一种确定力传感器校准常数有效位数的算法

R. Hegazy, Magdi Ibrahim, G. M. Mahmoud
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引用次数: 0

摘要

精密测量是测量与校准的重要目标之一。积极的措施旨在为研究提供最高的准确性和精度水平。在力测量中,力测量仪器制造商正在努力实现最佳的力测量分辨率,以配合主要自重机实现的高水平校准测量能力。在力传感器的标定中,推导出了力传感器所受载荷与输出信号(mV/V)之间的多项式方程。这些方程包含数值常数A、B和c。本文介绍了一种确定这些常数的有效位数的机制。给出了标定多项式方程的误差分析方法。该算法保证了最准确、最真实的校准常数舍入方法
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Proposed Algorithm for Determining the Suitable Number of Significant Digits of Force Transducer Calibration Constants
Precision measurement is one of the important goals of measurement and calibration. Positive measures are designed to provide researches with the highest accuracy and precision levels. In force measurements, force measuring instrument manufacturers are striving to achieve the best force measurement resolution to accompany the high level of calibration measurement capabilities achieved by the primary deadweight machines. In the calibration of the force transducers, polynomial equations which correlate, the applied load on the transducer and its corresponding output signal in mV/V are deduced. These equations contain numerical constants A, B and C. This paper introduces a mechanism to determine the suitable number of significant digits for these constants. Error analysis procedure for the calibration polynomial equation is proposed. This proposed algorithm safeguards the most accurate and realistic method for rounding the calibration constants
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