Study and Design of Feedrate Scheme in CNC Interpolation
Hao Zhu, Jing Nan Liu, An Kang Yang, Mu Lan Wang
Abstract
Hao Zhu, Jing Nan Liu, An Kang Yang, Mu Lan Wang
Abstract
In this paper, the usual feedrate control methods are introduced. The characters of them are analyzed. The shortcomings such as the discontinuity of acceleration and jerk in these methods will influence the accuracy of CNC. In order to overcome the weaknesses, a novel feedrate scheme based on fractional power polynomial is proposed. The constraint condition is discussed. The jerk-time curves, acceleration-time curves feedrate-time curves are contrasted. The simulation result shows that this feedrate scheme can fulfill the requirements of high-speed and high-accuracy through the interpolation process.
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In this paper, the usual feedrate control methods are introduced. The characters of them are analyzed. The shortcomings such as the discontinuity of acceleration and jerk in these methods will influence the accuracy of CNC. In order to overcome the weaknesses, a novel feedrate scheme based on fractional power polynomial is proposed. The constraint condition is discussed. The jerk-time curves, acceleration-time curves feedrate-time curves are contrasted. The simulation result shows that this feedrate scheme can fulfill the requirements of high-speed and high-accuracy through the interpolation process.
Key concepts: Jerk, Acceleration, Interpolation (computer graphics), Scheme (mathematics), Control theory (sociology), Process (computing), Discontinuity (linguistics), Engineering