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Stability of limit cycles and bifurcations of generalized van der Pol oscillators: \(\ddot X+AX-2BX^ 3+\epsilon (z_ 3+z_ 2X^ 2+z_ 1X^ 4)\dot X=0\) - MaRDI portal

Stability of limit cycles and bifurcations of generalized van der Pol oscillators: \(\ddot X+AX-2BX^ 3+\epsilon (z_ 3+z_ 2X^ 2+z_ 1X^ 4)\dot X=0\) (Q808741)

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scientific article; zbMATH DE number 4211572
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English
Stability of limit cycles and bifurcations of generalized van der Pol oscillators: \(\ddot X+AX-2BX^ 3+\epsilon (z_ 3+z_ 2X^ 2+z_ 1X^ 4)\dot X=0\)
scientific article; zbMATH DE number 4211572

    Statements

    Stability of limit cycles and bifurcations of generalized van der Pol oscillators: \(\ddot X+AX-2BX^ 3+\epsilon (z_ 3+z_ 2X^ 2+z_ 1X^ 4)\dot X=0\) (English)
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    1990
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    limit cycles
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    van der Pol oscillator
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    Jacobian elliptic functions
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    stability
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    bifurcations
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