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The transition algorithm based on parametric spline curve for high-speed machining of continuous short line segments

机译:基于参数样条曲线的过渡算法,用于连续短线段的高速加工

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摘要

A numerical control (NC) program generated by a complex CAD/CAM system mainly composes a number of short line segments. For continuous short line segment machining, the traditional machining approach and the direct transitional approach cause the oscillations of the federate and affect machining efficiency. Moreover, the arc transitional approach enhances machining efficiency, but it brings about the greater machining error. To increase the smoothness of velocity profile and machining efficiency of continuous short line segment machining, this paper presents a parametrical cubic spline curve transitional approach with the S-shaped jerk-limited acceleration and deceleration with look-ahead. The trajectory error of the transitional curve is deduced according to the correlative factors, the preconditions of the transitional curve are put forward and analyzed, the mathematical model of the parametrical cubic spline curve is constructed, and the constraint conditions of the transforming velocity are built. In addition, the velocity control method is adopted for the smoother velocity profile. Thus, the machining productivity is dramatically increased and the velocity profile is more smoothness. The simulative and experimental results verify the feasibility and validity of the proposed approach.
机译:由复杂的CAD / CAM系统生成的数控程序主要由许多短线段组成。对于连续的短线段加工,传统的加工方法和直接过渡方法会导致联邦的振荡并影响加工效率。此外,弧过渡方法提高了加工效率,但是带来了更大的加工误差。为了提高速度曲线的平滑度和连续短线段加工的加工效率,本文提出了一种参数化三次样条曲线过渡方法,其前瞻性地具有S形加速度限制和加减速。根据相关因素推导了过渡曲线的轨迹误差,提出并分析了过渡曲线的前提条件,建立了参数三次样条曲线的数学模型,并建立了变换速度的约束条件。另外,速度控制方法用于更平滑的速度曲线。因此,极大地提高了加工生产率,并且速度分布曲线更加平滑。仿真和实验结果验证了该方法的可行性和有效性。

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