Pulse Sequence Frequency Selection Method of High Frequency Shake-out Machine
Fangzhen Song, Zheng-tao Yuan, Bo Song
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引用次数: 0
Abstract
The pulse sequence frequency is an important control parameter of shake-out machine. Traditionally, the selection is done by trial and error. This method is low in efficiency, wastes energy in repeated impact tests, and the selected pulse frequency reliability is low, so it often fails to get good shake-out effect. Aiming at the shortcomings of the trial and error method, the method of selecting the pulse frequency of air hammer by means of modal analysis and harmonic response analysis of castings is proposed. The value range of frequency is greatly reduced and the optimization efficiency of pulse frequency is improved by means of this method. Introduction The shake-out of complex casting has always been a complex and laborious part in the process of casting cleaning. In the process of shake-out, the choice of the shock pulse frequency is traditionally chosen by trial and error. According to the experience, the traditional method shocks the casting by trial and error method, and then cuts the casting to observe the shakeout effect. But this method is low-efficiency, repeated shock tests waste energy and the reliability of the selected pulse frequency is also low. The shakeout effect is not good. In view of the shortcomings of the above methods, a new method is proposed. The pulse frequency of air hammer is selected by modal analysis and harmonic response analysis. This method improves the efficiency of frequency selection, and the choice of the pulse frequency verified by the practice of the shakeout effect is better. The value range of frequency is greatly reduced and the optimization efficiency of pulse frequency is improved by means of this method. The Working Principle of Shake-out Machine The shake-out machine works by using air hammer to repeatedly shock the castings, at the same time, vibrating the casting by vibrating motor to achieve the purpose of shakeout. The air hammer repeatedly shocks the casting, which corresponds to the sequence of pulses acting on the casting[1]. The structure of the shake-out machine is shown in Fig. 1 (1-Lower machine base; 2-Isolator; 3-Upper machine base; 4-Vibrating motor; 5-Air hammer mounting seat; 6-Air hammer; 7-Clamping fixture; 8-Rubber gasket; 9-Casting placing platform; 10-Pneumatic clamping mechanism )[2]. Different castings require different pulse frequency, thus according to tests to select a different pulse frequency. Spectrum Analysis of Air Hammer Shock Pulse Sequence The air hammer repeatedly shocks the casting, which corresponds to the sequence of pulses acting on the casting. The periodic rectangular pulse sequence with equal intervals is represented by a rectangular pulse sequence function rec(t,T0,τ,A), as shown in Fig. 2. Based on Fourier transform theory[3,4], the spectrum analysis of pulse sequence of shakeout shock force is carried out. The relationship between the time domain parameters and the frequency domain parameters of the shock pulse sequence is obtained. International Conference on Modeling, Analysis, Simulation Technologies and Applications (MASTA 2019) Copyright © 2019, the Authors. Published by Atlantis Press. This is an open access article under the CC BY-NC license (http://creativecommons.org/licenses/by-nc/4.0/). Advances in Intelligent Systems Research, volume 168
高频筛振机脉冲序列选频方法
脉冲序列频率是排砂机的重要控制参数。传统上,选择是通过试错来完成的。该方法效率低,在重复冲击试验中浪费能量,所选脉冲频率可靠性低,因此往往不能获得良好的脱砂效果。针对试错法的不足,提出了利用铸件模态分析和谐波响应分析选择空气锤脉冲频率的方法。该方法大大减小了脉冲频率的取值范围,提高了脉冲频率的优化效率。复杂铸件的脱砂一直是铸件清洗过程中一个复杂而费力的环节。在筛振过程中,冲击脉冲频率的选择通常采用试错法。根据经验,传统方法采用试错法对铸件进行冲击,然后对铸件进行切割,观察落砂效果。但这种方法效率低,反复冲击试验浪费能量,所选脉冲频率的可靠性也较低。洗牌效果不好。针对上述方法的不足,提出了一种新的方法。通过模态分析和谐波响应分析确定了气锤的脉冲频率。该方法提高了频率选择的效率,经实践验证的脉冲频率选择效果较好。该方法大大减小了脉冲频率的取值范围,提高了脉冲频率的优化效率。落砂机工作原理落砂机是利用空气锤对铸件进行反复冲击,同时通过振动电机对铸件进行振动,达到落砂的目的。空气锤反复冲击铸件,这与作用在铸件上的脉冲序列相对应。出砂机的结构如图1所示(1-下机座;2-Isolator;3-上机座;4-Vibrating电动机;5、气锤安装座;6个空气锤;7-Clamping夹具;8-Rubber垫片;9、铸件放置平台;10 .气动夹紧机构不同的铸件需要不同的脉冲频率,因此要根据试验选择不同的脉冲频率。空气锤冲击脉冲序列的频谱分析空气锤反复冲击铸件,与作用于铸件的脉冲序列相对应。等间隔的周期性矩形脉冲序列用矩形脉冲序列函数rec(t,T0,τ, a)表示,如图2所示。基于傅里叶变换理论[3,4],对落砂冲击力脉冲序列进行了频谱分析。得到了冲击脉冲序列的时域参数与频域参数之间的关系。建模、分析、仿真技术与应用国际会议(MASTA 2019)版权所有©2019,作者。亚特兰蒂斯出版社出版。这是一篇基于CC BY-NC许可(http://creativecommons.org/licenses/by-nc/4.0/)的开放获取文章。智能系统研究进展,第168卷
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