基于MATLAB的直线度测量不确定度评定程序设计

Program Design of Linear Measurement Uncertainty Evaluation Based on Matlab

摘要:

形位误差测量不确定度评定由于其测量的复杂性和测量结果评定的多样性,导致在实际测量结果中形位误差测量的不确定度评定成了难题;尤其是测量点较多,测量数据难以处理,处理结果的准确性难以保证;为此,根据直线度测量不确定度的评定过程对其进行了评定程序的设计,在程序命令的提示下,输入测量值便可得到直线度误差,输入单点测量不确定度便可得到直线度测量不确定度;该程序根据测量不确定度常用的GUM法和蒙特卡罗法思想进行设计,可得到两种不同的评定结果,不受测量点的多少、测量数据的复杂程度等因素影响;通过数据验证,程序可靠准确,为直线度测量不确定度评定提供了便捷、高效的数据处理方法;通过测量数据验证,该程序准确可靠,具有一定的实际应用价值和推广意义。

Abstract:

Because of the complexity of the form and position error of measurement and measurement results of diversity, lead to actual measurement result of form and position error measurement of the uncertainty evaluation has become a problem.In particular, the measuring points are more, the measurement data is difficult to deal with, and the accuracy of processing the result is difficult to guarantee.In this paper, the evaluation process of the uncertainty based on the straightness measurement is designed.At the prompt of the program command, the linear degree error can be obtained by the input measurement value, and the uncertainty of the linear degree can be obtained by the input single point measurement uncertainty.The program is designed based on the method of using the GUM method and the Monte Carlo method, which is used to measure uncertainty, and can be obtained by two different evaluation results.The degree of unmeasured and the complexity of measuring data is affected. Through data verification, the program is reliable and accurate.It provides convenient and efficient data processing method for measuring uncertainty of linear degree.By measuring data verification, the program is accurate and reliable, and has certain practical application value and extension significance.