'Analysis of Multi- degree of freedom system' Video Lecture

Analysis of Multi- degree of freedom system

  • Course: Nonlinear Vibration
  • Discipline: Mechanical Engineering
  • Faculty: Prof. S.K. Dwivedy
  • Institute: IIT Guwahati

    • NEXT LECTURE >> Nonlinear Vibration of Parametrically excited system: Axially loaded sandwich beam
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    Course Video Lectures Introduction of Nonlinear systems Review of Linear vibrating systems Phenomena associated with Nonlinear systems Commonly observed Phenomena in Nonlinear syst.. Force and Moment based Approach Energy based approach Extended Hamilton’s pr.. Derivation of Equation of motion of nonlinear.. Derivation of Equation of motion of nonlinear.. Derivation of Equation of motion of nonlinear.. Ordering of nonlinear Equation of motion Qualitative Analysis Straight forward expansi.. Numerical method Straight forward expansion Lindstedt Poincare’ technique Method of multiple scales Method of Harmonic balance Method of averaging Generalized Method of averaging Krylov-Bogoliubov-Mitropolski technique Incremental harmonic balance method and Intri.. Modified Lindstedt Poincare’ technique Stability and Bifurcation of Fixed-point resp.. Stability and Bifurcation of Fixed-point resp.. Stability and Bifurcation of Fixed-point resp.. Stability and Bifurcation of Fixed-point resp.. Stability Analysis of Periodic response Bifurcation of Periodic response And Introdu.. Quasi-Periodic and Chaotic response Numerical methods to obtain roots of characte.. Numerical methods to obtain time response Numerical methods to obtain frequency respons.. Free Vibration of Single degree of freedom No.. Free Vibration of Single degree of freedom No.. Free Vibration of multi- degree of freedom No.. Forced nonlinear Vibration Single degree of f.. Forced nonlinear Vibration Single and multi- .. Nonlinear Forced-Vibration of Single and Mul.. Analysis of Multi- degree of freedom system Nonlinear Vibration of Parametrically excite.. Nonlinear Vibration of Parametrically excite.. Nonlinear Vibration of Parametrically excite..
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