Abstract
In the present paper, we have investigated the non Lienard system. We have shown that limit cycles may bifurcate at the origin. Bendixons theorem has been used in our study to prove non-existence of limit cycles. We have also proved that the system has unique limit cycle through change of the parameters.
Highlights
Open AccessIn the present investigation, we revisit the problem of bifurcation of limit cycles.The problem of limit cycle was studied intensively
We have investigated the non Liénard system
Bendixons theorem has been used in our study to prove non-existence of limit cycles
Summary
Open AccessIn the present investigation, we revisit the problem of bifurcation of limit cycles.The problem of limit cycle was studied intensively. (2019) On Non Liénard Type with One Limit Cycle. We have investigated the non Liénard system. Bendixons theorem has been used in our study to prove non-existence of limit cycles.
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