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search.filters.author.Ananthakrishnaiah, U.
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search.filters.author.Sesappa Rai, A.
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search.filters.subject.Additive parameters
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search.filters.subject.Differential equations
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search.filters.subject.Finite difference method
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search.filters.subject.General second order initial value problems
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search.filters.subject.Integration
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In this paper numerical methods for the initial value problems of general second order differential equations are derived. The methods depend upon the parameters p and q which are the new additional values of the coefficients of y? and y in the given differential equation. Here, we report a new two step fourth order method. As p tends to zero and q ? (2?/h)2 the method is absolutely stable. Numerical results are presented for Bessel's, Legendre's and general second order differential equations.
(
Elsevier
,
Additive parameters methods for the numerical integration of y? = f (t, y, y?)
)
Sesappa Rai, A.
;
Ananthakrishnaiah, U.
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1996
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