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Rotating Shaft Tilt Angle Measurement Using an Inclinometer

References [1] Chen, B., Zhang, X., Zhang, H., He, X., Xu, M. (2014). Investigation of error separation for three dimensional profile rotary measuring system. Measurement, 47, 627-632. [2] Liu, Z., Zhu, J., Yang, L., Liu, H., Wu, J., Xue, B. (2013). A single-station multi-tasking 3D coordinate measurement method for large-scale metrology based on rotary-laser scanning. Measurement Science and Technology, 24 (10), 105004. [3] Prikhodko, I.P., Zotov, S.A., Trusov, A.A., Shkel, A.M. (2013). What is MEMS

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Numerical Analysis of Isotropy Electromagnetic Sensor Measurement Error

analysis - a closed form calculation in cartesian coordinates. Journal of Electrical Engineering, 64 (5), 327-330. [4] Balanis, C.A. (1997) Antenna Theory: Analysis and Design, 2nd edition. John Wiley & Sons. [5] Slížik, J., Harťanský, R. (2013) Metrology of electromagnetic intensity measurement in near field.Quality Innovation Prosperity, 17 (1), 57-66. [6] Bittera, M., Kováč, K., Hallon, J. (2007) Measurement of semi-anechoic chamber using modified VSWR method above 1GHz. Measurement Science Review, 7 (3), 42

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Influence of Wilbraham-Gibbs Phenomenon on Digital Stochastic Measurement of EEG Signal Over an Interval

References [1] Teplan, M. (2002). Fundamentals of EEG measurement. Measurement Science Review, 2 (2), 1-11. [2] Bronzino, J.D. (2000). Principles of electroencephalography. In Bronzino, J.D. (ed.) Biomedical Engineering Handbook, (2nd ed.). CRC Press, 1-13. [3] Webster, J.G. (1998). Medical Instrumentation Application and Design (11th ed.). Wiley. [4] Abeles, M., Goldstein, M. (1977). Multispike train analysis. Proceedings of the IEEE, 65 (5), 762-773. [5] Winter, B.B., Webster, J

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An Algebraic Approach to Unital Quantities and their Measurement

R eferences [1] Batitsky, V., Domotor, Z. (2007). When good theories make bad predictions. Synthese , 157, 79–103. [2] de Boer, J. (1994/95). On the history of quantity calculus and the international system. Metrologia 31 (6), 405–429. [3] Domotor, Z. (2008). Structure and indeterminacy in dynamical systems. In Indeterminacy: The Mapped, the Navigable, and the Uncharted . MIT Press, 171–193. [4] Domotor, Z., Batitsky, V. (2010). An algebraic-analytic framework for measurement theory. Measurement , 43 (9), 1142–1164. [5] Domotor

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Torsor Theory of Physical Quantities and their Measurement

R eferences [1] Arapura, D. (2012). An introduction to etale cohomology . Lecture notes. https://www.math.purdue.edu/~dvb/preprints/etale.pdf [2] Baez, J. (2009). Torsors made easy . http://math.ucr.edu/home/baez/torsors.html [3] Clifford, A. H. (1958). Totally ordered commutative semigroups. Bulletin of the American Mathematical Society , 64, 305–316. [4] Domotor, Z., Batitsky, V. (2016). An algebraic approach to unital quantities and their measurement. Measurement Science Review , 16 (3), 103–126. [5] Drobot, S. (1958). On

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Design of MEMS accelerometer based acceleration measurement system for automobiles

References [1] Tseng, H.E., Ashrafi, B., Madau, D., Allen Brown, T., Recker, D. (1999). The development of vehicle stability control at Ford. Mechatronics [2] Ferguson, S.A. (2007). The effectiveness of electronic stability control in reducing real-world crashes: A literature review. 329-338. [3] Stein, G.J., Chmúrny, R., Rosík, V. (2011). Compact vibration measuring system for in-vehicle applications. Measurement Science Review, [4] Stein, G.J., Chmúrny, R., Rosík, V. (2007). Measurement and

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Rapid Measurement of Involute Profiles for Scroll Compressors

References Morishita, E. (1993). A basic technology of scroll compressor. Japan Industrial Publishing CO. LTD., Turbo Machinery 21-12, 720-728. Chen, Y., Halm, N., Groll, E., Braun, J. (2002). Mathematical modeling of scroll compressors — part 1: compression process modeling. International Journal of Refrigeration , 25 (6), 731-750. Inada, A., Gao, W. (2007). A high-speed profile measurement system for scroll compressors. In Proceedings of the 4 th International Conference on

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Measurement of Maximum Deviation from Roundness Based on the Inverse Kinematics Principle

applied to the model of corrections based on Global Metric, Monte Carlo and Neural Network methods. Procedia Engineering , 132, 796-803. [4] Swornowski, P.J. (2014). A new concept of continuous measurement and error correction in a coordinate measuring technique using a PC. Measurement 50, 99-105. [5] Aguado, S., Santolaria, J., Samper, D., Aguilar, J.J. (2016). Forecasting method in multilateration accuracy based on laser tracker measurement. Measurement Science and Technology , 28 (2), 025011. [6] Deng, Y.F., Guo, J.J., Wang, J.D., Wang, H. (2012

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Optimization Method for Solution Model of Laser Tracker Multilateration Measurement

R eferences [1] Sharke, P. (2003). Measuring across space and time: Large-scale metrology moves GPS in out of the rain. Mechanical Engineering , 125 (1), 48. [2] Lin, J., Zhu, J., Guo, Y., Guo, T., Ye, S. (2012). Establishment of precise three-dimensional coordinate control network in field large-space. Chinese Journal of Mechanical Engineering , 48 (4), 6-11. [3] Hughes, B., Forbes, A., Lewis, A., Sun, W., Veal, D., Nasr, K. (2011). Laser tracker error determination using a network measurement. Measurement Science and Technology, 22, 1

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Accuracy of the measurement with the second order axial gradiometer

References Williamson, S.J., Romani, G.L., Kaufman, L., Modena, I. (1983). Biomagnetism. New York: Plenum Press. Vrba, J., Robinson, S.E. (2002). SQUID sensor array configurations for magnetoencephalography applications. Supercond. Sci. Technol. , 15, R51-R89. Kötitz, R., Matz, H., Trahms, L., Koch, H., Weitschies, W., Rheinländer, T., Semmler, W., Bunte, T. (1997). SQUID based remanence measurements for immunoassays. IEEE Trans. Appl. Supercond. , 7, 3678-3681.

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