Study of Plane Angular Motion of a CubeSat Nanosattellite Using Phase Portraits

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Abstract

This paper considers the plane motion relative to the center of mass of CubeSat nanosatellites under the action of aerodynamic and gravitational moments in low Earth orbits. The phase plane method is used for qualitative assessment of motion parameters. Conditions under which the type of phase portrait changes have been obtained. Analytical expressions have been found to determine the equilibrium positions of a nanosatellite relative to the center of mass in the orbital coordinate system with a displacement of the center of pressure relative to the center of mass along two coordinates. Two models of angular motion are compared: the original model, which takes into account the shape of the nanosatellite and its position relative to the oncoming flow, and a simplified one, in which the dependence of the aerodynamic moment on the angle of attack is approximated by a sinusoid.

About the authors

E. V. Barinova

Samara National Research University

Email: L5545@yandex.ru
SPIN-code: 1819-6469
Scopus Author ID: 56663083400
ResearcherId: N-5595-2016
candidate of science (engineering), associate professor 34, Moskovskoye Shosse, Samara, Russia, 443086

I. A. Timbai

Samara National Research University

Email: timbai@mail.ru
SPIN-code: 9745-8650
Scopus Author ID: 6506069802
ResearcherId: B-5794-2017
doctor of science (engineering), professor 34, Moskovskoye Shosse, Samara, Russia, 443086

E. Mironov

Samara National Research University

Email: mironovevgeniy01@gmail.com
student 34, Moskovskoye Shosse, Samara, Russia, 443086

References

  1. California Polytechnic State University. Cubesat Design Specification Rev 14.1. 2022.
  2. Beletskii, V.V. (1965), "Motion of an Artificial Satellite Relative to the Center of Mass" [Dvizhenie iskusstvennogo sputnika otnositel'no tsentra mass]. Moscow, Nauka, (in Russ.).
  3. Belokonov, I. V., Timbai I.A. and Barinova, E. V. (2020), "Design Parameters Selection for CubeSat Nanosatellite with a Passive Stabilization System". Gyroscopy Navigation, vol. 11, No 2, pp. 149-161.
  4. Gantmakher, F.R. (1966), "Lectures on analytical mechanics" (Lektsii po analiticheskoi mekhanike), Moscow: Nauka, (In Russ.).
  5. Barinova, E.V., Belokonov, I.V. and Timbai, I.A. (2021), "Preventing Resonant Motion Modes for Low-Altitude CubeSat Nanosatellites". Gyroscopy and Navigation, vol. 12, No4, pp. 350-362.
  6. Cavcar, M. (2000), "The international standard atmosphere" (ISA). Anadolu University, Turkey, Т. 30, No 9, pp. 1-6.

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