Recent studies show that the use of multiple Large-Volume Metrology (LVM) systems can lead to a systematic reduction in measurement uncertainty and a better exploitation of the available equipment. This is actually possible using a recently developed modular probe, which is equipped with different typologies of targets and integrated inertial sensors. The goal of this paper is to present a new mathematical/statistical model for the real-time localization of this probe. This model is efficient, as it is based on a system of linearized equations, and effective, as the equations are weighed with respect to their uncertainty contribution.
A new mathematical model to localize a multi-target modular probe for large-volume metrology applications / Maisano, D.; Mastrogiacomo, L. (SERIES ON ADVANCES IN MATHEMATICS FOR APPLIED SCIENCES). - In: Advanced Mathematical and Computational Tools in Metrology and Testing XI / Forbes A.B., Zhang N.F., Chunovkina A., Eichstädt S., Pavese F.. - ELETTRONICO. - Hackensack (New Jersey) : World Scientific, 2018. - ISBN 978-981-327-429-7. - pp. 235-240 [10.1142/9789813274303_0022]
A new mathematical model to localize a multi-target modular probe for large-volume metrology applications
Maisano, D.;Mastrogiacomo, L.
2018
Abstract
Recent studies show that the use of multiple Large-Volume Metrology (LVM) systems can lead to a systematic reduction in measurement uncertainty and a better exploitation of the available equipment. This is actually possible using a recently developed modular probe, which is equipped with different typologies of targets and integrated inertial sensors. The goal of this paper is to present a new mathematical/statistical model for the real-time localization of this probe. This model is efficient, as it is based on a system of linearized equations, and effective, as the equations are weighed with respect to their uncertainty contribution.File | Dimensione | Formato | |
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https://hdl.handle.net/11583/2728843
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