... setup. e-mail:  jayaraj@cet.ac.in 09 01 2021 29 12 2021 14 02 2022 impact damper MDOF system finite element analysis contact algorithm transient response and energy dissipation Generally, structures subjected to severe dynamic loads fail due to resonance...

... of the International Conference on Advanced Acoustics and Vibration Engineering (ISMA), pp. 3925 – 3939 . 18 Laursen , T. , 2002 , Computational Contact and Impact Mechanics - Fundamentals of Modeling Interfacial Phenomena in Nonlinear Finite Element Analysis , Springer-Verlag , Heidelberg . 19...

... of the joint that connects two flexible links. Numerical examples are presented in order to demonstrate the use of the formulations developed in this paper. Coriolis force deformation finite element analysis interpolation polynomials geometric discontinuities finite element multibody systems B...

... equations eigenvalues and eigenfunctions feedback finite element analysis numerical stability periodic control time-varying systems It is well known that the main dynamical instability in many systems in science and engineering which are modeled with delay-differential equations (DDEs) is due...

... and scenarios of transition from regular to chaotic vibrations are reported. One of the main investigation tools applied is the Fourier transformation. beams (structures) chaos finite difference methods finite element analysis Fourier transforms vibrations wavelet transforms 28 11 2008...

.... , and Lee , M. , 1998 , “ Finite Element Analysis of a Three-Dimensional Underwater Cable With Time-Dependent Length ,” J. Sound Vib. 0022-460X , 209 ( 2 ), pp. 223 – 249 . 10.1006/jsvi.1997.1227 Boyer , F. , and Primault , D. , 2004 , “ Finite Element of Slender Beams in Finite...

... suggests that the second harmonic excitation contributes more strongly to resonance at the second harmonic of mesh frequency than nonlinear superharmonic resonance. 30 10 2009 16 05 2010 22 10 2010 22 10 2010 elasticity finite element analysis gears perturbation theory...

.... Bonet , J. , and Wood , R. D. , 1997 , Nonlinear Continuum Mechanics for Finite Element Analysis , Cambridge University Press , Cambridge, UK . Ogden , R. W. , 1984 , Non-Linear Elastic Deformations , Dover , New York . Spencer , A. J. M. , 1980 , Continuum...

... element analysis N-body simulations (astronomical) space vehicles transfer function matrices 31 05 2009 27 07 2010 07 10 2010 07 10 2010 2011 American Society of Mechanical Engineers ...

.... These examples show that Radau IIA algorithms can solve stiff problems with acceptable speed while guaranteeing stability and accuracy. 02 03 2009 06 11 2009 28 07 2010 28 07 2010 differential equations differentiation elastic deformation finite element analysis Jacobian matrices...

... delving into the problem of how forces or penalty methods can be used to correct predefined kinematic assumptions. 20 07 2009 11 12 2009 28 07 2010 28 07 2010 beams (structures) computational geometry curve fitting elasticity finite element analysis interpolation...

... of the ligament/bone insertion site constraints can be used to develop improved structural mechanics models of the knee. biomechanics bone finite element analysis gradient methods The cross section frame, used in this paper, is a coordinate system selected such that two of its axes lie in the plane...

... block 16 03 2009 27 08 2009 14 05 2010 14 05 2010 differential algebraic equations finite element analysis flexible structures integration mechanical engineering The present work deals with a comparison of two alternative time-stepping schemes...

... coordinate of the k th interface, N is the number of layers and k 0 is the layer number containing point z = 0 . 15 03 2009 03 10 2009 19 02 2010 19 02 2010 beams (structures) composite materials differential equations finite element...

... the use of the formulations presented in this investigation. beams (structures) belts bending chains finite element analysis plates (structures) shells (structures) tensile strength tensile testing general constitutive models tracked vehicles rubber chains belt drives finite beam...

.... 28 10 2008 02 03 2009 08 12 2009 08 12 2009 beams (structures) bending eigenvalues and eigenfunctions elasticity finite element analysis shear modulus variational techniques Several finite element method (FEM) formulations for spatial finite beam elements for use...

... integrodifferential equation for the system that involves a short and a discrete delay. A method for determining the stability of the system for an exponential shape function is described, and temporal finite element analysis is used to chart the stability regions. Comparisons are then made between the stability...

.... , Ganesan , N. , Padmanabhan , C. , Chellapandi , P. , and Selvaraj , P. , 2004 , “ Finite Element Analysis of Fluid-Structure Interaction in Pipeline Systems ,” Nucl. Eng. Des. 0029-5493 , 227 , pp. 313 – 322 . 10.1016/j.nucengdes.2003.11.005 Seo , Y. S. , Jeong , W. B...

.... dynamics finite element analysis mechanical engineering computing absolute nodal coordinate formulation penalty method augmented Lagrangian formulation mass-orthogonal projections method Baumgarte’s method The formulation of the equations of motion for flexible multibody systems using...

... have deficiencies compared with the FFRF thus can be refuted. 27 11 2007 31 03 2008 09 03 2009 beams (structures) cantilevers deformation dynamics finite element analysis statics absolute nodal coordinate formulation floating frame of reference formulation multibody...