Constraint Cycles in Quadratic Framework with Their Properties
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Abstract
In this study, an analysis is performed to study the reality and individuality of the limit cycle for a quadratic system. An algorithm is narrated for finding focal basis. These evaluations are then utilized to compute the small-amplitude limit cycle. The same approach is applied to the quadratic system and examples are formulated constructed for the small-amplitude limit cycle. For this quadratic system in the plane of two autonomous differential equations is considered, examples are also constructed by utilizing the technique of bifurcation of limit cycle & Poincare Bendixon theorem. Besides the number and distribution of limit cycle in the system are also discussed.
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How to Cite
S. MIRZA, A. MANSOOR, T. S. REHMANI, & S. BHATTI. (2020). Constraint Cycles in Quadratic Framework with Their Properties. Sindh University Research Journal - SURJ (Science Series), 52(4). Retrieved from https://sujo.usindh.edu.pk/index.php/SURJ/article/view/2867
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