... nonlinear differential equations Poincare mapping rolling bearings rotors shear modulus springs (mechanical) vibrations 01 09 2010 20 08 2011 10 11 2011 10 11 2011 2012 American Society of Mechanical Engineers ...

... 2011 01 02 2011 beams (structures) Galerkin method impact (mechanical) mechanical contact micromechanical devices nonlinear equations springs (mechanical) Stiction failures are now posing a significant challenge to the commercial deployment of RF (Radio Frequency) MEMS...

... , “ The Vector Parameterization of Motion ,” Nonlinear Dyn. 0924-090X , 33 ( 2 ), pp. 165 – 188 . 10.1023/A:1026008414065 12 05 2010 15 07 2010 15 12 2010 15 12 2010 couplings deformation numerical analysis springs (mechanical) torsion Flexible joints, sometimes...

... of a vehicle semi-active suspension. controllers iterative methods mechatronics springs (mechanical) suspensions (mechanical components) vehicle dynamics The generalized- α time integrator proposed by Chung and Hulbert ( 1 ) originates from the structural dynamics community, where it has...

... elastoplasticity finite element analysis rails railways springs (mechanical) structural engineering vibration control wheels dynamic interaction train railway structure earthquake multibody dynamics contact-impact between wheel and rail FEM nonlinear response analysis When a high-speed...

... the basis includes an joint vector. In this case there are one eigenmode of the reference linear system and one Milman–Chu joint vector. 05 09 2006 23 01 2007 nonlinear dynamical systems Galerkin method eigenvalues and eigenfunctions vibrations springs (mechanical) damping...

... . These conditions simulate the behavior of the eliminated semi-infinite part ( L , ∞ ) . Then, in Sec. 4B , we will illustrate the iterative procedure for calculating the moving position of the TDP. 18 08 2006 30 11 2006 beams (structures) elasticity springs (mechanical...