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COMPUTER SIMULATION OF THREE-DIMENSIONAL CHIP KINEMATICS IN MACHINING

机译:加工中三维芯片运动学的计算机模拟

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Effective chip control is an essential requirement of modern automatic and computer numerically controlled (CNC) machining operations. This paper asserts that the study of chip control can be divided into three branches―chip dynamics, chip kinematics, and chip breaking mechanics―each having different research emphasis. Chip kinematics is becoming a promising research area, serving as an essential bridge between the other two branches. In developing the mathematical formulation of chip kinematics, this paper introduces three patterns of chip curl, i.e., up-, side-, and lateral-curl, followed by the establishment of a Cartesian coordinate system. Chip form is measured by three geometric parameters: the resultant radius R of chip curl, the pitch P of the chip helix, and the inclined angle θ of the helical axis to the helical surface. It is revealed that the final chip form is determined by four governing variables: chip up-, side-, and lateral-curl radii (R_u, R_s, and R_J) and chip side-flow angle (η_s). The effect of R_u, R_s, R_J, and η_s on chip forms is investigated. A set of new chip kinematical equations and computer-simulated chip forms are also established in this paper.
机译:有效的切屑控制是现代自动和计算机数控(CNC)加工操作的基本要求。本文认为,对切屑控制的研究可以分为三个分支,即切屑动力学,切屑运动学和切屑断裂力学,每个分支都有不同的研究重点。芯片运动学正在成为有前途的研究领域,成为其他两个分支之间的重要桥梁。在开发切屑运动学的数学公式时,本文介绍了切屑卷曲的三种模式,即向上,侧面和横向卷曲,然后建立了笛卡尔坐标系。切屑形状由三个几何参数测量:切屑卷曲的合成半径R,切屑螺旋的螺距P和螺旋轴相对于螺旋表面的倾斜角θ。结果表明,最终切屑形式由四个控制变量决定:切屑上,下和侧弯半径(R_u,R_s和R_J)和切屑侧流角(η_s)。研究了R_u,R_s,R_J和η_s对芯片形式的影响。本文还建立了一组新的芯片运动方程式和计算机模拟的芯片形式。

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