.... , 4 ( 7 ), pp. 35 – 41 https://ijrmee.org/index.php/ijrmee/article/view/103 . [12] Li , Q. F. , Liu , Y. J. , Wang , H. D. , and Yan , S. Y. , 2009 , “ Finite Element Analysis and Shape Optimization of Automotive Crash-Box Subjected to Low Velocity Impact...

...-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 and fatigue, ultimately...

... aerospace engines aircraft blades coatings finite element analysis maintenance engineering mechanical contact plasticity turbomachinery turbomachinery abradable coatings wear material removal contact dynamics explicit time-marching technique Facing a constant need for improved...

...-spline Geometry and ANCF Finite Element Analysis ,” Nonlinear Dyn. 4 Abbas , L. K. , Rui , X. , and Hammoudi , Z. S. , 2010 , “ Plate/Shell Element of Variable Thickness Based on the Absolute Nodal Coordinate Formulation ,” IMechE J. Multibody Dyn. , 224 , Part K, pp. 127 – 141...

... ,” 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...

... 09 08 2011 09 08 2011 delays differential 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...

...) cables (mechanical) computational fluid dynamics finite element analysis hydrodynamics iterative methods laminar flow manipulator dynamics manipulator kinematics motion control Navier-Stokes equations vortices nonlinear Kirchhoff beam geometrically exact finite elements cable FSI...

... , 4th ed. , Oxford , New York . 30 10 2009 16 05 2010 22 10 2010 22 10 2010 elasticity finite element analysis gears perturbation theory resonance Planetary gears (Fig. 1 ) are widely used power transmission elements because of their compactness, multiple...

... 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...

... the method. 31 05 2009 27 07 2010 07 10 2010 07 10 2010 astronomy computing finite element analysis N-body simulations (astronomical) space vehicles transfer function matrices flexible multibody system transfer matrix method finite element spacecraft dynamics...

... geometry curve fitting elasticity finite element analysis interpolation rotation shear deformation splines (mathematics) large rotation vector formulation absolute nodal coordinate formulation B-spline In the general theory of continuum mechanics, the position field is used to define...

.... 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...

... of the ligament/bone insertion site constraints can be used to develop improved structural mechanics models of the knee. 09 07 2009 19 10 2009 14 05 2010 14 05 2010 biomechanics bone finite element analysis gradient methods The knee joint is the largest synovial joint...

.... differential algebraic equations finite element analysis flexible structures integration mechanical engineering 16 03 2009 27 08 2009 14 05 2010 14 05 2010 We make use of the rotationless formulation of multibody dynamics outlined in Sec. 2 . A detailed description...

... , 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...

.... 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...

... 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...

... obtained if α = β = 10 . Tip point B X -displacement variation (8 elements, E = 7 × 10 9   Pa ) 30 11 2007 28 04 2008 10 03 2009 dynamics finite element analysis mechanical engineering computing absolute nodal coordinate...