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Averaging Analysis of Self-Excited Motion of a Quasi-Axisymmetrical Gyrostat

Averaging Analysis of Self-Excited Motion of a Quasi-Axisymmetrical Gyrostat
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摘要 The averaging analysis was carried out to study the motion of a quasi axisymmetrical gyrostat under a small magnitude self excited control torque. The common approach to investigating the problem of rigid body rotation under the action of a small torque known in the body frame was described. Using this approach, the problem (Grammel's problem for the case of small torque) that is maintaining the angular velocity of a quasi axisymmetrical gyrostat using a control torque quadratic in the angular velocity was solved. The averaging analysis was carried out to study the motion of a quasi axisymmetrical gyrostat under a small magnitude self excited control torque. The common approach to investigating the problem of rigid body rotation under the action of a small torque known in the body frame was described. Using this approach, the problem (Grammel's problem for the case of small torque) that is maintaining the angular velocity of a quasi axisymmetrical gyrostat using a control torque quadratic in the angular velocity was solved.
作者 薛纭 陈立群
出处 《Journal of Shanghai University(English Edition)》 CAS 2002年第2期125-129,共5页 上海大学学报(英文版)
基金 ProjectsupportedbytheNationalNaturalScienceFoundationofChina( 10 0 82 0 0 3)andtheMunicipalDevelopmentFoundationofScienceandTechnology ( 98JC14 0 32 )
关键词 GYROSTAT self excited motion averaging method phase trajectories. gyrostat, self excited motion, averaging method, phase trajectories.
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参考文献2

  • 1M. L. Pivovarov,L. O. Ferreira,R. V. F. Lopes.Rigid body rotation evolution due to a disturbing torque which is known in a body frame[J].Acta Mechanica (-).1999(1-4)
  • 2Prof. Dr. R. Grammel.Der selbsterregte unsymmetrische Kreisel[J].Ingenieur - Archiv.1954(2)

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