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SMOOTH CORNERING STRATEGY FOR HIGH SPEED CNC MACHINE TOOLS WITH CONFINED CONTOUR ERROR

机译:约束轮廓误差的高速数控机床的光滑转角策略

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Conventional tool-paths for CNC (computer numerical controlled) machine tools or NC positioning systems are mainly composed of linear motion segments, or so called the G1 commands. Interpolating along linear tool-paths exhibits serious limitations in terms of achieving the desired part geometry and productivity in high-speed machining. Velocity and acceleration discontinuities occur at the junction points of consecutive segments. In order to generate smooth and continuous feed motion, a kinematic corner smoothing algorithm is proposed in this paper, which plans smooth acceleration and jerk profiles around the segment junction to realize continuous velocity transition between consecutive linear segments. The proposed corner-smoothing algorithm eliminates the need for geometry based corner-blending techniques and presents a computationally efficient interpolation scheme. The cornering error is controlled analytically allowing the end-user to control the cornering tolerance. Drive's acceleration and the jerk limits are fully utilized to minimize overall cornering duration. This delivers a time optimal cornering motion within user specified cornering error tolerances. Simulation studies are used to demonstrate the effectiveness of proposed high-speed cornering scheme.
机译:CNC(计算机数控)机床或NC定位系统的常规刀具路径主要由线性运动段或所谓的G1命令组成。沿线性刀具路径进行插补在实现高速加工中所需的零件几何形状和生产率方面表现出严重的局限性。速度和加速度的不连续性出现在连续段的交界点处。为了产生平稳连续的进给运动,本文提出了一种运动拐角平滑算法,该算法在段交界处规划平滑的加速度和加速度率分布,以实现连续线性段之间的连续速度过渡。提出的拐角平滑算法消除了对基于几何的拐角融合技术的需求,并提出了一种计算有效的插值方案。通过分析控制转弯误差,使最终用户可以控制转弯公差。充分利用了驱动器的加速度和加速度限制,以最大程度地缩短总体转弯持续时间。这样可以在用户指定的转弯误差公差范围内提供最佳的转弯运动时间。仿真研究用于证明所提出的高速转弯方案的有效性。

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