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Liapunov-Floquet transformation: Computation and applications to periodic systems
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Sinha, S.C.1
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Analysis of quasilinear dynamical systems with periodic coefficients via Liapunov-Floquet transformation
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Sinha, S. C. and Pandiyan, R., 'Analysis of quasilinear dynamical systems with periodic coefficients via Liapunov-Floquet transformation', International Journal of Non-Linear Mechanics 29, 1994, 687-702.
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Sinha, S.C.1
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Control of general dynamic systems with periodically varying parameters via Liapunov-Floquet transformation
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Sinha, S. C. and Joseph, P., 'Control of general dynamic systems with periodically varying parameters via Liapunov-Floquet transformation', ASME Journal of Dynamic Systems, Measurement, and Control 116, 1994, 650-658.
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Sinha, S.C.1
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Analysis of time-periodic nonlinear dynamical systems undergoing bifurcations
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Nonlinear Dynamics
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Chow, S.-N., Li, C., and Wang, D., Normal Forms and Bifurcation of Planar Vector Fields, Cambridge University Press, Cambridge, 1994.
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Normal Forms and Bifurcation of Planar Vector Fields
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Chow, S.-N.1
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10
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Symbolic computation of fundamental solution matrices for linear time-periodic dynamical systems
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Sinha, S. C. and Butcher, E. A., 'Symbolic computation of fundamental solution matrices for linear time-periodic dynamical systems', Journal of Sound and Vibration 206, 1997, 61-85.
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Sinha, S.C.1
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11
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Symbolic computation of local stability and bifurcation surfaces for nonlinear time-periodic systems
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Butcher, E. A. and Sinha, S. C., 'Symbolic computation of local stability and bifurcation surfaces for nonlinear time-periodic systems', Nonlinear Dynamics 17, 1998, 1-21.
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Symbolic computation of secondary bifurcations in a parametrically excited simple pendulum
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Butcher, E. A. and Sinha, S. C., 'Symbolic computation of secondary bifurcations in a parametrically excited simple pendulum', International Journal of Bifurcation and Chaos 8, 1998, 627-637.
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Stability analysis of periodic systems by truncated point mappings
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Guttalu, R. S. and Flashner, H., 'Stability analysis of periodic systems by truncated point mappings', Journal of Sound and Vibration 189, 1996, 33-54.
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Computation of normal forms of differential equations associated with non-semisimple zero eigenvalues
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Bi, Q. and Yu, P., 'Computation of normal forms of differential equations associated with non-semisimple zero eigenvalues', International Journal of Bifurcation and Chaos 8, 1998, 2279-2319.
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Ph.D. Dissertation, Auburn University, Auburn, AL
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Pandiyan, R., 'Analysis and control of nonlinear dynamic systems with periodically varying parameters', Ph.D. Dissertation, Auburn University, Auburn, AL, 1994.
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Analysis and Control of Nonlinear Dynamic Systems with Periodically Varying Parameters
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Pandiyan, R.1
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