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Solutions of the obtained nonlinear differential equations of the machine unit are
presented using the Maple mathematical program, determining the dependencies of changes in the
parameters of the working body in the steady state as a function of the technological load on cotton
for different values of the eccentricity of the tension roller of the belt drive. The article presents the
changes in the angular velocities of the masses and torque on the engine shaft of the system as a
function of time, the dependence of the change in the amplitude of oscillations of the accelerator shaft
of the raw chamber and the amplitude of the motor load as a function of the resistance of raw cotton,
the dependence of the change in the unevenness coefficients of the rotating shafts of the machine unit
are shown as a function of the viscous friction coefficient of the elastic gear. By solving a system of
nonlinear and differential equations of the movement of a machine unit, the laws of motion of the
accelerator shaft and the rotor of the electric motor were determined. It was found that with increasing
load on the flap, the fluctuation range of the angular velocity of the accelerator roller increases, as
well as the fluctuation range of the torque on the motor shaft.
 

  • Internet ҳавола
  • DOI
  • UzSCI тизимида яратилган сана 16-08-2024
  • Ўқишлар сони 38
  • Нашр санаси 14-08-2024
  • Мақола тилиIngliz
  • Саҳифалар сони65-70
English

Solutions of the obtained nonlinear differential equations of the machine unit are
presented using the Maple mathematical program, determining the dependencies of changes in the
parameters of the working body in the steady state as a function of the technological load on cotton
for different values of the eccentricity of the tension roller of the belt drive. The article presents the
changes in the angular velocities of the masses and torque on the engine shaft of the system as a
function of time, the dependence of the change in the amplitude of oscillations of the accelerator shaft
of the raw chamber and the amplitude of the motor load as a function of the resistance of raw cotton,
the dependence of the change in the unevenness coefficients of the rotating shafts of the machine unit
are shown as a function of the viscous friction coefficient of the elastic gear. By solving a system of
nonlinear and differential equations of the movement of a machine unit, the laws of motion of the
accelerator shaft and the rotor of the electric motor were determined. It was found that with increasing
load on the flap, the fluctuation range of the angular velocity of the accelerator roller increases, as
well as the fluctuation range of the torque on the motor shaft.
 

Муаллифнинг исми Лавозими Ташкилот номи
1 Akhmedjanov Y.A. Associate Professor 1Tashkent State Technical University Named After Islam Karimov
Ҳавола номи
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3 11. Dyuraev A. Dinamika rabochix mexanizmov xlopkopererabativayushix mashin, T: izd-vo Fan UzSSR, 1984,- 168 p. 12. Dyuraev A., Yunusov S. Dinamika mashinnix agregatov s mexanizmami rabochix organ'nogo djina [Dynamics of mass aggregates with the mexanisms of the working organs of the pilot's body]. Monografiya.-T.: 2011, "Fan", -181 p. 13. Elektrodvigateli asinxronnie: https://electrodvigatel.org/elektrodvigateli/. 14. Kojevnikov S.I. Dinamika mashin s uprugimi zven'yami (Dynamics of masses with upward sounds). - Kiev: AN USSR Publishing House, 1961. -160 p. 15. Vlaxova A.V.. Kolebaniya. Zadacha obshego praktikuma po teoreticheskoy i prikladnoy mexanike [The task of a general practice in theoretical and prikladnoy mexanike]. Elektronnaya versiya dlya damc.ru.: MGU im. V.M. Lomonosov, 2022
4 16. Klepikov V. B. Dinamika elektromexanicheskix sistem s nelineynim treniem : monografiya. - X. : Izd-vo "Pіdruchnik NTU "XPІ"", 2014. - 408 p. 17. Stepanov A.G.. Dinamika mashin.- Yekaterinburg:UrO RAN, 1999. 18. Axmedjanov Yu.A. Upravlenie dvijeniya uskoritelya sirsovogo valka zoni pil'nogo djinirovaniya [Management of the two-step sequence of the sirsovogo valley in the zone of pil'nogo djinirovaniya]. Deformasiyalanuvchan qattiq jismlar mexanikasi mavzusidagi respublika ilmiy-amaliy anjuman ma'ruzalar to‘plami II-Jild. 22.05.2017 (3), 193 - 198 p. 19. Rumshinskiy L.Z. Matematicheskaya obrabotka rezul'tatov eksperimentov [Mathematical treatment of experimental results]. M. 2009 g.
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