带有模块化超约束三角锥的抛物面圆柱体展开机构的设计与运动学分析

IF 1.8 4区 工程技术 Q3 ENGINEERING, MECHANICAL
Hui Yang, Dongtian Wu, Yan Wang, Hong Xiao
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引用次数: 0

摘要

太空任务需要在复杂的太空环境中具有紧凑外形的新型机构。本研究提出了一种模块化三角金字塔抛物面圆柱体展开机构。模块化可展开单元包含一个过度受限的三角形金字塔可展开机构和一个对称的梯形布里卡德连杆机构,后者驱动机构的纵向和横向运动。在两个对称连杆之间增加了一个缆网,形成抛物线圆柱形反射器,并采用力密度法进行分析。采用 Denavit-Hartenberg (D-H) 坐标法分析运动特性。根据角位移的解析解,从螺杆理论推导出机构的自由度。随后,得到关节点的角速度和加速度。最后,建立了模块化三角金字塔抛物面圆柱体可展开机构的运动学模型,并通过数值方法验证了理论模型的准确性。这种新型抛物面圆柱体可展开机构将在航空航天领域产生重大影响。最重要的是,这项工作对抛物面圆柱体天线的展开机构设计具有重要价值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design and kinematics analysis of a parabolic cylinder deployment mechanism with modular over-constrained triangular pyramid
Space missions require novel mechanisms that can have compact form in complex space environments. This study proposes a modular triangular pyramid parabolic cylinder deployment mechanism. The modular deployable unit contains an over-constrained triangular pyramid deployable mechanism and a symmetrical trapezoidal Bricard linkage that drives the longitudinal and transverse motions of the mechanism. A cable net is added between two symmetrical linkages to form a parabolic cylindrical reflector and is analyzed by the force density method. The Denavit-Hartenberg (D-H) coordinate method is used to analyze the kinematic characteristics. Based on the analytical solution for the angular displacement, the degrees of freedom of the mechanism are derived from screw theory. Subsequently, the angular velocity and acceleration of the joint points are obtained. Finally, kinematic models of the modular triangular pyramid parabolic cylinder deployable mechanism are established, and the accuracy of the theoretical model is verified using a numerical method. This novel parabolic cylinder deployable mechanism will have a significant influence in aerospace domain. Crucially, the work has value to design deployment mechanism for parabolic cylinder antenna.
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来源期刊
CiteScore
3.80
自引率
10.00%
发文量
625
审稿时长
4.3 months
期刊介绍: The Journal of Mechanical Engineering Science advances the understanding of both the fundamentals of engineering science and its application to the solution of challenges and problems in engineering.
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