Functions and Quintic B Splines as Weight Functions

Numerical Solution of Fourth Order Boundary Value Problems by Petrov Galerkin Method with Cubic B splines as basis Functions and Quintic B Splines as Weight Functions

... ABSTRACT This paper deals with a finite element method involving Petrov-Galerkin method with cubic B-splines as basis functions and quintic B-splines as weight functions to solve a gener[r] ... See full document

7

Septic B Spline Solution of Fifth Order Boundary Value Problems

Septic B Spline Solution of Fifth Order Boundary Value Problems

... numerical method based on septic B-spline function is presented for the solution of linear and nonlinear fifth-order boundary value ...The method is fourth order ... See full document

9

Collocation Method for Ninth Order Boundary Value Problems by Using Sextic B splines

Collocation Method for Ninth Order Boundary Value Problems by Using Sextic B splines

... ninth-order boundary value problems are known to arise in the study of astrophysics, hydrodynamic and hydro magnetic stability ...characteristic-value problems of higher ... See full document

5

Trigonometric Cubic B-spline Collocation Method for Solitons of the Klein-Gordon Equation

Trigonometric Cubic B-spline Collocation Method for Solitons of the Klein-Gordon Equation

... new B-spline technique namely trigono- metric B-spline collocation algorithm to solve some initial boundary value problems for the nonlinear Klein-Gordon ...In ... See full document

15

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