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Numerical Approximation for Third Order Korteweg-De Vries (KDV) Equation

Authors: ADIO Adesina

Publication Type: Journal article

Journal: International Journal Of Sciences: Basic And Applied Research (ijsbar)

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Abstract

In this paper, Natural transform and Homotopy perturbation methods are coupled to study third order KortewegDe Vries (KDV) equation analytically. The introduced technique is useful to obtain closed form solutions. The combined method required less computational effort when compared with some existing methods and reduced volume of calculations. Three illustrative examples are used to demonstrate the effectiveness of the method.

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ADIO,A. . (2017). Numerical Approximation for Third Order Korteweg-De Vries (KDV) Equation, 36 (), 164-164.

ADIO,A. . "Numerical Approximation for Third Order Korteweg-De Vries (KDV) Equation" 36, no (), (2017): 164-164.

ADIO,A. and . (2017). Numerical Approximation for Third Order Korteweg-De Vries (KDV) Equation, 36 (), pp164-164.

ADIOA, . Numerical Approximation for Third Order Korteweg-De Vries (KDV) Equation. 2017, 36 ():164-164.

ADIO,Adesina , . "Numerical Approximation for Third Order Korteweg-De Vries (KDV) Equation", 36 . (2017) : 164-164.

A.Adesina , "Numerical Approximation for Third Order Korteweg-De Vries (KDV) Equation" vol.36, no., pp. 164-164, 2017.

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