Two different distributions of limit cycles in a quintic systemJournal of Nonlinear Sciences and Applications
اضافه کردن به علاقهمندیها
In this paper, the conditions for bifurcations of limit cycles from a third–order nilpotent critical point in a class of quintic systems are investigated. Treaty the system coefficients as parameters, we obtain explicit expressions for the first fourteen quasi Lyapunov constants. As a result, fourteen or fifteen small amplitude limit cycles with different distributions could be created from the third–order nilpotent critical point by two different perturbations.
راهنمای دریافت مقالهی «Two different distributions of limit cycles in a quintic system» در حال تکمیل میباشد.