Pages that link to "Item:Q833911"

The following pages link to Size-dependent response of ultra-thin films with surface effects (Q833911):

Displaying 48 items.

• Analysis of nanocontact problems of layered viscoelastic solids with surface energy effects under different loading patterns (Q294462) (← links)
• Analytical solution approach for nonlinear buckling and postbuckling analysis of cylindrical nanoshells based on surface elasticity theory (Q316805) (← links)
• A strain-consistent elastic plate model with surface elasticity (Q332466) (← links)
• Static analysis of ultra-thin beams based on a semi-continuum model (Q362953) (← links)
• Axisymmetric buckling of the circular annular nanoplates using finite difference method (Q399684) (← links)
• A continuum model for size-dependent deformation of elastic films of nano-scale thickness (Q598089) (← links)
• Elastic buckling of current-carrying double-nanowire systems immersed in a magnetic field (Q683582) (← links)
• Size dependent forced vibration of nanoplates with consideration of surface effects (Q727379) (← links)
• Strain gradient plasticity analysis of transformation-induced plasticity in multiphase steels (Q835916) (← links)
• Study of wave propagation in nanowires with surface effects by using a high-order continuum theory (Q846084) (← links)
• Surface effects in non-uniform nanobeams: continuum vs. atomistic modeling (Q991690) (← links)
• Linear elastic chain with a hyper-pre-stress. (Q1598274) (← links)
• Rigid frictionless indentation on elastic half space with influence of surface stresses (Q1621808) (← links)
• Mathematical modeling of structural and near-surface non-homogeneities in thermoelastic thin films (Q1623103) (← links)
• Nonlinear bending and forced vibrations of axially functionally graded tapered microbeams (Q1625003) (← links)
• Dynamics of functionally graded micro-cantilevers (Q1626416) (← links)
• FEM-SGBEM coupling for modeling of mode-I planar cracks in three-dimensional elastic media with residual surface tension effects (Q1654664) (← links)
• Coupled vibrations of functionally graded Timoshenko microbeams (Q1658690) (← links)
• On the shell theory on the nanoscale with surface stresses (Q1659754) (← links)
• Surface viscoelasticity and effective properties of thin-walled structures at the nanoscale (Q1659889) (← links)
• Large-amplitude dynamics of a functionally graded microcantilever with an intermediate spring-support and a point-mass (Q1696157) (← links)
• Modeling thin structures incorporated with surface effects by using layered shell elements (Q1713676) (← links)
• Postbuckling behavior of circular higher-order shear deformable nanoplates including surface energy effects (Q2009933) (← links)
• Modeling nonlinear bending of axisymmetric circular nano-plates in framework of Ru's surface stress elasticity theory (Q2074239) (← links)
• Nonlinear deformation of a clamped-edge strip-like nano-film (Q2080378) (← links)
• Finite element analysis of functionally graded nano-scale films (Q2248231) (← links)
• Linear and nonlinear vibrations of fractional viscoelastic Timoshenko nanobeams considering surface energy effects (Q2284856) (← links)
• Size-dependent free vibration analysis of nanoshells based on the surface stress elasticity (Q2289320) (← links)
• Elastic layer under axisymmetric surface loads and influence of surface stresses (Q2290054) (← links)
• The theoretical model of fcc ultrathin film (Q2385223) (← links)
• Interplay of quantum size effect, anisotropy and surface stress shapes the instability of thin metal films (Q2400421) (← links)
• An adhesive contact problem for a semi-plane with a surface elasticity in the Steigmann-Ogden form (Q2424206) (← links)
• Size-dependent elastic behavior of FGM ultra-thin films based on generalized refined theory (Q2428207) (← links)
• A mathematical framework of high-order surface stresses in three-dimensional configurations (Q2447036) (← links)
• A directed continuum model of micro- and nano-scale thin films (Q2455891) (← links)
• Thin plate theory including surface effects (Q2456054) (← links)
• A continuum model with microstructures for wave propagation in ultra-thin films (Q2456292) (← links)
• Size-dependent nonlinear response of thin elastic films with nano-scale thickness (Q2507214) (← links)
• Analysis of the buckling of rectangular nanoplates by use of finite difference method (Q2510336) (← links)
• Determining the effects of surface elasticity and surface stress by measuring the shifts of resonant frequencies (Q2831291) (← links)
• Frictionless contact of a rigid stamp with a semi-plane in the presence of surface elasticity in the Steigmann–Ogden form (Q4691205) (← links)
• On the Theories of Plates and Shells at the Nanoscale (Q4982217) (← links)
• On the Account of Transverse Young–Laplace Law Under Stability of a Rectangular Nano-Plate (Q5054557) (← links)
• On the vibrations of FG GNPs-RPN annular plates with piezoelectric/metallic coatings on Kerr elastic substrate considering size dependency and surface stress effects (Q6133532) (← links)
• Coupled effect of curved surface and interface on stress state of wrinkled thin film coating at the nanoscale (Q6149664) (← links)
• Buckling of a nano-rod with taken into account of surface effect (Q6541699) (← links)
• A homogenization method incorporating surface effect for thin metamaterial structure (Q6573797) (← links)
• Boundary value problems in a theory of bending of thin micropolar plates with surface elasticity (Q6608110) (← links)