Nonlocal Theory
Thermo-Elastic Damping in Nano-beam Resonators Based on Nonlocal Theory
... on nonlocal theory of elasticity and the Euler-Bernoulli beam ...the nonlocal elasticity model and also governing equations of thermo-elastic damping are established using two dimensional non-Fourier ...
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The computation of bending eigenfrequencies of single-walled carbon nanotubes based on the nonlocal theory
... the nonlocal beam theory are investigated by Bagdatli ...the nonlocal parameter is studied in the research of Lim et ...the nonlocal theory in ¸Sim¸sek (2010). The SWCNTs as ...
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Study the Surface Effect on the Buckling of Nanowires Embedded in Winkler–Pasternak Elastic Medium Based on a Nonlocal Theory
... and nonlocal elasticity on the static deflection of nanobeams ...the nonlocal Eringen ...and nonlocal elasticity on vibration characteristics of nanobeams by using FEM ...[16]. Nonlocal ...
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Vibration Analysis of Circular Magneto-Electro-Elastic Nano-plates Based on Eringen s Nonlocal Theory
... plate theory based on Eringen’s nonlocal elasticity. Nonlocal constitutive relations for MEE materials, Maxwell’s equation and Hamilton’s principle were used to derive the governing equation of the ...
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STUDY ON STABILITY BEHAVIOR OF NANOBEAM WITH AXIAL FORCE USING NONLOCAL ELASTICITY THEORY
... classical theory of elasticity is ...classical theory does not hold good. Hence the Nonlocal elasticity theory which was proposed by Eringen is adopted to account for small scale effect in ...
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A detailed analysis of resonant frequency and sensitivity of flexural modes of an atomic force microscope cantilevers with sidewall probe based on a nonlocal elasticity theory
... a nonlocal elasticity theory, the resonant frequency and sensitivities of an atomic force microscope (AFM) with an assembled cantilever probe (ACP) are ...of nonlocal elasticity theory and ...
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The effect of small scale and intermolecular forces on the nonlinear Pull-in instability behavior of nano-switches using differential quadrature method
... the nonlocal elasticity theory was employed and the resulting governing equations were solved using differential quadrature ...the nonlocal theory and the results were compared with the ...
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Free vibration and wave propagation of thick plates using the generalized nonlocal strain gradient theory
... continuum theory (CLT), pure nonlocal theory (PNL) and pure strain-gradient theory (PSG) are also investigated according to the GNSG theory and the relative errors are demonstrated ...
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STUDY ON THE DYNAMIC BEHAVIOUR OF NANOBEAM USING NONLOCAL ELASTICITY THEORY
... the nonlocal theory incorporates long range interactions between points in a continuum ...classical theory of elasticity (Hooke’s law) excludes these ...situation, nonlocal elasticity theories ...
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Influence of Nonlocality on Amplification of Space Charge Waves in n GaN Films
... on the average electron energy is investigated. The mo- mentum and energy relaxation frequencies are computed. It is shown that the nonlocality is essential at the fre- quencies f 200 GHz and leads to decrease of the ...
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Small Scale Effect On Vibration Of Thermally Postbuckled Monolayer Graphene Nanoribbon Based On Nonlocal Elasticity Theory
... the nonlocal theory, the beginning of bifurcation is transferred to a lower temperature; consequently, taking into account the length scale parameter decreases the flexural stiffness of the system and hence ...
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Element Free Galerkin Method for Static Analysis of Thin Micro/Nanoscale Plates Based on the Nonlocal Plate Theory
... the nonlocal elasticity ...plate theory, Aghababaei and Reddy [10] investigated effect of nonlocal theory on bending and free vibration of simply supported orthotropic rectangular ...
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Foundational Aspects of Nonlocality
... beyond nonlocal correlations may be difficult, as “box-world” differs from the quantum setting with respect to such constraints, at least when drawing a one-to-one analogy from a gbit to a qubit as in GNST ...
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Note on holographic nonrelativistic Goldstone bosons
... We have obtained the general form of the renormalized action up to quadratic order, that is, the generating functional for one- and two-point correlation functions. In this expres- sion, we have kept implicit the ...
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Iterative solution to singular nth-order nonlocal boundary value problems
... Motivated by the works mentioned above, in this paper, we consider the nth-order non- local BVP (.). The existence and uniqueness of iterative solution is established by apply- ing the cone theory and the Banach ...
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Existence of solutions for nonlinear Caputo-Hadamard fractional differential equations with nonlocal Condition
... Abstract. In this paper we study the existence of solutions for initial value problem for a class of nonlinear Caputo-Hadamard fractional differential equations with nonlocal Condition. Our results are based on ...
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Existence and Uniqueness of a Fuzzy Solution for Some Fuzzy Neutral Partial Differential Equation with Nonlocal Condition
... the theory of neutral differential equations has many applications, for the reader, we refer to ...with nonlocal conditions have been studied extensively in the ...of nonlocal conditions in different ...
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A Nonlocal Poisson-Fermi Model for Ionic Solvent
... Ionic solutions have been studied for a very long time, usually by using the Poisson-Boltzmann equation (PBE) as a starting point. The PBE model has its successes [2–4, 14, 26, 31, 37, 49, 64, 75, 76], particularly com- ...
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Perturbative matching of continuum and lattice quasi-distributions
... the nonlocal quark bilinear (3) can mix with di ff erent Γ on the lattice, which was found in the one- loop lattice perturbative calculation [21] and later also supported by ...the nonlocal quark ...
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Stability study of inhomogeneous porous single-layered nanoplates using nonlocal elasticity theory
... The nonlocal elasticity theory with one nonlocal parameter is developed to examine buckling ...differential nonlocal elastic law and new first order shear deformation theory the ...
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