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2013 (Vol. 5, Issue: 01)
Article Information:

Solution of Seventh Order Boundary Value Problems by Variation of Parameters Method

Shahid S. Siddiqi and Muzammal Iftikhar
Corresponding Author:  Shahid S. Siddiqi 

Key words:  Approximate solution, boundary value problems, linear and nonlinear problems, variation of parameters method, , ,
Vol. 5 , (01): 176-179
Submitted Accepted Published
May 08, 2012 June 08, 2012 January 01, 2013
Abstract:

The induction motor behavior is represented by a fifth order differential equation model. Addition of a torque correction factor to this model accurately reproduces the transient torques and instantaneous real and reactive power flows of the full seventh order differential equation model. The aim of this study is to solve the seventh order boundary value problems and the variation of parameters method is used for this purpose. The approximate solutions of the problems are obtained in terms of rapidly convergent series. Two numerical examples have been given to illustrate the efficiency and implementation of the method.
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  Cite this Reference:
Shahid S. Siddiqi and Muzammal Iftikhar, 2013. Solution of Seventh Order Boundary Value Problems by Variation of Parameters Method.  Research Journal of Applied Sciences, Engineering and Technology, 5(01): 176-179.
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ISSN (Online):  2040-7467
ISSN (Print):   2040-7459
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