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Numerical Simulation of Non-linear Dynamics of Vibration Transport Machines with Independently Rotating Vibration Exciters

机译:具有独立旋转激振器的振动运输机非线性动力学的数值模拟

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Vibration transport machines (VTM) are intended for transporting and/or separating variable bulk materials. Most of these machines are constructed as solid bodies (working elements, WE) fixed on springs or by means of other elastic elements that enable their plane-parallel motion. The motion of working elements is excited by special devices called vibration exciters (VE). VE act as unbalanced rotors driven by electric motors. Most of researchers only explored synchronous motions of VE. We had stated the problem of transient dynamic processes researching. These processes are accompanying the start of the machine from its stand still until its reaching (or not reaching) stabled synchronous motion. This approach allows evaluating the time until synchronization and the type of connections between this time and various factors. The research was carried out using the mathematical model of dynamics of vibration transport machines with random quantity of independently rotating vibration exciters. This mathematical model is based on numerical solution of differential equations system that describes the VTM dynamics as dynamics of Vibration Transport Machine - Driven Electric Motors electromechanical system in case of asynchronous motors with random quantity of poles' pairs. This mathematical model allows describing not only the influence of motors on non-stationary VTM dynamics, but also the influence of VTM dynamics on electromagnetic processes in the motor. It also makes it possible to calculate currents of the real three-phase motor. The results of numerical simulation of one- and two-mass machines' dynamics in cases of two, three, and four vibration exciters mounted on the lower mass of the VTM are represented in graphic form. We were interested in creating a two-mass machine, both masses of which are oscillating insignificantly while it is not loaded with bulk materials, but after loading it comes to a resonance and its vibration amplitude increases. We have found such parameters by which the abovementioned dynamics type appears. With the using of resonance it is possible to confine with moderate vibration amplitude of the lower mass which would lead to substantial electrical energy savings at the expense of decreasing drive motors capacity.
机译:振动运输机(VTM)用于运输和/或分离各种散装物料。这些机器中的大多数被构造为固定在弹簧上的固体(工作元件,WE)或通过其他使其平面平行运动的弹性元件构成。工作元件的运动由称为振动激励器(VE)的特殊装置激励。 VE充当由电动机驱动的不平衡转子。大多数研究人员仅探索VE的同步运动。我们已经提出了瞬态动态过程研究的问题。这些过程伴随着机器从静止状态启动,直到达到(或未达到)稳定的同步运动。这种方法允许评估直到同步的时间以及该时间与各种因素之间的连接类型。使用具有随机数量的独立旋转振动激励器的振动运输机动力学数学模型进行了研究。该数学模型基于微分方程系统的数值解,该方程将VTM动力学描述为振动传输机驱动的电动机机电系统的动力学,如果异步电动机的极对数是随机的。该数学模型不仅可以描述电动机对非平稳VTM动力学的影响,还可以描述VTM动力学对电动机中电磁过程的影响。还可以计算实际三相电动机的电流。以图形形式表示了在安装在VTM下部质量上的两个,三个和四个振动激励器的情况下,一台和两台机器的动力学特性的数值模拟结果。我们感兴趣的是创造一种两质量机器,当没有装载散装物料时,这两种质量的振动都很小,但在装载后会产生共振,并且振动幅度会增加。我们发现了出现上述动力学类型的这些参数。通过使用共振,可以限制较低质量的中等振动幅度,这将导致大量的电能节省,但以降低驱动马达的容量为代价。

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