首页> 外文会议>Instrumentation and Measurement Technology Conference, 2004. IMTC 04. Proceedings of the 21st IEEE >Modelling ADC nonlinearity in Monte Carlo procedures for uncertainty estimation
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Modelling ADC nonlinearity in Monte Carlo procedures for uncertainty estimation

机译:在蒙特卡洛程序中为ADC非线性建模以进行不确定性估计

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Monte Carlo procedures can be successfully employed to evaluate the uncertainty of measurements performed by digitally processing sampled data, provided that the uncertainties affecting the input samples are modelled correctly. The static nonlinearity is the most difficult error to be modelled, since the technical specifications afforded by the manufacturers of the acquisition systems usually are not sufficient to describe the nonlinearity curve over the entire input range. Thus, suitable assumptions are needed and approximations are unavoidable. This paper focuses on measurements systems based in plug-in data acquisition boards, which are generally based on successive approximation register A/D converters. A behavioural model is presented, according to which the overall nonlinearity is divided into two contributions: a smooth component, responsible for the macroscopic error trend in the output domain, and a component with sudden variation in the scale of values. Theoretical fundamentals of the methods are reported and experimental results highlighting the reliability of the proposed approach are discussed.
机译:只要正确地模拟了影响输入样本的不确定性,就可以成功地采用Monte Carlo程序来评估通过数字处理采样数据而进行的测量的不确定性。静态非线性是最难建模的误差,因为采集系统制造商提供的技术规范通常不足以描述整个输入范围内的非线性曲线。因此,需要适当的假设,并且近似是不可避免的。本文重点介绍基于插入式数据采集板的测量系统,该系统通常基于逐次逼近寄存器A / D转换器。提出了一个行为模型,根据该模型,总体非线性度分为两个部分:一个平滑分量,负责输出域中的宏观误差趋势;一个分量值的突然变化。报道了该方法的理论基础,并讨论了突出该方法可靠性的实验结果。

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