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Comparison and Coordination of Time Scales

Published online by Cambridge University Press:  25 April 2016

J. McK. Luck*
Affiliation:
Division of National Mapping, Canberra

Extract

A time scale may be defined as a system for dating events. A clock is a device for interpolating between observations of the time scale. From antiquity, time scales have been based on the earth’s rotation; even today, the atomic-based time scale Universal Coordinated Time (UTC) is adjusted annually, or when necessary, to keep it in time with the rotating earth. However, the continual search for greater accuracy in time keeping has led to the adoption of time scales based on other phenomena, so that there are now four classes of time scales in use, as summarised in Table I.

Type
Contributions
Copyright
Copyright © Astronomical Society of Australia 1979

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References

Allan, D.W., Shoaf, J.A., and Halford, D., Chapter 8 of Time and Frequency: Theory and Fundamentals, NBS Monograph 140, US Dept of Commerce (1974).Google Scholar
Angeli, M.T., Proc. 2nd Cagliari International Meeting on Time Determination, Dissemination and Synchronization, ed. Enslin, H. and Proverbio, E., p37 (1974).Google Scholar
Barnes, J.A., Chapter 1 of Time and Frequency: Theory and Fundamentals, NBS monograph 140, US Dept of Commerce (1974).Google Scholar
Buisson, J., McCaskill, T., Smith, H.M., Morgan, P.J., and Woodger, J.R., Proc. 8th Annual PTTI Applications and Planning Meeting, NASA Doc X-814-77-149, p55 (1977).Google Scholar
Bureau International de l’Havre, Annual Report for 1976, pC-1 (1977).Google Scholar
Glaze, D.J., Hellwig, H., Jarvis, S., Wainwright, A.E., and Allan, D.W., Chapter 5B of Time and Frequency: Theory and Fundamentals, NBS Monograph 140, US Dept. of Commerce (1974).Google Scholar
Guinot, B., Proc. 2nd Cagliari International Meeting on Time Determination, Dissemination and Synchronisation, ed Enslin, H. and Proverbio, E, p15 (1974).Google Scholar
Guinot, B., Annual Report of the BIH (1977).Google Scholar
Kovacevic, B., Proc. 9th Annual PTTI Applications and Planning Meeting, NASA Tech. Memorandum 7 8104, p277 (1978).Google Scholar
Lavanceau, J.D., and Shephard, L.F., ibid p249 (1978).Google Scholar
Luck, J. McK., and Morgan, P.J., Proc. 6th Annual PTTI Application and Planning Meeting, NASA Doc. X-814-75-117, p513 (1975).Google Scholar
Luck, J. McK., and Woodger, J.R., Proc. 7th Annual PTTI Applications and Planning Meeting, NASA Doc. X-814-76-45, pll (1976).Google Scholar
Markowitz, W., Trans. Inst. Radio Engineers, 111, 239242 (1962).CrossRefGoogle Scholar
Miller, M.J., Proc. Astron. Soc. Aust., 1, 352 (1970).Google Scholar
Mueller, , 1.1., Sherical and Practical Astronomy as Applied to Geodesy, Frederick Ungar Pubi. Co., New York (1969).Google Scholar
Percival, D.B., IEEE Trans, on Instrumentation and Measurement, IM-27, 376 (1978).Google Scholar
Wilkins, G.A., Proc. 2nd Cagliari International Meeting on Time Determination, Dissemination and Synchronization, ed. Enslin, H. and Proverbio, E., p243 (1974).Google Scholar
Winkler, G.M.R., Proc. 8th Annual PTTI Application and Planning Meeting, NASA Doc. X-814-77-149, p489 (1977).Google Scholar