... for the flow of a damp powder past an impervious wall. 25 06 2010 10 09 2010 17 09 2010 20 12 2010 20 12 2010 damping friction nonlinear differential equations powders rotational flow shear flow viscosity Industrial experience and laboratory experiments...

... of the concept of glulam to improve the mechanical properties of the solid wood was investigated by Ribeiro et al. ( 27 ). Many effective methods have been presented for solving nonlinear differential equations such as variational iteration method, homotopy perturbation method, and others by He and co...

...Jan P. B. Vreeburg Instruments composed of arrangements of linear accelerometers are used to determine motion variables. With nine accelerometers, the angular rate of the instrument can be resolved algebraically rather than by the solution of a system of nonlinear differential equations...

... ferroelastic transitions Galerkin method Ginzburg-Landau theory martensitic transformations nonlinear differential equations partial differential equations thermoelasticity ferroelastic dynamics phase transformations coupled dynamic thermoelasticity optimal approximation extended proper...

... ) has the same change with the augment of λ , as shown in Figs. 7 8 , respectively. boundary layers flow simulation friction laminar flow nonlinear differential equations non-Newtonian fluids partial differential equations sheet materials nonsimilarity boundary-layer flow...

..., the generation of combination resonances, evidence of period-multiplying bifurcations, and chaotic motions. active magnetic bearings combined resonance periodic time-varying stiffness magnetic bearings mechanical stability nonlinear differential equations oscillations rotors Runge-Kutta...

... . The theory have also been developed for anisotropic ( 9 ) and orthotropic ( 10 ) materials. membranes flexible structures finite element analysis buckling nonlinear differential equations 2007 American Society of Mechanical Engineers ...

... (structures) cantilevers nonlinear differential equations partial differential equations In most solids, the strain and temperature fields are coupled. When temperature is changed, volume changes, when volume is changed by elastic deformation, temperature changes. The constant that relates...

... calculation. In this section, several qualitative relations are explored without a numerical analysis. 25 02 2005 24 03 2006 beams (structures) rotation nonlinear differential equations deformation Coriolis force series (mathematics) vibrations Rotating beams, which have...

... fracture mechanics crack-edge stress field analysis permeability elasticity nonlinear differential equations integro-differential equations rocks Hydraulic fracturing involves the propagation of a fracture in a brittle material, such as rock, due to the pressure exerted on the fracture...

... Prediction of Linear Stability Boundaries in a Natural Circulation Single-Phase Loop ,” Nucl. Eng. Des. 0029-5493 , 183 , pp. 53 – 76 . 24 05 2005 29 12 2005 two-phase flow flow instability hydraulic systems boilers cooling nonlinear differential equations partial...

... for an interface model that allows for interface failure in shear mode. 11 01 2005 22 07 2005 composite material interfaces viscoelasticity slip stress-strain relations nonlinear differential equations creep Laplace transforms bifurcation stress relaxation torsion This paper...

... , r ( t ) Γ u 1 , u 2 , 0 ( t ) . 15 09 2004 31 05 2005 nonlinear differential equations partial differential equations stochastic processes diffusion Korteweg-de Vries equation method of moments A large class of physical systems...

... months after final publication of the paper itself in the ASME JOURNAL OF APPLIED MECHANICS . 17 October 2002 19 September 2003 22 06 2004 damping elastic hysteresis Monte Carlo methods nonlinear differential equations Structures exhibit inelastic behavior under...

... 93106-5070, and will be accepted until four months after final publication of the  paper itself in the  ASME  JOURNAL OF APPLIED MECHANICS . crushing bending yield point elastoplasticity stress analysis nonlinear differential equations hardening The determination of the load...

... recently appeared in the literature for on-line estimation and identification of hysteretic systems under arbitrary dynamic environments are in general model based. In these approaches, it is assumed that the unknown restoring forces are modeled by nonlinear differential equations (which can represent...

... Engineering, University of Houston, Houston, TX 77204-4792, and will be accepted until four months after final publication of the paper itself in the ASME JOURNAL OF APPLIED MECHANICS . 13 Oct 2000 20 Feb 2001 nonlinear differential equations forming processes drawing (mechanical...

... be applied in high-speed turbines, the textile industry, etc. The conditions for the phenomenon’s existence are found. Concepts of two critical string velocities as well as sub, super, and hypercritical domains are introduced. The analytical solutions for the nonlinear differential equations and arbitrary...