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引用次数: 0

摘要

工业发展的一个重要趋势是工业设施的数字模型的发展,其工作是基于来自传感器的信息。这允许您优化功能,预测对象的技术条件,这是特别重要的,例如,在冶金生产领域,其中强制停止伴随着巨大的损失。传感器本身也是建模对象,因为它们需要适应刚性的生产条件,在这种生产条件下,它们自身的缺点就会表现出来,而正确引入对环境条件的修正、诊断和自诊断是很重要的,如果不建立各种类型的传感器模型,这些都是不可能的。工作的目的是开发¬垂下的一个通用离散模型的声学传感器适用于接收和发射声信号。方法。工作中使用了经典力学和数学的方法,振动理论,广义函数,分布式系统和数学规划方法来提供计算。结果。得到了工作单元为圆板形式的传感器的通用离散模型,通过选择参数可将其转化为平面膜的单向动态传声器模型或聚焦球面单元的辐射器模型。结果表明,在该模型的基础上,可以合成窄向辐射图,从而获得测量所需的空间选择性和抗噪性。结论。利用所提出的模型进行的计算与已知的声学结果相一致。用自然样本验证离散模型表明,在确定传感器的谐振频率和振荡形式方面具有很高的准确性。
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Acoustic Sensor for Assessing the State of Production Equipment
An important trend in the development of industry is the development of digital models of industrial facilities, the work of which is based on information coming from sensors. This allows you to optimize functionality, predict the technical condition of objects, which is especially important, for example, in the field of metallurgical production, where forced stops are accompanied by huge losses. The sensors themselves are also modeling objects, because they need to adapt to rigid production conditions in which their own shortcomings are manifested, while the correct introduction of corrections for environmental conditions, diagnostics and self-diagnostics, which are impossible without building various types of sensor models, is important. The purpose of the work is to deve¬lop a universal discrete model of an acoustic sensor suitable for receiving and emitting acoustic signals. Methods. The work used methods of classical mechanics and mathematics, vibration theory, generalized functions, distributed systems, and mathematical programming methods were used to provide calculations. Results. The main result is a universal discrete model of a sensor with a working element in the form of a round plate, which by choosing parameters can be transformed into a model of a unidirectional dynamic microphone with a flat membrane or a radiator with a focusing spherical element. It is shown that on the basis of the model it is possible to synthesize narrow-directional radiation diagrams and thereby obtain the necessary spatial selectivity and noise immunity of measurements. Conclusion. Calculations made using the proposed model correspond to the known results of acoustics. Verification of the discrete model using a natural sample showed a high accuracy in determining the resonant frequencies and forms of oscillation of the sensor.
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