2017•Unpublished venueRequires access

Contouring error control for high-speed and high-precision five-axis CNC machine tools

Jing Zhang, Jiexiong Ding, Wei Wang, Qingzhao Li, Qichegn Ding, Li Du, Zhong Jiang

Open publisher page 3 citations

Abstract

In the five-axis high speed machining process, tool center point error and contouring error impact the quality of the workpiece surface. However, very few efforts have been made so far to simultaneously reduce the contouring errors and increase the speed. To this end, a model predictive control method is developed here. More precisely, the synchronization error is used to approximate the contouring error, which is defined as differential position errors between each axis and its two adjacent axes. A quadratic optimization algorithm which include tracking error, contouring error and cutting speed is afterwards derived. Finally, the proposed method is examined by a simulation.

About this research paper

What this paper is about

In the five-axis high speed machining process, tool center point error and contouring error impact the quality of the workpiece surface. However, very few efforts have been made so far to simultaneously reduce the contouring errors and increase the speed. To this end, a model predictive control method is developed here. More precisely, the synchronization error is used to approximate the contouring error, which is defined as differential position errors between each axis and its two adjacent axes. A quadratic optimization algorithm which include tracking error, contouring error and cutting speed is afterwards derived. Finally, the proposed method is examined by a simulation.

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Available abstract

In the five-axis high speed machining process, tool center point error and contouring error impact the quality of the workpiece surface. However, very few efforts have been made so far to simultaneously reduce the contouring errors and increase the speed. To this end, a model predictive control method is developed here. More precisely, the synchronization error is used to approximate the contouring error, which is defined as differential position errors between each axis and its two adjacent axes. A quadratic optimization algorithm which include tracking error, contouring error and cutting speed is afterwards derived. Finally, the proposed method is examined by a simulation.

Key concepts: Contouring, Computer science, Error analysis, Numerical control, Engineering, Computer graphics (images), Mathematics, Mechanical engineering

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