... to real cases. One common assumption is the incompressibility of the cut material, albeit no material is truly incompressible. In this article, we propose a simple model that accounts for linearly elastic compressibility, and its interplay with toughness, stiffness, and elastic strain stiffening...

..., 59 (6), pp. 1231–1250. The 1D compression programming below T g and free shape recovery were extensively investigated both experimentally and analytically. The current work extends this study into a shape memory polymer based self-healing syntactic foam, which was found to be capable of self-sealing...

... body and in Appendixes A xB are further extended in Appendix C to finite plane strain deformations of compressible hyperelastic harmonic materials. 16 09 2009 29 11 2009 19 04 2010 19 04 2010 compressibility elastic deformation elasticity inhomogeneous media interface...

...Tal Cohen; Rami Masri; David Durban High velocity cavitation fields are investigated in the context of large strain J 2 plasticity with strain hardening and elastic compressibility. The problem setting is that of an internally pressurized spherical cavity, embedded in an unbounded medium, which...

... the stiffness of truss core panel for bending, shear, compression, and so on. The bending case with a three-point bending model of truss core panel is chosen here. Four cases of analysis with/without work hardening effect and thickness change using two types of shell formulation are performed. These cases...

... exists. In this paper, we present an elasticity solution to the problem of global buckling of wide sandwich panels (equivalent to sandwich columns) subjected to axially compressive loading (along the short side). The emphasis on this study is on the global (single-wave) rather than the wrinkling...

... on the fiber diameter distribution only and reduce to unity for monodisperse fibers. Uniaxial compressibility experiments are performed on several materials with different bimodal fiber diameter distributions and are compared to model predictions. Even though no additional parameters were introduced to model...

... – 360 . Marshall , E. A. , 1967 , “ The Compression of a Slab of Ideal Soil Between Rough Plates ,” Acta Mech. 0001-5970 10.1007/BF01453708 , 3 , pp. 82 – 92 . Alexandrov , S. , and Lyamina , E. , 2003 , “ Plane-Strain Compression of Material Obeying the Double-Shearing...

...Renfu Li; George A. Kardomateas; George J. Simitses This paper investigates the nonlinear dynamic response of a shallow sandwich shell subject to blast loading with consideration of core compressibility. The shallow shell consists of two laminated composite or metallic face sheets...

... the compressibility factor as a function of temperature and pressure, and (3) considers the friction factor as a function of the Reynolds number and pipe roughness. The fully implicit method representation of the equations offers the advantage of guaranteed stability for a large time step, which is very useful...

...Leonid M. Zubov; Denis N. Sheidakov Background . Many papers on the elastic stability of both thin-walled and massive (three-dimensional) bodies regard the bifurcation of equilibrium in the case of compressive loads. Although, the elastic instability may also occur under tensile stresses. Method...

...H. Kobayashi; R. Vanderby Acoustoelastic analysis has usually been applied to compressible engineering materials. Many materials (e.g., rubber and biologic materials) are “nearly” incompressible and often assumed incompressible in their constitutive equations. These material models do not admit...

...Arif Masud; Kaiming Xia We present a new multiscale/stabilized finite element method for compressible and incompressible elasticity. The multiscale method arises from a decomposition of the displacement field into coarse (resolved) and fine (unresolved) scales. The resulting stabilized-mixed form...

...Rami Masri; David Durban The elastoplastic field induced by a self-similar dynamic expansion of a pressurized spherical cavity is investigated for the compressible Mises solid. The governing system consists of two ordinary differential equations for two stress components where radial velocity...

...G. F. Wang; P. Schiavone; C.-Q. Ru We investigate the classic (inverse) problem concerned with the design of so-called harmonic shapes for an elastic material undergoing finite plane deformations. In particular, we show how to identify such shapes for a particular class of compressible hyperelastic...

...G. A. Kardomateas There exist many formulas for the critical compression of sandwich plates, each based on a specific set of assumptions and a specific plate or beam model. It is not easy to determine the accuracy and range of validity of these rather simple formulas unless an elasticity solution...

...C. Y. Wang, Professor, Mem. ASME, The difference equations governing the rotation of a segmented rod under axial force is formulated. The stability boundaries are found to be highly dependent on the number of links, the rotation rate and the compressive force. For a large number of links...

... in the paper itself in the ASME JOURNAL OF APPLIED MECHANICS . 16 September 2002 23 July 2003 05 05 2004 non-Newtonian fluids viscosity fluid dynamics compressibility The dynamical problem of a gas-filled, hyperelastic spherical shell surrounded by a viscous medium...

...Cheng Luo This note derives an analytical relationship for an inextensible network when it buckles. According to the relationship, the applied compressive force can be determined according to the maximum absolute values of deflection and angle of deflection in the network’s wrinkles...

...S. P. A. Gill; H. Gao, Mem. ASME; V. Ramaswamy; W. D. Nix Changes in substrate curvature indicating the existence of compressive stress in isolated crystallites are commonly observed during the initial stages of thin film deposition of metals on glass or ceramic substrates. Following the suggestion...