2014
DOI: 10.1177/0954406213519436
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Mathematical modeling and simulation of high-speed cam mechanisms to minimize residual vibrations

Abstract: Mathematical modeling, simulation, and optimum design of equivalent one degree-of-freedom high-speed cam mechanisms used for internal combustion engines are investigated in this study. The dynamic equation governing the dynamic behavior of a typical high-speed cam–follower system of an internal combustion engine has been simplified using dimensionless analysis method. The resulting model is then used to find the optimum cam shape to reduce the residual vibrations in the follower part of the system. The Lagrang… Show more

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Cited by 12 publications
(6 citation statements)
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“…To evaluate the theoretical contribution of the input motion curve (displacement excitation) independently, external disturbances such as force excitation or interface friction are not taken into consideration. This kind of SDOF model (Figure 7) has demonstrated its applicability in the dynamics representation of many high-speed industrial cam mechanisms [22,23]. Dynamics characteristics are of major concern in cam-driven mechanical systems [21], particularly in high-speed scenarios [22].…”
Section: Global Kinematics Optimization For Minimized Motion Peaksmentioning
confidence: 99%
See 1 more Smart Citation
“…To evaluate the theoretical contribution of the input motion curve (displacement excitation) independently, external disturbances such as force excitation or interface friction are not taken into consideration. This kind of SDOF model (Figure 7) has demonstrated its applicability in the dynamics representation of many high-speed industrial cam mechanisms [22,23]. Dynamics characteristics are of major concern in cam-driven mechanical systems [21], particularly in high-speed scenarios [22].…”
Section: Global Kinematics Optimization For Minimized Motion Peaksmentioning
confidence: 99%
“…This kind of SDOF model (Figure 7) has demonstrated its applicability in the dynamics representation of many high-speed industrial cam mechanisms [22,23]. Dynamics characteristics are of major concern in cam-driven mechanical systems [21], particularly in high-speed scenarios [22]. Concerning the dynamics optimization of the motion curve, a typical disk cam-translating follower transmission system with a single degree of freedom (SDOF) is considered, as illustrated in Figure 7.…”
Section: Global Kinematics Optimization For Minimized Motion Peaksmentioning
confidence: 99%
“…A lot of optimization methods and algorithms have been also adopted by researchers to improve the cam design. They proposed the golden section method (Hwang and Yu, 2005), the Lagrange multipliers method (Kaplan, 2014), and the Kriging method (Qin and He, 2010), by using Genetic Algorithm (Tsiafis et al, 2009;Xiao and Zu, 2009;Cabrera et al, 2002). Fourier's series (Cabrera et al, 2002), by coupling the analytical law with numerical expressions (Ottaviano et al, 2008), and polynomial approach (Tsay et al, 1996;Acharyya and Naskar, 2008).…”
Section: Introductionmentioning
confidence: 99%
“…Another disadvantage is that the pistons move relative to the cylinders in a rectilinear reciprocating motion. This motion places increased demands on balancing the smooth operation of engines using additional balancing components [2,12,13].…”
Section: Introductionmentioning
confidence: 99%