摘要
对环件轧制的变形几何区进行了定性及定量分析,推导了诸过程参数之间的运动学关系.对过程控制中液压伺服系统与电机伺服系统的动力学方程及相应的控制策略进行了分析讨论.所提出的几何学、运动学与动力学方程,适用于环件轧制的计算机辅助分析与设计,为过程计算机控制提供理论依据.
The deformed geometric zones during radial axial ring rolling are analyzed qualitatively and quantitatively. The kinematics and geometry relationships between the radial roll gap and axial roll gap are derived and it is shown that the rate of increase of the ring diameter is mainly affected by the radial and axial feed rates, the rotating velocity of the main roll and the geometric dimensions of the ring. In addition, the kinetic equations of the driving units, the hydraulic servo system and DC motor speed regulating system are also derived. Based on the kinetic equations, it is proposed that the same fuzzy control strategy can be used for the driving units and driving control can be realized by the intelligent template with a single chip computer.
出处
《华中理工大学学报》
CSCD
北大核心
1997年第A01期4-7,共4页
Journal of Huazhong University of Science and Technology
关键词
运动学
动力学
环件
轧制
几何学
ring rolling
kinematics
kinetics
driving units