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Convection in spherical shells under the influence of a radial force field is an important problem in classical convection theory.
Frictional resistance to sliding is generated by a radial force against the borehole wall over the whole length of the bolt.
The loads consist of an axial force, a circumferential force, a radial force and a bending moment.
It turns out that one can produce a radial force field, by applying a high voltage difference between the inner and outer spheres.
This will results in both a radial force pulling the motor further away from the center, and a tangential force which can induce a vibration stability problem.
To capture the stent buckling mechanism a computational model of a radial force test is simulated, where small geometric defects are introduced to remove symmetry and allow buckling to occur.
Similar(49)
So, any radial force, yep?
Based on the current literature, the combination of a high radial force and a low axial force is important.
The force curves represent the stability of a stent against a potential radial force from outside.
In order to eliminate this effect and produce a purely radial force field, an experiment is planned on the International Space Station.
In this paper, the nonlinear buckling of a thin elastic annular plate under a compressive radial force acting in the plane of the plate is considered.
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CEO of Professional Science Editing for Scientists @ prosciediting.com