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The stiffness of elastic pin coupling includes radial stiffness, axial stiffness and torsional stiffness. In practical engineering, load changes are often caused by torsional vibration due to torque fluctuations, so the main stiffness of coupling transmission is torsional stiffness. Generally, in the shafting drive, the stiffness of other parts of the system will be much larger than that of the elastic pin coupling. Therefore, in the simplified case, assuming that the elasticity of other parts is zero, only the elasticity of the coupling transmission parts is considered. The torsional rigidity of the coupling transmission is taken as the torsional rigidity of the transmission shafting.
Although the elastic pin coupling generally has the function of buffering and vibration absorption, but with a specified stiffness of the coupling transmission parts, not in every kind of variable torque can produce the effect of vibration reduction, sometimes it will cause stronger vibration. Therefore, only when the stiffness of the coupling fittings is coordinated with other parameters and loads of the entire transmission shafting, can the effect of vibration reduction be produced. In order to solve the kinematic differential equation of coupling accessories, it is necessary to simplify the mechanical models of moment of inertia and stiffness on the active and driven sides of coupling in the transmission shafting system.
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