Impact of force application point in two-mass oscillation system on its energy efficiency

V. Zedgenizov, S. K. Faizov
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引用次数: 1

Abstract

Introduction. The goal is to perform a comparative analysis of energy consumption during the operation of a resonant two–mass mechanical system, depending on the point of application of the driving force to the first or second mass. The object of research is an oscillatory system of a vibrating machine consisting of two masses interconnected by elastic and dissipative elements. In addition, the first mass is connected to a fixed base through elastic and dissipative elements.Materials and methods. The research uses the main provisions of theoretical mechanics, mathematical modeling and simulation experiment in the Matlab-Simulink environment.Results. According to the results of research on a mathematical model of a two-mass oscillatory system with a point of application of the driving force to the first mass, it was found that with a driving force of 10 kN and a frequency of 80 rad/s, the amplitude of the oscillations of the first mass is 0,6 mm, and the second is 1,8 mm, while the amplitude gain is 3,94. To achieve the specified driving force, a directional debalance exciter with a mass of 10 kg of debalances must have an eccentricity of 0,16 m, and the power required to drive the oscillation exciter is 21,2 kW. In the case of applying a driving force to the second mass, it is possible to achieve the same amplitude of oscillations of the first mass (0,6 mm) with a driving force of 5 kN, an eccentricity of 0,078 m and a drive power of 4,9 kW, while the amplitude gain is 8,44.Originality. Thus, due to the dynamic properties of the two-mass system, the option with the point of application of the driving force to the second mass is 4,3 times more energy efficient than the option of applying the driving force to the first mass.
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双质量振荡系统施力点对系统能量效率的影响
介绍目标是根据第一或第二质量的驱动力施加点,对共振双质量机械系统运行期间的能量消耗进行比较分析。研究对象是由弹性和耗散元件互连的两个质量组成的振动机器的振动系统。此外,第一质量体通过弹性和耗散元件连接到固定基座。材料和方法。本研究采用了理论力学、数学建模和仿真实验的主要规定,在Matlab Simulink环境下进行。后果根据对具有将驱动力施加到第一质量上的点的两质量振荡系统的数学模型的研究结果,发现在驱动力为10kN和频率为80rad/s的情况下,第一质量的振荡幅度为0.6mm,第二质量的振荡为1.8mm,而幅度增益为3,94。为了达到规定的驱动力,质量为10kg卸压棒的定向卸压棒激励器必须具有0,16m的偏心率,驱动振荡激励器所需的功率为21.2kW。在对第二个质量施加驱动力的情况下,可以用5kN的驱动力实现第一个质量的相同振幅(0.6mm)的振荡,偏心率为0078m,驱动功率为4,9kW,而振幅增益为8,44.独创性。因此,由于两质量系统的动力学特性,将驱动力施加到第二质量的选项比将驱动力施加到第一质量的选项能效高4,3倍。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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审稿时长
8 weeks
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