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A first gradient nonlocal model of bending for Timoshenko functionally graded nanobeams based on the Eringen model is proposed.
A multiscale model of bending stiffness is proposed to capture the impact of changing the constituent tissues and the cross-sectional geometry.
The modelling of bending vibrations of a beam with a closing crack is realized based on the solutions for an intact beam and for a beam with an open crack.
We present a model problem of bending of a cylindrical rod with a screw armature.
Based on a quantitative description of the nuclear lamina we suggest a model for bending of this structure during cell senescence.
This paper proposes a theoretical model for bending behavior of woven fabric-based out-of-autoclave prepregs under conditions relevant to forming process.
By an efficient numerical algorithm that solves the model, the effect of bending on the nip pressure distribution is determined.
Therefore, the authors claimed the possibility of extending the RUC model to design of bending fatigue performance for other 3D braided composite structures.
According to the property of transmission line, one reduced (normal and bi-normal) galloping model, with regard of bending, rotation and eccentricity of cross section, is obtained.
An analytical model for prediction of bending behavior is essential for understanding the mechanism of the local stress distribution in the helical wires of the tension armor layers under alternative curvatures and rapid estimation of the service life of flexible pipes for designers in engineering practice.
Absorptivity predicted by the ANN is used as input to the FEM model for accurate modeling of laser bending process.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com