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轧制力传感器标定不确定度的计算方法 被引量:1

Calculating Uncertainty in Load Cell Calibration
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摘要 轧制力传感器需要在力标准机上标定后再投入使用,标定结果的准确程度称为不确定度。不确定度受多种因素的影响,根据能否运用统计学方法,将不确定度分为A类和B类进行估算。不确定度源自测不准原理,是基于误差之上的提炼和延伸,不确定度的使用将不能被明确评估的误差提炼成一个可以定量计算的对象,并与测量结果结合在一起来表示最终结果,这使得对被测对象结果的精度表示给出了一个确定的评定标准。文中依据国家技术规范,通过实例演示计算了轧制力传感器在叠加式力标准机上的标定不确定度。 The rolling force sensor needs to be calibrated on the force standard machine before it is put into use,the accuracy of the calibration result is called uncertainty.The uncertainty is affected by many factors, according to whether statistical methods can be used, the uncertainty is divided into class A and class B for estimation. Uncertainty comes from the uncertainty principle, which is based on the refinement and extension of error, the use of uncertainty refines the error that cannot be clearly evaluated into an object that can be quantitatively calculated, and combines it with the measurement results to represent the final result,which gives a definite evaluation standard for the accuracy representation of the measured object results. According to the national technical specifications, the calibration uncertainty of the rolling force sensor on the superimposed force standard machine is calculated through an example.
作者 刘晓蒙 LIU Xiaomeng(Shanghai Institute of Process Automation&Instrument,Shanghai 200233,China)
出处 《传感器世界》 2022年第7期8-11,共4页 Sensor World
关键词 轧制力传感器 叠加式力标准机 传感器标定 不确定度 load cell build-up force standard machines calibration uncertainty
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  • 1BIPM, IEC, IFCC, et al. Guide to the Expression of Uncertainty in Measurement [S]. Switzerland, ISO Geneva,1995.
  • 2Possetti, G. R. C., Louren~o Jr., I., Kamikawachi, R.C., et al. Uncertainties Evaluation in Optical Fiber Grating Sensor Measurements[C]// Proceedings of SPIE-The International Society for Optical Engineering, 2011: 7753, 775304.
  • 3崔建军,高思田.线位移传感器校准及不确定度分析[J].计量学报,2010,31(6A):169.173.
  • 4Marco Bocciolone, Stefano Manzoni, Emanuele Zappa. Maximum Likelihood Approach to Calibrate Hysteretic Transducers [J]. Measurement, 2012, 45: 1842-1854.
  • 5Chuang Shi, Woon-Seng Gan. Analysis and Calibration of System Errors in Steerable Parametric Loudspeakers [J]. Applied Acoustics, 2012, 73: 1263-1270.
  • 6Eiki Okuyama, Hirotake Akata, Hiromi Ishikawa. Multi-probe Method for Straightness Profile Measurement Based on Least Un-certainty Propagation (2nd report)- Two-point Method Considering Cross-axis Translational Motion, Pitch Motion and Sensor's Random Error[J]. Precision Engineering, 2010, 34: 683-691.
  • 7Marian Jerry Korczynski, Maurice Cox, Peter Harris. Convolution and Uncertainty Evaluation[M]. Advanced Mathematical and Computational Tools in Metrology VII, 2006: 188-195.
  • 8茆诗松,程依明,濮晓龙.概率论与数理统计[M].西安:高等教育出版社,2004.
  • 9王中宇,葛乐矣,杨文平,李萌.一种小样本虚拟仪器测量不确定度评定新方法[J].计量学报,2008,29(4):387-392. 被引量:14
  • 10秦海峰,刘永录,王磊,田峰.两种小力值校准装置研究[J].计测技术,2010,30(5):21-24. 被引量:1

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