Boundedness theorem for a nonlinear Mathieu equation

@inproceedings{Genin1970BoundednessTF,
  title={Boundedness theorem for a nonlinear Mathieu equation},
  author={Joseph Genin and John S. Maybee},
  year={1970}
}
  • Joseph Genin, John S. Maybee
  • Published 1970
  • Mathematics
  • where a prime represents differentiation with respect to time, e is the coefficient of the linear damping force, 0 is the frequency parameter, /x is the excitation parameter and 6 is the frequency of the forcing function. More specifically, 12 is a parameter representing the system's natural frequency and m is a parameter related to the magnitude of the forcing function. The function ip can be shown to take the form 

    Create an AI-powered research feed to stay up to date with new papers like this posted to ArXiv

    Citations

    Publications citing this paper.

    Uniform boundedness theorem for a nonlinear Mathieu equation

    VIEW 4 EXCERPTS
    CITES BACKGROUND
    HIGHLY INFLUENCED

    References

    Publications referenced by this paper.
    SHOWING 1-2 OF 2 REFERENCES