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作者:Ali Hasan Nayfeh , Dean T. Mook
来源:[B].Nonlinear Oscillations1995Wiley
摘要:Preliminary Remarks;;Conservative Single‐Degree‐of‐Freedom Systems;;Nonconservative Single‐Degree‐of‐Freedom Systems;;Nonconservative Single‐Degree‐of‐Freedom Systems;;Forced Oscillations of Systems Having a Single Degree of Freedom;;Parametrically Excited Sys...
作者:Ali Hasan Nayfeh , Dean T. Mook
来源:[B].Nonlinear Oscillations1995Wiley
摘要:Examples;;Qualitative Analysis;;Quantitative Analysis;;Applications
作者:Ali Hasan Nayfeh , Dean T. Mook
来源:[B].Nonlinear Oscillations1995Wiley
摘要:Damping Mechanisms;;Qualitative Analysis;;Approximate Solutions;;Nonstationary Vibrations;;Relaxation Oscillations;;Consider the system governed
作者:Ali Hasan Nayfeh , Dean T. Mook
来源:[B].Nonlinear Oscillations1995Wiley
摘要:Systems with Cubic Nonlinearities;;Systems with Quadratic and Cubic Nonlinearities;;Systems with SelfSustained Oscillations;;Nonstationary Oscillations;;Nonideal Systems
作者:Ali Hasan Nayfeh , Dean T. Mook
来源:[B].Nonlinear Oscillations1995Wiley
摘要:Examples;;The Floquet Theory;;Single‐Degree‐of‐Freedom Systems;;Linear Systems Having Distinct Frequencies;;Linear Systems Having Repeated Frequencies;;Gyroscopic Systems;;Effects of Nonlinearities
作者:Ali Hasan Nayfeh , Dean T. Mook
来源:[B].Nonlinear Oscillations1995Wiley
摘要:Examples;;Free Oscillations of Systems Having Quadratic Nonlinearities;;Free Oscillations of Systems Having Cubic Nonlinearities;;Free Oscillations of Gyroscopic Systems;;Forced Oscillations of Systems Having Quadratic Nonlinearities;;Forced Oscillations of Systems Having Cubic N...
作者:Ali Hasan Nayfeh , Dean T. Mook
来源:[B].Nonlinear Oscillations1995Wiley
摘要:Beams;;Coupled Longitudinal and Transverse Oscillations;;Hinged‐Hinged Beams;;Hinged‐Clamped Beams;;Strings;;Plates
作者:Ali Hasan Nayfeh , Dean T. Mook
来源:[B].Nonlinear Oscillations1995Wiley
摘要:Longitudinal Waves Along a Bar;;Transverse Waves Along a Beam on Elastic Foundation
作者:O. M. Bashnyakov
来源:[J].Nonlinear Oscillations(IF 0.085), 2002, Vol.5 (2), pp.133-139Springer
摘要:Abstract(#br)We consider the problem of optimal control in a class of bang-bang functions. A method for the construction of a special auxiliary system is proposed. Using this method, we formulate optimality conditions for the system considered.
作者:M. F. Horodnii
来源:[J].Nonlinear Oscillations(IF 0.085), 2002, Vol.5 (2), pp.140-146Springer
摘要:Abstract(#br)We find sufficient conditions for the boundedness of solutions of a nonlinear Volterra system in terms of the coefficients of this system.

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