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MATHEMATICAL MODEL AND MEASURING ALGORITHM OF CONTINUALLY DISTRIBUTED SEMICONDUCTOR SENSOR OF A TEMPERATURE PROFILE IN NON-ISOTHERMAL FLOWS

https://doi.org/10.30724/1998-9903-2019-21-1-2-146-153

Abstract

Abstract: This paper proposes a mathematical model and a measuring algorithm for a semiconductor one-dimensional distributed sensor designed to measure temperature fields in non- isothermal liquid and gas flows. A sensor device, its equivalent circuit and a circuit for connection to a measuring circuit are described. A step-by-step measurement algorithm is proposed, which includes the necessary electrical measuring operations and an algorithm for mathematical processing of the primary measurement information in order to determine the measured temperature field.

About the Authors

Yu. K. Evdokimov
KNRTU-KAI «Kazan National Research Technical University named after A.N. Tupolev-KAI»
Russian Federation

Yurij K. Evdokimov – Kazan National Research Technical University named after A.N. Tupolev-KAI

Kazan



Kh. S.A. Mohammed
KNRTU-KAI «Kazan National Research Technical University named after A.N. Tupolev-KAI»
Russian Federation

Halil Sultan Abdulla Mohammed - Kazan National Research Technical University named after A.N. Tupolev-KAI

Kazan



L. D. Hramov
LLP “NPP“ Center of Relay and Automation ”
Russian Federation

Lev D. Hramov - “NPP“Center of Relay and Automation”

Cheboksary



References

1. Evdokimov Yu.K. Distributed measuring media : Thesis for the degree of Doctor of Technical Sciences. Kazan, 1995.

2. Leontyev A.P., Yaroshchuk I.O., Smirnov S.V., A.V. Kosheleva A.A., Pivovarov A.V., Samchenko A.H., and Shvyrev A.N. A Spatially Distributed Measuring Complex for Monitoring Hydrophysical Processes on the Ocean Shelf // Physical instruments for ecology, medicine, and biology. 2017. Vol. 60, No. 1. P. 130–136. © Pleiades Publishing, Ltd., 2017.

3. Kharitonov A.M. Technique and methods of aerophysical experiment : book. Omsk, 2017. 434p.

4. Temyanov B.K. Inverse operator problem for the frequency-impedance model of an

5. inhomogeneous acoustic medium: numerical and experimental implementations // Nonlinear World. 2015. No3. P.19–26.

6. Khramov L.D. Distributed electrodiffusion sensors and methods for measuring hydrodynamic fields. : Thesis for the degree of candidate of technical sciences. Cheboksary, 2000.

7. Volkov V.S. Investigations of diagnostic models of intelligent semiconductor pressure sensors, Tsypin, Izmer. Monitoring Control. Control. 2012. No 2. P.39–45.

8. Enaleev R.Sh., Telyakov E.Sh., Krasina I.V., Gasilov V.S., Tuchkova O.A. Methods for measuring temperature fields // Herald of the East-Siberian Institute. 2013. No5. P.322–332.

9. Genki Yoshhikawa. Two Dimensional array of piezoresistive nanomeckanical mombranetype surface stress with impove d sensitivity/ Genki Yoshhikawa, Terunobu Akiyama // sensors. 2015. No2. P.11–19.


Review

For citations:


Evdokimov Yu.K., Mohammed Kh.S., Hramov L.D. MATHEMATICAL MODEL AND MEASURING ALGORITHM OF CONTINUALLY DISTRIBUTED SEMICONDUCTOR SENSOR OF A TEMPERATURE PROFILE IN NON-ISOTHERMAL FLOWS. Power engineering: research, equipment, technology. 2019;21(1-2):146-153. (In Russ.) https://doi.org/10.30724/1998-9903-2019-21-1-2-146-153

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ISSN 1998-9903 (Print)
ISSN 2658-5456 (Online)