MOTION OF AN ASYMMETRICAL GYROSCOPE PENDULUM

Differential equations are derived for the motion of a gyro pendulum having small asymmetry rela tive to the polar axis with small deflections from the vertical. These equations were in tegrated for the case where only one moment of gravity acts on the gyro compass, which enabled us to distinctly re...

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Bibliographic Details
Main Authors: Alabuzhev ,P M, Shpigel'burd ,I Ya, Borisova,A N
Format: Report
Language:English
Subjects:
ASYMMETRY
BODIES
DIFFERENTIAL EQUATIONS
ERRORS
GRAVITY
GYRO COMPASSES
GYRO STABILIZERS
GYROSCOPES
KINETIC THEORY
MOMENTS
OSCILLATION
SPINNING(MOTION)
STABILIZATION
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Summary:Differential equations are derived for the motion of a gyro pendulum having small asymmetry rela tive to the polar axis with small deflections from the vertical. These equations were in tegrated for the case where only one moment of gravity acts on the gyro compass, which enabled us to distinctly reveal the influence of the static and dynamic asymmetry of the pendulum. (Author) Trans. from Izvestiya Uchebnikh Zavedeniy, Mash inostpoyeniye, no. 6, pp. 64-70, 1962.