We pose and solve the problem of using linear cyclic error-correcting codes in angular and linear displacement transducers with combinatorial code scales. It is shown that the formation of error-correcting codes can only be achieved by introducing redundancy in the number of reader elements without additional code tracks.
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References
V. G. Domrachev and B. S. Meiko, Digital Angle Transducers: Principles of Construction, Theory of Accuracy, Methods of Control, Energoatomisdat, Moscow (1984).
A. A. Ozhiganov, “Corrective possible pseudo-code,” Priborostroenie, 31, No. 7, 26–30 (1988).
A. A. Ozhiganov and M. V. Tarasiuk, “Composite code scales,” Priborostroenie, 37, No. 5–6, 26–29 (1994).
A. A. Ozhiganov and V. D. Lukyanov, “Code scales based on recurrent sequences for displacement transducers with increased information reliability,” Datch. Sistemy, No. 2, 13–17 (2012).
Yu. S. Sharin, Ya. L. Liberman, and V. Ya Anakhov, Combinatorial Scales in Automation Systems, Energia, Moscow (1973).
A. A. Ozhiganov, “Application of Hamming codes into digital converters angle based on a pseudo-random code scales,” Izmer. Tekhn., No. 5, 28–32 (2015).
A. A. Ozhiganov and P. A. Pribytkin, “Pseudo-regular scales for angular digital transducers,” Nauch.-Tekhn. Vest. SPbGU ITMO, No. 1 (71), 67–72 (2011).
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Translated from Izmeritel’naya Tekhnika, No. 1, pp. 14–16, January, 2016.
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Ozhiganov, A.A., Tarasyuk, M.V. The Use of Error-Correcting Codes in Displacement Transducers with Combinatorial Scales. Meas Tech 59, 16–20 (2016). https://doi.org/10.1007/s11018-016-0909-1
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DOI: https://doi.org/10.1007/s11018-016-0909-1