2017
DOI: 10.1016/j.ijmachtools.2016.12.007
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A NURBS interpolator with constant speed at feedrate-sensitive regions under drive and contour-error constraints

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Cited by 110 publications
(56 citation statements)
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“…At the end of each feedrate scheduling cycle, the look-ahead window slides forward to another by a third of its length L smax . W 2 i and W 3 i become W 1 i + 1 and W 2 i + 1 of the next window W i + 1 , and newly buffered reference points comprise the third part of W i + 1 . This tri-step forward lookahead strategy guarantees that the critical points with feedrate violation are always located in the third part of the look-ahead window because the length of a nonschedulable block is always shorter than L smax .…”
Section: Windowed Look-ahead Feedrate Scheduling Methodsmentioning
confidence: 99%
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“…At the end of each feedrate scheduling cycle, the look-ahead window slides forward to another by a third of its length L smax . W 2 i and W 3 i become W 1 i + 1 and W 2 i + 1 of the next window W i + 1 , and newly buffered reference points comprise the third part of W i + 1 . This tri-step forward lookahead strategy guarantees that the critical points with feedrate violation are always located in the third part of the look-ahead window because the length of a nonschedulable block is always shorter than L smax .…”
Section: Windowed Look-ahead Feedrate Scheduling Methodsmentioning
confidence: 99%
“…By comparison, the feedrate scheduling is accomplished in the off-line stage in some prior works. 3,15 Since the feedrate profile generation is displacementcontrolled, and the NURBS interpolation uses chord length to approximate the curve length by its very nature, the terminal error always exists at the end of an NURBS block when interpolating the NURBS curve with the scheduled feedrate profile. In this article, a compensation feedrate profile scheduling method is proposed to eliminate the terminal error, which also considers the rounding error at the transition point between a constant speed stage and a variable speed stage.…”
Section: Introductionmentioning
confidence: 99%
“…The toolpath is planned in commercial CAM software, the cutting force can be predicted from the tool engagement geometry and the local feedrate limit is imposed to confine the resultant cutting force according to the cutting force model. Guo et al [56] added the axis tracking error to the constraints. They established the relationship between the tracking error and the input signal of the high-order servo system.…”
Section: Feedrate Schedulingmentioning
confidence: 99%
“…The feedrate-sensitive point method searches dangerous corners with considered constraints, and connects the allowable speed values at these corners smoothly. For example, Yong and Narayanaswami 7 scheduled the feedrate-sensitive corners under limited chord-error, and connected the sensitive corners with acceleration constriants; Fan et al 8 determined the permissible velocities of critical points with acceleration and jerk constraints, and connected them with a proposed jounce confined feedrate profile; Jia et al 9 scheduled feedrate-sensitive regions under confined chord error, acceleration, jerk, and contour error, and connected these regions with the jerk-limited S-shape feedrate profile. This kind of method is mainly applicable to three-axis machine tools.…”
Section: Introductionmentioning
confidence: 99%