Uncertainty evaluation of an axi-symmetric measurement machine

Jody Muelaner, Mark Chappell, Andrew Francis, Paul Maropoulos

    Research output: Contribution to conferencePaperpeer-review

    Abstract

    This paper describes a method of uncertainty evaluation for axi-symmetric measurement machines which is compliant with GUM and PUMA methodologies. Specialized measuring machines for the inspection of axisymmetric components enable the measurement of properties such as roundness (radial runout), axial runout and coning. These machines typically consist of a rotary table and a number of contact measurement probes located on slideways. Sources of uncertainty include the probe calibration process, probe repeatability, probe alignment, geometric errors in the rotary table, the dimensional stability of the structure holding the probes and form errors in the reference hemisphere which is used to calibrate the system. The generic method is described and an evaluation of an industrial machine is described as a worked example. Type A uncertainties were obtained from a repeatability study of the probe calibration process, a repeatability study of the actual measurement process, a system stability test and an elastic deformation test. Type B uncertainties were obtained from calibration certificates and estimates. Expanded uncertainties, at 95% confidence, were then calculated for the measurement of; radial runout (1.2 µm with a plunger probe or 1.7 µm with a lever probe); axial runout (1.2 µm with a plunger probe or 1.5 µm with a lever probe); and coning/swash (0.44 arc seconds with a plunger probe or 0.60 arc seconds with a lever probe).
    Original languageEnglish
    Publication statusPublished - 2015
    Event38th MATADOR conference on advanced manufacturing - National Formosa University, Huwei, Taiwan, Province of China
    Duration: 28 Mar 201530 Mar 2015

    Conference

    Conference38th MATADOR conference on advanced manufacturing
    CountryTaiwan, Province of China
    CityHuwei
    Period28/03/1530/03/15

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