Computer and Systems Engineering | Review | Published 2024

TRANSFORMATION CHARACTERISTICS OF MEASUREMENT SYSTEMS USING A DATA TABLE WITH AN ALGORITHMIC CORRECTION METHOD

Authors:

Vagif Abbasov

Mahabbat Khudaverdiyeva

Kamran Aliyev

Keywords: the measurement system, measurement channel, transformation function, transformation characteristic, correction, correction factor, multiplicative method

Abstract

Reducing the errors of measurement channels of measuring systems requires the use of a priori information, mathematical models and transformation characteristics about the measurement object, the measured quantity and the measurement channel. The conversion characteristics of measurement channels can be stored in memory in analytical, tabular and graphical form as part of a specific knowledge base of intelligent information measuring systems. There are known correction methods based on dividing the conversion characteristics of measurement channels of measuring systems, specified in analytical form, into discrete pieces and introducing pre-stored corrections into the measurement result inside each discrete piece. The issues of automatic correction of the nonlinear transformation characteristic, specified in the form of a table of input-output data of the measuring channel of measuring systems, have not been sufficiently developed. Technological, constructive, schematic, structural and structural algorithmic methods do not meet the requirements for methods of automatic correction of nonlinear characteristics without the use of high-precision standard measuring instruments and without disconnecting the measured value from the input, and even more so without interfering with the principles of construction and structure of sensors of non-electrical quantities. The purpose of the article is to study the proposed and developed algorithmic correction method based on the processing of measurement information, which can be applied to a wide class of transformation characteristics specified in the form of tables of input-output data, without special requirements for the degree of their nonlinearity.

References

  1. 1. Abbasov V.: Algorithmic methods of linearization characteristics of measuring systems
  2. transformation. In: Proceedings of the National Aviation University, pp. 62-66. National Aviation
  3. University Publishing House, Kyiv (2018).
  4. 2. Abbasov V.: Multiplicative method for linearization characteristics of measuring systems
  5. transformation. Black sea scientific journal of academic research 42(5), 40–45 (2018).
  6. 3. Abbasov V.: Additivnyy sposob linearizatsii kharakteristiki preobrazovaniya
  7. izmeritel'nykh sistem. In: 1st International Conference: Modern Information, Measurement and
  8. Control Systems: Problems and Perspectives (MIMCS’2019), pp. 27. ASOIU Publishing House,
  9. Baku (2019).
  10. 4. Aliyev, T., Seidel, L.: Avtomaticheskaya korrektsiya pogreshnostey tsifrovykh
  11. izmeritel'nykh priborov. 1st edn. Energiya, Baku (1975).
  12. 5. Radevich, R., Pavlov-Kagadeev, M., Milivoevich, N.: Analogovaya linearizatsiya
  13. rabochey kharakteristiki Pt100. Serbskiy Zhurnal Elektrotekhniki 12(3), 345–357 (2015).
  14. 6. Tuz, Y.: Strukturnyye metody povysheniya tochnosti izmeritel'nykh ustroystv. Kyiv:
  15. Vishcha shkola. Kyiv (1976).
  16. 7. Knuth, D.: The Art of Computer Programming, Vol. 1: Fundamental Algorithms. 3rd edn
  17. . Addison Wesley Longman Publishing Co. Inc. USA (1997).
  18. 8. Shturnel, Y., Kamenskii, M.: Approksimatsiya funktsiy i tsifrovaya linearizatsiya v
  19. sensornykh sistemakh.. In: At & p plus2 2006 senzorové
  20. systémy
  21. a spracovanie signálov,
  22. pp. 13-17. HMH s.r.o. Tavarikova osada 39 841 02 Bratislava 42 IČO: 31356273, Bratislava (2006).
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