Conclusions
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1.
The equation derived above serves to find an optimum relationship of the given values of λ and t to the gain in reliability obtained by using self-checking in a control and measuring system on the one hand, and to repairability characteristics\((\bar \tau _d ,\bar \tau _f ,\bar \tau _c )\) on the other.
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2.
Self-checking is applied most effectively to control and measuring systems designed for prolonged exploitation.
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3.
The above material can be used for complicated control and measuring equipment which is not provided with standby apparatus and is used for testing various quality characteristics of articles in the assumption that the testing process is continuous.
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Literature cited
I. A. Ushakov, “Evaluating the role of control equipment in complex systems,” in a collection entitled Cybernetics in the Service of Communism [in Russian], Énergiya,2, Moscow-Leningrad (1964).
Yu. K. Belyaev and I. A. Ushakov, “Mathematical simulators for the problems of discovering and localizing errors” [in Russian], Énergiya,2, Moscow-Leningrad (1964).
S. R. Calabro, Principles and Practical Problems of Reliability [Russian translation from English], Mashinostroenie, Moscow (1966).
Additional information
Translated from Izmeritel'naya Tekhnika, No. 10, pp. 26–27, October, 1967.
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Chel'tsov, A.V. Raising the reliability of control and measuring systems by means of self-checking. Meas Tech 10, 1190–1192 (1967). https://doi.org/10.1007/BF00981494
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DOI: https://doi.org/10.1007/BF00981494