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Monte carlo method for evaluation of uncertainty of measurement in brinell hardness scale

机译:蒙特卡洛方法用于评估布氏硬度计中测量不确定度

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Though method based on law of propagation of uncertainty (LPU), described in GUM, is widely used as an international method for estimation of the uncertainty associated with measurements, JCGM through supplement JCGM 101:2008, which deals with the propagation of distributions, recommends the application of Monte Carlo method (MCM) to evaluate the uncertainty of measurement as an alternative method to LPU. In MCM approach, probability distribution function of measurand has been determined by assigning appropriate probability distribution of the input quantities. In the present paper, effort has been made to discuss the procedure for the application of MCM for computing the uncertainty of measurement of hardness blocks, which have been calibrated by Brinell hardness machine and observations have been recorded. A comparison of the findings of the LPU and MCM has been made, which shows good agreement between the two methodologies adopted. The paper attempts to highlights the MCM for uncertainty of measurement evalution and its implications in this regard. The paper thrusts upon the practical viability of MCM in similar applications and reliability of method have been discussed and presented.
机译:尽管GUM中描述的基于不确定性传播定律(LPU)的方法被广泛用作估算与测量相关的不确定性的国际方法,但JCGM通过补充JCGM 101:2008(涉及分布的传播)建议使用蒙特卡罗方法(MCM)在评估测量不确定度方面的应用,作为LPU的替代方法。在MCM方法中,通过分配输入量的适当概率分布来确定被测量者的概率分布函数。在本文中,已经进行了讨论以应用MCM来计算硬度块的测量不确定度的过程,该过程已经通过布氏硬度计进行了校准并记录了观察结果。对LPU和MCM的发现进行了比较,表明所采用的两种方法之间有很好的一致性。本文试图着重强调MCM带来的测量评估不确定性及其在这方面的含义。本文着重探讨了MCM在类似应用中的实际可行性,并讨论了方法的可靠性。

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