1995
DOI: 10.1115/1.2826100
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New Methods for the Dynamic Analysis of Flexible Single-Input and Multi-Input Cam-Follower Systems

Abstract: The need to limit system vibrations makes the dynamic behavior of flexible highspeed cam-follower systems (as well as other machines subject to periodic motion) an important topic in the design of any such system. Researchers have worked extensively on this subject since before the turn of the century, both to determine dynamic behavior, and to improve and control that behavior. The goals in these analyses are to: 1) predict when and if the follower jumps off the cam; 2) determine the cam contact forces; 3) de… Show more

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Cited by 17 publications
(7 citation statements)
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“…The torque on cam, T cam , and torque on flywheel, T flywheel , are same as torque on driven‐gear since they are fixed to the same shaft (i.e., T cam = T flywheel = T gear ). The cam and vibration system behaves like a typical cam–follower . When the cam is in contact with the follower, it will experience a resistive torque, T follower , acting opposite to the direction of cam rotation.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…The torque on cam, T cam , and torque on flywheel, T flywheel , are same as torque on driven‐gear since they are fixed to the same shaft (i.e., T cam = T flywheel = T gear ). The cam and vibration system behaves like a typical cam–follower . When the cam is in contact with the follower, it will experience a resistive torque, T follower , acting opposite to the direction of cam rotation.…”
Section: Resultsmentioning
confidence: 99%
“…The cam and vibration system behaves like a typical cam-follower. [26,27] When the cam is in con tact with the follower, it will experience a resistive torque, T follower , acting opposite to the direction of cam rotation. If T follower is too large due to high spring stiffness, then the cam will not rotate.…”
Section: Figure 2amentioning
confidence: 99%
“…In the case of cam-follower systems, various models have been proposed characterized by different degrees of complexity, ranging from simple models with 1 DOF (Degree of Freedom) [28] to complex models with 21 DOF [43] that use the additional DOF to include the effects of camshaft torsion and bending, backlash, squeeze of lubricant in bearings and so on. Nevertheless, there is general agreement, confirmed by experience in different applications, that a lumped parameter single degree of freedom model is adequate to represent most aspects of the dynamic behaviour of a cam-follower system (for example, see [2,4,21,28]). …”
Section: Mathematical Modellingmentioning
confidence: 88%
“…Finally, expression (14) in Section 4.2 can be obtained by substituting (19), (21) and (23) into Equation (13).…”
mentioning
confidence: 99%
“…In general, cam-follower systems can be thought of as impact oscillators with moving boundaries [20,30,15,40]. While the dynamics of impact oscillators with continuous forcing has been the subject of many papers in the existing literature (see for example [32], [17], [6,7]), the possible intricate bifurcation behaviour of impact oscillators with discontinuous forcing was discussed only recently, as for example in [8].…”
Section: Introductionmentioning
confidence: 99%