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Some effects of vibration and rotation on the drift of gyroscopic instrumentsIt is the purpose of this paper to describe and indicate possible analytical approaches to some of the most significant mechanisms by which vibration induced drifts may occur, and to indicate, where possible, some means of alleviating them. In all cases we will not consider gimbal bearing friction, mass unbalance or other sources of steady extraneous torques on the gyro rotor. The mechanisms to be discussed are: Non-Newtonian viscosity in single degree of freedom (SDF) integrating-rate gyros, nonisoelasticity in SDF gyros, noncommutative effects for SDF stabilized platform, gimbal inertia effects, 2 DF gyros, and spin axis torque coupling in 2 DF gyros. High-frequency elastic resonances are not discussed explicitly in detail, because they are a more familiar problem and one which depends strongly on the details of each particular gyro design.
Document ID
19640055467
Acquisition Source
Jet Propulsion Laboratory
Document Type
Reprint (Version printed in journal)
Authors
R M Stewart
(Jet Propulsion Laboratory La Cañada Flintridge, United States)
Date Acquired
August 2, 2013
Publication Date
January 1, 1959
Publication Information
Publication: ARS Journal
Publisher: American Institute of Aeronautics and Astronautics
Volume: 29
Issue: 1
Issue Publication Date: January 1, 1959
e-ISSN: 1936-9972
Subject Category
Spacecraft Instrumentation and Astrionics
Report/Patent Number
ARS PAPER-644-58
JPL-EP-440
Report Number: ARS PAPER-644-58
Report Number: JPL-EP-440
Meeting Information
Meeting: American Rocket Society (ARS) Semi-Annual Meeting
Location: Los Angeles, CA
Country: US
Start Date: June 8, 1958
End Date: June 12, 1958
Sponsors: American Rocket Society
Accession Number
64N83374
Funding Number(s)
CONTRACT_GRANT: DA-04-495-ORD-18
Distribution Limits
Public
Copyright
Public Use Permitted.
Keywords
Viscous Torque
Resonance Frequencies
Spectral Density
Feedback Circuits
Dynamic Pressure
Rocket Design
Jet Propulsion Laboratory
Thrust to Weight Ratio
Solid Propellant Rocket
Probability Distribution Functions
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