... ,” Phys. Lett. A , 185 , pp. 77 – 87 . 10.1016/0375-9601(94)90991-1 28 11 2008 16 05 2011 09 08 2011 09 08 2011 beams (structures) chaos finite difference methods finite element analysis Fourier transforms vibrations wavelet transforms Investigation...

... filter by operating one in the softening domain and the other in the hardening domain. 24 04 2010 30 10 2010 12 04 2011 12 04 2011 band-pass filters beams (structures) distributed parameter filters filtration Galerkin method There is a continuous trend to realize...

... in robotics. Then, the two last illustrations deal with fluid-structure interaction (FSI). A 2D classical benchmark in FSI is first investigated, and, at last, a computation illustrates the procedure in a 3D case. 14 07 2010 19 01 2011 05 04 2011 05 04 2011 beams (structures...

... 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...

... be implemented in a preprocessor computer program. The application of the proposed general method is demonstrated using ANCF gradient deficient beam element example. 27 09 2009 09 12 2009 21 10 2010 21 10 2010 beams (structures) Coriolis force finite element analysis gradient...

... doubling, one-well, and two-well chaos, superharmonic resonances and on and off chaotic oscillations are found. 08 05 2009 04 03 2010 27 09 2010 27 09 2010 beams (structures) bifurcation chaos electrostatic actuators micromechanics oscillations resonance vibrations...

... between ANCF finite elements and the B-spline representation used in computational geometry can be established, allowing for a straight forward integration of computer aided design and analysis. 20 07 2009 11 12 2009 28 07 2010 28 07 2010 beams (structures) computational...

... , 44 , pp. 1073 – 1084 . 10.1016/j.ijnonlinmec.2009.08.004 15 03 2009 03 10 2009 19 02 2010 19 02 2010 beams (structures) composite materials differential equations finite element analysis shear deformation vibrations shooting nonlinear curved beam...

... and rubber chains is neglected. Future investigations will be concerned with developing visco-elastic models for belt drives and rubber chains. Hydraulic excavator numerical model beams (structures) belts bending chains finite element analysis plates (structures) shells (structures...

... , A. A. , 2007 , “ Coupled Deformation Modes in the Large Deformation Finite-Element Analysis: Problem Definition ,” ASME J. Comput. Nonlinear Dyn. 1555-1423 , 2 , pp. 146 – 154 . 10.1115/1.2447353 27 01 2009 18 08 2009 09 02 2010 09 02 2010 beams (structures) elasticity...

.... 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...

...-order approximation of homotopy Padé technique leads to accurate solutions with a maximum relative error less than 0.068 percent for all the considered cases. 20 09 2008 12 05 2009 18 11 2009 18 11 2009 beams (structures) nonlinear differential equations vibrations...

... with the reference solutions applying only a small number of pipe finite elements. 10 04 2008 17 09 2008 09 06 2009 beams (structures) cantilevers deformation finite element analysis pipe flow A large deformation pipe finite element conveying fluid is presented in this work...

... 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...

... springs accordingly, which does not involve any modification of basis functions, formulations, or solution procedures. The excellent accuracy and convergence of this series solution is demonstrated through numerical examples. 27 04 2007 15 07 2008 06 03 2009 beams (structures...

... the significance of the research that is devoted to develop more efficient models for formulating the elastic and viscoelastic forces in the absolute nodal coordinate formulation ( 5 6 7 8 9 10 11 ). beams (structures) continuum mechanics deformation finite element analysis plates (structures...

... dynamics theory. first order generalized-alpha method intrinsic geometrically exact dynamics model multibody systems dimensionally reducible rotor blade systems energy decaying eigenvalue at infinity beams (structures) conservation laws integration nonlinear dynamical systems...

... to satisfy the principles of work and energy. beams (structures) numerical analysis shear deformation 02 08 2007 27 03 2008 11 11 2008 2009 American Society of Mechanical Engineers ...

... represented by Eq. 13 will be referred to as the nonlinear beam-mass system. 31 08 2007 08 02 2008 19 08 2008 beams (structures) cantilevers permanent magnets piezoelectric thin films vibrations energy scavengers beam-mass systems piezoelectric films permanent magnets...

... a number of finite elements that ensure convergence. There are several ways that are currently being explored by the authors in order to improve the finite element solution in extreme bending problems ( 3 ). beams (structures) bending deformation elasticity finite element analysis pendulums...