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Dynamics modeling and simulation of a new nine-bar press with hybrid-driven mechanism

机译:新型混合驱动机构的九杆压力机的动力学建模与仿真

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摘要

A novel hybrid-driven mechanical press for precision drawing is presented. This new press is composed of a nine-bar linkage which has two degrees of freedom determined by inputs from a dc constant speed motor and a dc servomotor. Therefore, the generalized coordinates are the angular displacement of two cranks. The kinetic energy, potential energy and generalized torques are analyzed. According to the equivalent circuit of the dc motor and the brushless servomotor, their dynamical model and position negative feedback model are developed separately. Then, a dynamical model for the hybrid-driven press is developed by using Lagrange’s formulation. The dynamical equation is then transformed into a system of first order equations. Six first order differential equations are obtained in the state variables. In the end, the fourth fourth order Runge-Kutta method, an explicit method, is chosen as the integration technique of computer simulation. Two motors’ current, two cranks’ position and two cranks’ angular velocity are treated as unknowns and the time response of the hybrid-driven press is obtained by integrating the system of first order equations through time.
机译:提出了一种用于精密拉伸的新型混合动力机械压力机。这种新型压力机由九杆连杆机构组成,该连杆机构具有两个自由度,该自由度由直流恒速电动机和直流伺服电动机的输入确定。因此,广义坐标是两个曲柄的角位移。分析了动能,势能和广义转矩。根据直流电动机和无刷伺服电动机的等效电路,分别建立了它们的动力学模型和位置负反馈模型。然后,使用拉格朗日的公式为混合动力印刷机开发动力学模型。然后将动力学方程式转换为一阶方程式系统。在状态变量中获得六个一阶微分方程。最后,采用第四种四阶Runge-Kutta方法(一种显式方法)作为计算机仿真的集成技术。将两个电动机的电流,两个曲柄的位置和两个曲柄的角速度视为未知数,并且通过对时间的一阶方程组进行积分来获得混合驱动压力机的时间响应。

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