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We will propose a new model for bending tests using the modified strain gradient plasticity theory.
In this paper, a size-dependent model for bending and free vibration of functionally graded Reddy plate is developed.
A size-dependent model for bending and free vibration of functionally graded plate is developed based on the modified couple stress theory and sinusoidal shear deformation theory.
This paper proposes a theoretical model for bending behavior of woven fabric-based out-of-autoclave prepregs under conditions relevant to forming process.
Then, by using an improved model for bending deformation, the curved patterns of panicle axis and various types of panicle branches are generated, and the spatial shape of rice panicle is therefore created.
Based on a quantitative description of the nuclear lamina we suggest a model for bending of this structure during cell senescence.
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Size-dependent models for bending, buckling, and vibration of functionally graded Kirchhoff and Mindlin plates are developed using a modified couple stress theory.
The mathematical model is based on a pre-tensed-beam model, accounting for bending and torsional stiffening effects due to pretension and large deformations.
We formulate a mechanical theory and a finite element model accounting for bending, shear, warping and extensional deformation modes, as well as radial, tangential and rotary inertias.
A first gradient nonlocal model of bending for Timoshenko functionally graded nanobeams based on the Eringen model is proposed.
These results seem consistent with the mini-kink model for DNA bending in the nucleosome, where DNA sharply bends into the minor and major groove at 5 bp intervals by a mechanism that involves lateral slide displacements [69].
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