Completing Eringen’s nonlocal elasticity theory and its connection with surface elasticity
Eringen’s nonlocal elasticity theory is known to suffer from boundary-related inconsistencies, which arise from the presence of additional Boundary Conditions, commonly referred to as Constitutive (CBCs), which are embedded in the Green’s function-type ...
Nobili A., Pramanik D.
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Vibration Analysis of a Unimorph Nanobeam with a Dielectric Layer of Both Flexoelectricity and Piezoelectricity. [PDF]
Naderi A +3 more
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Nonlinear Vibrations and Potential Instabilities of a Nanochassis Traveling a Route with Arbitrarily Tiny Irregularities. [PDF]
Xie B, Wu K, Nikkhoo A.
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Nonlinear Thermal/Mechanical Buckling of Orthotropic Annular/Circular Nanoplate with the Nonlocal Strain Gradient Model. [PDF]
Sadeghian M, Palevicius A, Janusas G.
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Fractional-order Klein-Gordon nonlocal model for thermo-elasto-diffusion in porous medium. [PDF]
Sur A +4 more
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Nonlocal Strain Gradient Model for the Nonlinear Static Analysis of a Circular/Annular Nanoplate. [PDF]
Sadeghian M, Palevicius A, Janusas G.
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Analysis of the influence of nonlocal factors on the vibration of Rayleigh nonlocal nanobeams on elastic foundations. [PDF]
Zhao K, Wang G, Zhou Z, Wang L.
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We develop a general theory of nonlocal linear elasticity based on nonlocal gradients with general radial kernels. Starting from a nonlocal hyperelastic energy functional, we perform a formal linearization around the identity deformation to obtain a ...
Guillermo García-Sáez +1 more
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Mesoscale modeling of brittle damage in polycrystalline materials with peridynamics. [PDF]
Zhang G +3 more
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Dynamic Stability of Nanobeams Based on the Reddy's Beam Theory. [PDF]
Huang Y, Huang R, Zhang J.
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