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一种平行轴圆截面线齿轮齿廓的构建方法 被引量:1

Construction Method of Tooth Profile of a Parallel Shaft Circular Cross Section Line Gear
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摘要 在空间曲线啮合理论的基础上,研究平行轴线齿轮的传动机构。以螺旋线为中心线,研究截面为圆时主动线齿的曲面方程,并以此构建主动线齿轮齿面齿廓。以同轴心的圆截面为从动线齿轮的齿廓截面,并根据从动轮中心线构建从动轮齿面方程。分析线齿轮啮合传动时主动线齿上的正反转接触线,并根据空间曲线啮合方程求出从动线齿的正反转接触线。此正反转接触线应满足从动线齿轮中心线构建的圆截面从动线轮齿面方程。可通过增加齿数提高其重合度以提高传动稳定性。通过建立线齿轮副3D模型并进行运动学模拟仿真实验,结果表明,此方法构建的平行轴圆截面线齿轮装配无法向侧隙,且传动过程无干涉,能够满足设计的传动比需求。 Based on the space curve meshing theory, the transmission mechanism of parallel shaft line gear is studied. Taking the spiral line as the center line, the surface equation is studied as the cross section is circle, and the driving surface is constructed according to the equation. The driven surface is constructed according to the driven center line and the same circular section of the driving surface. The forward and reverse contact lines on the driving surface are analyzed, and the contact line of the driven gear i the space curve meshing equation. The forward and reverse contact line should meet the constructed by the construction method as the driving surface is constructed. The method ber of teeth to improve its coincidence degree to increase transmission stability is studied s obtained according to lation experiment is carried out by the established 3D line gear model. The results show the parallel shaft circular section line gear constructed by this method can be assembled without normal gap, and there is no interference during the transmission process and it can meet the designed transmission ratio.
作者 何恩义 He Enyi(School of Mechanical and Power Engineering, China Three Gorges University, Yichang 443000 Chin)
出处 《机械传动》 CSCD 北大核心 2017年第10期60-64,共5页 Journal of Mechanical Transmission
基金 宜昌市科技局其他科学研究计划项目(A16-302-a08) 水电机械设备设计与维护湖北省重点实验室(三峡大学)开放基金(2016KJX10) 人才科研启动基金(KJ2013B041)
关键词 平行轴线齿轮 空间曲线啮合理论 法向侧隙 Parallel shaft line gear Space curve meshing theory Normal gap
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  • 1LUO Shanming, WU Yue, WANG Jian. The generation principle and mathematical models of a novel cosine gear drive[J]. Mechanism and Machine Theory, 2008, 43( 12): 1543-1556. 被引量:1
  • 2LITVIN F L, FUENTES A. Gear geometry and applied theory[M]. Cambridge: Cambridge University Press, 2004. 被引量:1
  • 3WU Daren, LUO Jiashun. A geometric theory of conjugate tooth surfaces[M]. Singapore: World Scientific, 1992. 被引量:1
  • 4DOONER D B, GRIFFIS M W. On spatial Euler-Savary equations for envelopes[J]. Journal of Mechanical Design, 2007, 129(8): 865-875. 被引量:1
  • 5PUCCIO F D, GABICCINI M, GUIGGIANI M. Generation and curvature analysis of conjugate surfaces via a new approach[J]. Mechanism and Machine Theory, 2006, 41(4): 382-404. 被引量:1
  • 6CHEN C K, CHIOU S T, FONG Z H, et al. Mathematical model of curvature analysis for conjugate surfaces with generalized motion in three dimensions[J]. Proceedings of the Institution of Mechanical Engineers Part C: Journal of Mechanical Engineering Science, 2001,215(4): 487-502. 被引量:1
  • 7CHEN Yangzhi, LIU X, CHETWYND D G, et al. Investigation of a novel elastic- mechanical wheel transmission under light conditions[J]. Mechanism and Machine Theory, 2008, 43(11): 1462-1477. 被引量:1
  • 8Gosselin C, Cloutier L, Nguyen Q 19. A general formulation for the calculation of the load sharing and transmission error un- der load of spiral bevel and hypoid gears [J]. Mechanism and Machine Theory, 1995, 30 (3): 433-450. 被引量:1
  • 9Litvin F L, Chen J S, Lu J, et al. Application of finite element a- nalysis for determination of load share, real contact ratio, precision of motion, and stress analysis [J]. Journal of Mechanical Design, Transactions of theASME, 1996, 118 (4).. 561-567. 被引量:1
  • 10Gosselin C, Gagnon P, Cloutier L. Accurate tooth stiffness of spiral bevel gear teeth by the finite strip method [J]. Journal of Mechanical Design, Transactions of the ASME, 1998, 120 (4): 599-605. 被引量:1

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