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Mohammad Mehdizadeh

Academic rank: Professor
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Education: PhD.
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Faculty: 1
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Research

Title
A NEW EXPLICIT FOUR-STEP PHASE-FITTED METHOD FOR THE NUMERICAL SOLUTION OF SECOND-ORDER IVPS
Type
Presentation
Keywords
Phase-fitting, Phase-lag, Ordinary differential equations, P-stable, Multiderivative methods
Year
2020
Researchers Ali Shokri Shokri ، Mohammad Mehdizadeh

Abstract

In this paper, we create a new explicit linear four-step singularly P-stable method with phase-lag of order infinity (phase-fitted) for the numerical solution of second-order initial value problems. The advantage of the new method in comparison with similar methods in terms of efficiency, accuracy, and stability is shown by its implementation in some well-known problems.