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液位传感器校准装置几何误差模型及不确定度评定 被引量:1

Geometric Error Model and Uncertainty Evaluation on Calibration Device of Cryogenic Liquid Level Sensor
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摘要 立足于接触式低温液位传感器的校准需求,设计并研制了液位传感器动态校准装置,以实现在常温及低温条件下对测量范围为1 800 mm、极限误差为±2 mm的电容式传感器的校准。采用齐次坐标变换原理,从导轨直线度误差、定位误差、各连结链空间角度误差、液面波动误差等方面入手,建立了低温液位传感器校准装置的几何误差模型。对低温液位传感器校准装置的测量不确定度进行了评定,结果表明:扩展不确定度为U=0.53 mm(k=2),满足低温液位传感器的校准精度要求。 Based on the need of calibrating the liquid level sensor,dynamic calibration device was designed and developed for liquid level sensor which applied to capacitive sensors( measuring range is 1 800 mm,and limiting error is ± 2 mm) in both normal and low temperature conditions. The principle of homogeneous coordinate transformation was used to establish geometric error model for the calibration device,which mainly contained the rail straightness error,positioning error,spatial angle error of each chain and level fluctuation error,and other aspects. Moreover,the uncertainty of calibration device was evaluated. The results show that the expanded uncertainty is U = 0. 53 mm( k = 2),which meets the specifications of calibration accuracy of the cryogenic liquid level sensor.
出处 《机床与液压》 北大核心 2016年第17期105-111,共7页 Machine Tool & Hydraulics
基金 国防科工局技术基础"十二五"科研项目(科工技【2011】8XX)
关键词 低温液位传感器 传感器校准 误差模型 不确定度评定 Cryogenic liquid sensor Sensor calibration Error model Uncertainty evaluation
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  • 1于玉绵,叶政学.低温推进剂的液位测量[J].低温工程,1994(2):1-4. 被引量:3
  • 2陈程,孙自强.德士古水煤浆气化炉炉温监控系统的开发[J].自动化仪表,2005,26(10):44-46. 被引量:8
  • 3黄浩,郭隐彪,王振忠,谢仁宁.轴对称非球面加工误差分离及补偿技术[J].机械工程学报,2005,41(12):177-181. 被引量:22
  • 4刘仁钊,刘廷明.精密工程测量控制网的建立方法[J].地理空间信息,2007,5(2):106-109. 被引量:15
  • 5阮耀钟 李贵和 黄桂石.低温电容液位计.低温物理,1979,1(1).
  • 6马礼耀 汤维维 张玉清.低温流量测量系统.低温工程,1983,(3):22-24.
  • 7曾光奇,胡均安.工业测试技术基础[M].武汉:华中科技大学出版社,2002.
  • 8National Institute of Standards and Technology.ASME B89.4.19-2006 performance evaluation of laser-based spherical coordinate measurement systems[S].America:U.S.Department of Commerce,2006.
  • 9ZHANG D,ROLT S,MAROPOULOS P G.Modelling and optimization of novel laser multilateration schemes for high-precision applications[J].Measurement Science and Technology,2005,16(12):2541-2547.
  • 10PREDMORE C R.Bundle adjustment of multi-position measurements using the Mahalanobis distanc[J].Precision Engineering,2010,34(1):113-123.

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