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Optimum Design of the Involute-Cycloid Composite Tooth Profile Helical Gear [PDF]
The tooth bending and tooth contact strengths of the involute-cycloid composite tooth profile helical gear, which was developed as a non-involute tooth profile gear based on cycloid tooth profile, are directly affected by its tooth profile.
Kazuteru Nagamura, Kiyotaka Ikejo
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Gear geometry of cycloid drives
Science in China Series E: Technological Sciences, 2008zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Chen, Bingkui +3 more
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Mechanical Analysis of Cycloid Gear Rod
Advanced Materials Research, 2014This article aims at the fracture problem of the transmission linkage of swaying yarn machine, based on the improved transmission mechanism, used the theory of Kinematics and Mechanics, the paper analyzed and calculated the transverse force and the longitudinal force on the transmission linkage of the swaying yarn machine, and got the force direction ...
Yan Qiu Liu, Yan Ping Peng, Tao Chen
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Axial Flux Cycloidal Magnetic Gears
IEEE Transactions on Magnetics, 2014The radial flux cycloid permanent magnet gear is characterized by a high gear ratio and a high torque density due to the use of one air gap. There are at least three disadvantages of this gear: 1) eccentric motion of the output rotor must be transferred to concentric shaft rotation; 2) the bearing loads are very large due to the offset rotor rotation ...
Kent Davey +2 more
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On Martin Disteli's spatial cycloidal gearing
Mechanism and Machine Theory, 2013Abstract The modeling of the tooth flanks of gears with skew axes still represents a challenge to geometers. This paper is a contribution along these lines, as pertaining to gears with skew axes and cycloidal teeth. To this end, the authors follow and extend the results reported by Martin Disteli at the turn of the 20th century concerning the general
FIGLIOLINI, Giorgio +2 more
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Research of Characteristics and Parameters of Cycloidal Gear
2018One of the most important tasks of modern mechanical engineering is to develop efficient drive mechanisms, possessing high accuracy, security, and significant load capacity at low weight and dimensions. For a successful solution of this problem, the improved research methods and the automation of design process of technical means, providing the ...
Yu. I. Brovkina +2 more
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The design and construction of cycloidal magnetic gears
2017 IEEE International Electric Machines and Drives Conference (IEMDC), 2017The cycloidal magnetic gear will produce more torque than a competing planetary magnetic gear due to the presence of one air gap and no ferromagnetic pieces. Maximum torque production is dependent on the ratio of the outer to inner ring radius and the eccentricity, or displacement of the inner ring.
Kent Davey +3 more
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Mechanism and Machine Theory, 1997
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sung, L. M., Tsai, Y. C.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sung, L. M., Tsai, Y. C.
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Sliding ratio for novel cycloidal gear drive
Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 2017In this paper, for a novel spur cycloidal gear drive with a modified tooth profile, the equations of the sliding ratio are deduced from those of its tooth profile. Using the sliding ratio equations, the sliding ratio of the novel cycloidal gear drive is investigated and effects of the drive parameters on the sliding ratio are analysed.
Lizhong Xu, Shuang Li, Wenping Wang
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Mathematical model and analysis on cycloid planetary gear
2011 Second International Conference on Mechanic Automation and Control Engineering, 2011Cycloid planetary gear plays an important role in precision transmission. Accuracy control of transmission is an extra crucial requirement for design and manufacture. Firstly presented a mathematical approach for precision analysis on cycloid gear, it enable predict mesh stiffness, backlash and angular transmission error with consideration of ...
null Jing Zhang +2 more
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