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Geometric Design of Planar Four-Bar Mechanisms.

机译:平面四连杆机构的几何设计。

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摘要

Outstanding issues concerning systematic design procedures for planar four-bar mechanisms, specifically three aspects hitherto not addressed, are treated in this thesis. These include (1) Advance-retire crank angle ratio for crank-rockers, (2) angle ratio for double-rockers and, (3) lead-lag angle ratio for double-cranks.;This thesis aims to introduce a systematic method to determine parameters of planar four-bar mechanisms which specify a unique mechanism design. The design procedures introduced are based on the geometric properties of mechanisms. The symmetry of these geometric formulations makes it easy to find a unique mechanism design for defined design parameters. Moreover, the relations derived can be conveniently programmed and implemented in "Computer Aided Design (CAD)" algorithms.;The equations, which are revealed for the first time in this thesis, can be used to determine a unique planar linkage design for specified design parameters. These design parameters are such characteristics of the mechanisms which are of particular importance to the designer, i.e., link lengths, assembly sequence and choice of fixed link. All design parameters and design formulations are dimensionless, giving this opportunity to the designer to select ratios instead of size.;Crank-rocker, slider-crank, double-rocker, and double-crank mechanisms are studied in this thesis. The design parameters are: The ratio of coupler length to crank throw radius and the time ratio for crank-rocker and slider-crank; oscillating angles of two rockers and the ratio of two rocker link lengths for double-rocker; and specified minimum and maximum leads and the angles at which the driver link has these extreme leads relative to the driven link for crank-crank mechanisms.;Each chapter is devoted to the design of one of three types of planar four-bar mechanisms. Crank-rocker and slider-crank mechanisms are studied in one chapter since their design procedures are mainly the same. Double-rocker and double-crank mechanisms are the others. For each type of mechanism, the design parameters are introduced, then the design process and design equations are provided and clarified with proper figures and plots. Finally, the design process is illustrated with numerical examples and validated by Grashof's criterion. Explanation of the step-by-step process to obtain each mechanism design is clearly illustrated with appropriate diagrams.
机译:本文针对平面四连杆机构的系统设计程序,尤其是迄今为止尚未解决的三个方面,提出了尚待解决的问题。其中包括(1)曲柄摇杆的进退曲轴角比,(2)双曲柄摇杆的角度比,(3)双曲柄的超前-滞后角比。确定平面四杆机构的参数,这些参数指定了独特的机构设计。引入的设计程序基于机构的几何特性。这些几何公式的对称性使查找定义的设计参数的独特机构设计变得容易。而且,导出的关系可以方便地在“计算机辅助设计(CAD)”算法中进行编程和实现。该方程在本文中首次揭示,可以用于确定特定设计的独特平面连杆设计参数。这些设计参数是机构的这种特征,这对设计者特别重要,即,链节的长度,装配顺序和固定链节的选择。所有设计参数和设计公式都是无量纲的,这为设计人员提供了选择比例而不是尺寸的机会。;本文研究了曲柄摇杆,滑块曲柄,双摇杆和双曲柄机构。设计参数为:联轴器长度与曲柄投掷半径的比值以及曲柄摇杆和滑块曲柄的时间比;两个跷板的摆动角和两个跷板连杆长度的比率;以及规定的最小和最大引线以及驱动器连杆相对于曲柄机构的从动连杆具有这些极端引线的角度。每一章专门介绍三种平面四连杆机构之一的设计。一章研究了曲柄摇杆和滑块曲柄机构,因为它们的设计步骤基本相同。其他的还有双摇杆和双曲柄机构。对于每种类型的机构,都要介绍设计参数,然后提供设计过程和设计方程式,并用适当的图和图进行说明。最后,通过数值示例说明了设计过程,并通过Grashof准则对其进行了验证。用适当的图清楚地说明了获得每种机构设计的分步过程。

著录项

  • 作者

    Shariatfar, Mahya.;

  • 作者单位

    McGill University (Canada).;

  • 授予单位 McGill University (Canada).;
  • 学科 Engineering Mechanical.
  • 学位 M.Eng.
  • 年度 2012
  • 页码 77 p.
  • 总页数 77
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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