Abstract
The article examines the laws of distribution of magnetic voltage and magnetic flux in magnetic circuits of measuring transducers with distributed resistance parameters of long ferromagnetic rods and magnetic capacitance between them and a transverse distributed excitation winding using the example of a magnetic circuit of a new magnetically elastic force converter. It is established that in such magnetic circuits, the magnetic voltage changes its sign when passing through the section of the magnetic neutral, and the magnetic flux in the magnetic neutral has a maximum value, with a fixed value of the length of the distributed excitation winding, the nonlinearity of the change in the absolute value of the magnetic voltage, and the rate of decrease of the magnetic flux from this section towards the end parts of the magnetic circuit depends on the value the attenuation coefficient of the magnetic flux: the greater the value of this coefficient, the greater the degree of nonlinearity of the absolute value of the magnetic voltage and the rate of change of the magnetic flux along the length of the magnetic circuit. It is shown that in such magnetic circuits, at a fixed value of the magnetic flux attenuation coefficient, the nonlinearity of the change in the absolute value of the magnetic voltage and the rate of decrease of the magnetic flux from this section towards the end parts of the magnetic circuit at a rate depending on the value of the length of the distributed excitation winding: the greater the value of the length of the distributed excitation winding, the less the degree of nonlinearity of the absolute value the magnetic voltage and the rate of change of the magnetic flux along the length of the magnetic circuit.
First Page
68
Last Page
78
References
1. Ageikin, D.I., Kostina, E.N., Kuznetsova, N.N. (1965). Sensors of control and regulation: reference materials. Moscow: Mashinostroenie, 928 p. (in Russian).
2. Yusupbekov, N.R., Igamberdiev, H.Z., Malikov, A.V. (2007). Fundamentals of automation of technological processes. Tashkent: TSTU, 152 p. (in Russian).
3. Zaripov, M.F. (1969). Converters with distributed parameters for automation and information and measuring equipment. Moscow: Energia, 177 p. (in Russian).
4. Fedotov, A.V. (2011). Theory and calculation of inductive displacement sensors for automatic control systems. Omsk: Publishing house of OmSTU, 176 p. (in Russian).
5. Konyukhov, N.E., Mednikov, F.M., Nechaevsky, M.L. (1987). Electromagnetic sensors of mechanical quantities. Moscow: Mashinostroenie, 256 p. (in Russian)
6. Evtihiev, N.N., Kupershmidt, Ya.A., Papulovsky, V.F., Skugorov, V.N. (1990). Measurement of electrical and non-electrical quantities: Studies. Moscow: Energoatomizdat, 352 p. (in Russian).
7. Amirov, S.F., Jurayeva, K.K., Fayzullayev, Zh.S., Yuldashev, N.R. (2024). Magnetoelastic sensor of tensile forces. Patent of the Republic of Uzbekistan (UZ). IAP 7715. (in Russian).
8. Demirchyan, K.S., Neiman, L.R., Korovkin, N.V., Chechurin, V.L. (2006). Theoretical foundations of electrical engineering. St. Petersburg: St. Petersburg, 464 p. (in Russian).
9. Buhl, O.B. (2005). Methods of calculation of magnetic circuits of electrical devices. Magnetic circuits, fields and the FEM program. Moscow: ACADEMA, 337 p. (in Russian).
10. Bedritskiy, I.M. (2011). Comparative analysis of analytical expressions for approximation of magnetization curves of electrotechnical steels. Electrica. 7. 38-40. (in Russian).
11. Amirov, S.F. (2009). Contactless ferromagnetic converters with distributed magnetic parameters for monitoring and control systems. Dis. ... doct. Technical sciences. Tashkent: TSTU, 499 p.
12. Sulliev, A.H., Balgaev, N.E. (2010). A brief overview of methods for calculating magnetic circuits with distributed parameters. Problems of energy and resource conservation. 1/2. 195-202. (in Russian).
13. Bessonov, L.A. (2006). Theoretical foundations of electrical engineering. Electrical circuits. Moscow: Gardariki, 701 p.
14. Bronstein, I.N., Semendyaev, K.A. (1986). Handbook of Mathematics for engineers and students of higher education institutions. Moscow: Nauka. Phys.–mat. lit., 544 p. (in Russian).
15. Jurayeva, K. Nazirova, Z. (2024). Design of a new magnetoelastic converter of local mechanical forces. AIP Conf. Proc. 3152, 030009, https://doi.org/10.1063/5.0218835.
16. Amirov, S.F., Jurayeva, K.K., Nazirova, Z.G. (2024). Investigation of the accuracy characteristics of magnetoelastic transducers by the method of power polynomials. AIP Conf. Proc. 3045, 060021 https://doi.org/10.1063/5.0197482.
Recommended Citation
Fayzullayev, Javharbek; Jurayeva, Kamika; and Mukhtorov, Usmon
(2024)
"INVESTIGATION OF MAGNETIC CIRCUITS OF MEASURING TRANSDUCERS WITH A DISTRIBUTED LONGITUDINAL EXCITATION WINDING,"
Chemical Technology, Control and Management: Vol. 2024:
Iss.
5, Article 12.
DOI: https://doi.org/10.59048/2181-1105.1632