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Graduation of the Instrument Transducers with Integrated Pick-Ups

机译:集成拾音器的仪表变送器的毕业

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The successful operation of a modern production facility is impossible without the omnipresent use of information measuring systems. In turn, the data capacity of the latter is largely determined by the metrological characteristics of the physical quantities measuring transducers used and, in particular, by the minimal additional errors from the various influencing factors. Widely used semiconductor sensors are characterized by the integrated type pick-ups, therefore, they are sensitive to a whole range of influencing physical quantities. Some of them are natural input or measured quantities of measuring transducers, and the rest are interferences or influencing quantities in relation to the primary ones and determine additional errors. A multifactorial graduation experiment is necessary in order to obtain the measuring transducer conversion function for the measured quantities and correct the influence of additional errors. It involves the transducer influenced by various combinations of metrologically provided and time-stabilized measured and influencing quantities and the subsequent construction of the conversion function mathematical model. In practice, situations often arise when it is impossible to stabilize and accurately set or measure the influencing factor. For such case, the article includes a theoretical justification and practical possibility testing of conducting a graduation experiment without influencing factors stabilization and measurement. The proposed approach to the graduation of measuring transducers with an integrated pick-up enables to increase their resistance to the influencing factors in the entire operational range and reduce the corresponding additional errors.
机译:没有信息测量系统的广泛使用,现代化生产设施的成功运营是不可能的。反过来,后者的数据容量在很大程度上取决于所使用的物理量测量传感器的计量特性,尤其是由各种影响因素带来的最小附加误差确定。广泛使用的半导体传感器的特点是集成式传感器,因此,它们对影响物理量的整个范围都很敏感。其中一些是测量传感器的自然输入或测量量,其余是相对于主要传感器的干扰或影响量,并确定其他误差。为了获得用于测量量的测量换能器转换功能并纠正附加误差的影响,必须进行多因素分级实验。它涉及换能器,这些换能器受计量提供的和时间稳定的测量和影响量的各种组合的影响,以及转换函数数学模型的后续构造。在实践中,通常会出现无法稳定和准确设置或测量影响因素的情况。对于这种情况,本文包括进行分级实验而不影响因素稳定和测量的理论依据和实际可能性测试。所提出的带有集成拾音器的测量传感器分度的方法可以提高它们在整个工作范围内对影响因素的抵抗力,并减少相应的附加误差。

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