[1]  GLEASON. Generated hypoid gears duplex helical method [M]. Rochester：The Gleason Works，1971.

 [2]  TSAY C B，LIN J Y. A mathematical model for the tooth  geometry of hypoid gears [J]. Mathematical and Computer Modelling，1993，18(2)：23-34.

 [3]  LIN C Y，TSAY C B，FONG Z H. Computer-aided manufacturing of spiral bevel and hypoid gears by applying optimization techniques [J]. Journal of Materials Processing Technology，2001，114：22-35.

 [4]  IGNACIO G P，FUENTES A，KAHRAMAN A. Computerized design and tooth contact analysis of spiral bevel gears generated by the duplex helical method[C]// Proceedings of the ASME 2011 International Design Engineering Technical Conference & Computers and Information in Engineering Conference，August 28-31，2011，Washington，DC. New York：ASME，2011：1-10.

 [5]  王哲，刘庆民，张德君，等. 加工弧齿锥齿轮的精确双重螺旋法（Ⅰ）[J]. 吉林林学院学报，1995，11(2)：75-79.        WANG Zhe，LIU Qingmin，ZHANG Dejun，et al. The exact duplex helical method in generation of spiral bevel gears (I)[J]. Journal of Jilin Forestry University，1995，11(2)：75-79.

 [6]  曾韬. 弧齿锥齿轮设计与加工[M]. 哈尔滨：哈尔滨工业大学出版社，1989.

         ZENG Tao. Design and manufacture of spial bevel and hypoid gears[M]. Harbin：Harbin Institute of Technology Press，1989.

 [7]  爱·维尔德哈泊．锥齿轮和准双曲面齿轮啮合原理[M]．北京：机械工业出版社，1958．WILDHABER E. Principle of gearing of bevel and hypoid gears[M]. Beijing：China Machine Press，1958.

 [8]  BORIS A S. Design and manufacture of hypoid gears [M]. Rochester：The Gleason Works，1978.

 [9]  FUENTES A，IGNACIO G P，LITVIN F L，et al. Design, manufacture, and evaluation of prototypes of low-noise high-endurance spiral bevel gear drives [C]// Proceeding of IDETC/CIE 2005 ASME 2005 International Design Engineering Technical Conferences & Computers and Information in Engineering Conference，September 24-28，2005，Long Beach，Clifornia. New York：ASME，2005：1-11.

[10]  LITVIN F L，FUENTES A，KAHRAMAN A. Design，manufacture，stress analysis，and experimental tests of low-noise high endurance spiral bevel gears [J]. Mechanism and Machine Theory，2006 (41)：83-118.

[11]  ARGYRIS J，FUENTES A，LITVIN F L. Computerizedintegrated approach for design and stress analysis of spiral bevel gears [J]. Computer Methods in Applied Mechanics and Engineering, 2002，191：1057-1095.

[12]  吴序堂. 齿轮啮合原理[M]. 2版. 西安：西安交通大学出版社，2009.   WU Xutang. Principle of gearing [M]. 2nd ed. Xi’an：Xi’an Jiaotong University Press，2009.

[13]  LITVIN F L. Gear geometry and applied theory [M]. Melbourne：Cambridge University Press, 2004.

[14]  董学朱. 齿轮啮合理论基础[M]. 北京：机械工业出版社，1989.   DONG Xuezhu. Gear meshing theory foundation[M]. Beijing：China Machine Press，1989.

[15]  北京齿轮厂. 格利森锥齿轮技术资料译文集——第二分册——格利森锥齿轮设计及计算[M]. 北京：机械工业出版社，1983.  Beijing Gear Factory. A collection of technical materials of Gleason system bevel gears-the second volume-design and calculation of Gleason system bevel gears [M]. Beijing：China Machine Press，1983.

[16]  ANSI/AGMA 2005-D03. Design manual for bevel gears [S]. Alexandri：American Gear Manufacturers Association，2003.

[17]  ANSI/AGMA ISO 23509-A08. Bevel and hypoid gear geometry [S]. Alexandria：American Gear Manufacturers

         Association，2008.

[18]  KOLIVAND M，KAHRAMAN A. A load distribution model for hypoid gears using ease-off topography and shell theory [J]. Mechanism and Machine Theory，2009，44：1848-1865.

[19]  SHIH Y P. A novel ease-off flank modification methodology for spiral bevel and hypoid gears [J]. Mechanism and Mechine Theory，2010，45：1108-1124.

[20]  KOLIVAND M，KAHRAMAN A. An ease-off based method for loaded tooth contact analysis of hypoid gears having local and global surface deviations [C]// Proceedings of the ASME 2009 International Design Engineering Technical Conferences & Computers and Information in Engineering Conference，August 30-September 2，2009，San Diego，California. New York：ASME，2009：1-10.

[21]  ARTONI A，KOLIVAND M，KAHRAMAN A. An ease-off based optimization of the loaded transmission error of hypoid gears [J]. ASME Journal of Mechanical Design，2010，132：011010-1-011010-9.