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MEASURING INSTRUMENTS CALIBRATION NEAR ZERO VALUE

机译:零值附近的仪器校准

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Problem of measuring instruments calibration near zero value exists by accreditation of calibration laboratories. Some calibration laboratories present its calibration capability minimum value as 0 [with measuring unit of quantity g] and others with some deviation Ag from 0. Often it is given as Δg≈ U(g), where U(g) is the expanded uncertainty. As concrete example can be given air relative humidity measuring instruments calibration, where measuring instrument has in the calibration certificate indication 0,3 % relative humidity with expanded uncertainty U=0,7 % relative humidity, (k=2). Taking account circumstances that expanded uncertainty U is typically shown with symmetrical distribution, but accordingly to the probability theory the negative probability can't occur, exists disagreement. Above was the ground for this paper and presents propositions how the calibration scope is useful to present for minimum value taking account users' needs and probability theory.
机译:通过校准实验室的认可,存在测量仪器的校准接近零值的问题。一些校准实验室的校准能力最小值为0 [计量单位为g],而另一些实验室的Ag偏离0。通常以Δg≈U(g)表示,其中U(g)是扩展的不确定性。作为具体示例,可以给出空气相对湿度测量仪器的校准,其中测量仪器在校准证书中具有0.3%的相对湿度和不确定度U = 0,7%的相对湿度(k = 2)的扩展。考虑到这样的情况,通常会以对称分布显示不确定的不确定性U,但是根据概率论,不会出现负概率存在分歧。以上是本文的基础,并提出了一些建议,其中考虑到用户的需求和概率论,如何将校准范围用于显示最小值。

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