Nonlinear amplifier optimal characteristics shaping for self-oscillating systems of vibrofrequency densometers

Authors

  • Yu. K. Taranenko Dnipropetrovsk University of Economics and Law, Ukraine

DOI:

https://doi.org/10.3103/S0735272708070054

Abstract

It is considered methods of nonlinear amplifier optimal characteristics shaping for self-oscillating systems of vibrofrequency densometers. This method allows to decrease essentially non-stability of self-oscillation mechanical resonators in comparison with “saturation” type characteristic of and analysis of high harmonics at the output of nonlinear amplifier on self-oscillation frequency.

References

S. S. Kivilis, Densometers (Energiya, Moscow, 1980) [in Russian].

Yu. P. Zhukov, Vibration Densometers (Energoatomizdat, Moscow, 1991) [in Russian].

Yu. K. Taranenko, “Compensation of Thermal Error and Error Related to Liquid Velocity and Pressure Changing in Differential Current Vibrofrequency Sensors of Petroleum Product Density,” Vopr. Khimii i Khim. Teknologii, No. 6, 187 (2006).

L. G. Etkin, Vibrofrequency Sensors. Theory and Practice (Izdat. MGTU im. N. E. Baumanna, Moscow, 2006) [in Russian].

Yu. K. Taranenko, “Self-Oscillatory System of a Vibration-Frequency Meter of a Liquid Density with the Mechanical Resonator,” Radioelectron. Commun. Syst. 49(12), 20 (2006).

Yu. K. Taranenko, “Self-Oscillating System of Vibrofrequency Density Meter Based on Mechanical Resonator with ‘Soft’ Nonlinearity,” Elektronika i Svyaz’, No. 4, 65 (2006).

Yu. K. Taranenko, “Self-Oscillating System of Vibrofrequency Density Meter Based on Mechanical Resonator with ‘Hard’ Nonlinearity,” Elektronika i Svyaz’, No. 5, 60 (2006).

E. P. Popov and I. P. Pal’tov, Approximate Methods of Nonlinear Systems Research (IFML, Moscow, 1960) [in Russian].

Ya. Z. Tsypnik, “About Relation between Equivalent Coefficient of Nonlinear Element and Its Characteristics,” Avtomatika i Telemekhanika, No. 4, 34 (1956).

Published

2008-07-05

Issue

Section

Research Articles