破碎机
运动学
曲柄
机制(生物学)
四连杆机构
职位(财务)
运动学图
联动装置(软件)
运动链
角速度
计算机科学
结构工程
几何学
工程类
数学
机械工程
物理
经典力学
基因
经济
量子力学
化学
生物化学
铰链
财务
圆柱
作者
Moses Frank Oduori,S.M Mutuli,David Masinde Munyasi
标识
DOI:10.1177/0954406217735555
摘要
The purpose of this article is to obtain a comprehensive mathematical description of the kinematics of a double-toggle jaw crusher. The driving mechanism of the crusher is modeled as a planar six bar linkage. Two closed position vector loops that characterize the configuration of the mechanism are used to derive expressions for the angular position, velocity and acceleration of the moveable jaw. Dimensional data of a typical double-toggle jaw crusher are used in the derived mathematical expressions to demonstrate their application. Moreover, starting with the equation for the angular velocity ratio of the moveable jaw, with respect to the input crank, an expression for the ideal mechanical advantage of the crusher is derived. The expressions derived in this paper provide the foundation for further investigations into the mechanics and the design of the double-toggle jaw crusher.
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