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Stewart平台式并联机床的一种运动及受力分析方法 被引量:2

Analysis and Calculation on Kinematics and Statics of Stewart Platform Machine Tools
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摘要 并联机床被誉为21世纪的新型加工中心,但它所能发挥的性能仍受到现有机构计算理论、测量及标定方法的限制.目前已有的正向求解方法,由于非线性的影响,有求解过程复杂和多解的问题,难以用于并联机床的运动控制,为此,建立了6-3 S tew art平台式并联机床结构的运动学和力学模型,其中采用对称分布的3个位移传感器用于机构的位置分析,并将降阶的运算操作与传感器方式相结合,实现了机构分析的正向算法,并开发了数值模拟程序.这种方法明显降低运算消耗,并提高了精度. Parallel structured machine tools are known as a new generation multi-axis machining centre in manufacturing for the 21st century, but because of the complex mechanisms their performance development is limited by the existing mathematical algorithms, measurement technique and calibration method. In current researches, the methods for forward kinematics of parallel mechanisms still have difficult procedures and multi-solutions due to the nonlinear mathematical properties and are unlikely used in kinematics control for parallel structured machine tools. Therefore, in terms of the mechanism features, an analysis model for 6-3 Stewart platform machine tools is established to obtain the kinematics and statics solutions. In particular, 3 extra symmetrically located displacement sensors are used for direct kinematics resolution combining some special geometrical operations, hence closed form solution for forward kinematics is implemented and corresponding numerical simulations are developed.
出处 《武汉理工大学学报(交通科学与工程版)》 2007年第2期333-336,共4页 Journal of Wuhan University of Technology(Transportation Science & Engineering)
关键词 并联机构 STEWART平台 机床 运动学 力学 parallel mechanisms stewart platform machine tool kinematics statics
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参考文献5

  • 1邱志成,谢存禧,谈大龙,赵明扬.一种并联机床的位置、速度和加速度逆解[J].机械设计与研究,2004,20(z1):203-206. 被引量:1
  • 2Nanua P,Waldron K J,Murthy V.Direct kinematic solution of a stewart platform.IEEE Trans.Rob.Autom.,1990,6(4):438-444
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  • 5Fichter E F.A steward platform-based manipulator:general theory and practical construction.Inter.J.of Robotics Research,1996,5(2):157-181

二级参考文献4

  • 1[1]D. Stewart. A platform with six-degrees-of-freedom.Proc. Insy. Eng., vol. 180, pt. 1, no. 15, pp371-386,1965/1966
  • 2[5]J-P. Merlet. Direct Kinematics and Assembly Modes of Parallel Manipulators[J]. The International Journal of Robotics Research, 1992, 11(2)
  • 3[6]Yuefa Fang and Zhen Huang. Kinematics of a Three-Degree-Of-Freedom In-parallel Actuated Manipulator Mechanism[J]. Mech. Mach. Theory,1997, 32(7):789~796,
  • 4[8]Jean-pierre Merlet. Singular Configurations of Parallel Manipulators and Grassmann Geometry[J].The International Journal of Robotics Research,1989, 8(5):45-56

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