Algorithms for the solution of systems of coupled second order ordinary differential equations

O'Shea, Brendan B.

(1971)

O'Shea, Brendan B. (1971) Algorithms for the solution of systems of coupled second order ordinary differential equations.

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Abstract

The close-coupling approximation method involves the numerical solution of systems of coupled second order ordinary differential equations. The solutions can display instability which is made apparent by dependence of the resonance energy on H (step-size). This instability has been examined and corrected. The comparative efficiency, time-wise and storage-wise, of a number of algorithms for the integration of the system of equations is presented.

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This is a Accepted version
This version's date is: 1971
This item is not peer reviewed

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https://repository.royalholloway.ac.uk/items/aeef78d9-fb22-4ba3-b01c-083b05902c3d/1/

Item TypeThesis (Doctoral)
TitleAlgorithms for the solution of systems of coupled second order ordinary differential equations
AuthorsO'Shea, Brendan B.
Uncontrolled KeywordsMathematics; Pure Sciences; Algorithms; Coupled; Differential; Equations; Order; Ordinary; Ordinary Differential Equations; Ordinary Differential Equations; Second; Solution; Systems
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ISBN978-1-339-60871-6

Deposited by () on 01-Feb-2017 in Royal Holloway Research Online.Last modified on 01-Feb-2017

Notes

Digitised in partnership with ProQuest, 2015-2016. Institution: University of London, Royal Holloway College (United Kingdom).


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