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时间的度量 被引量:2

THE MEASUREMENT OF TIME
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摘要 The authors admire Poincaré’s idea that the convention on the nature for light propagation is the foundation of the measurement of time and point out that the conventions on the light velocity is just the convention on the symmetries of space time.The conditions on the transitivity of synchronization of clock rate are shown.With the condition,not only the question about the definition of the synchronization of rate of clocks located at different places is answered,but also find the solution to the definition of the equality of two durations is found. The authors admire Poincare's idea that the convention on the nature for light propagation is the foundation of the measurement of time and point out that the conventions on the light velocity is just the convention on the symmetries of space time. The conditions on the transitivity of synchronization of clock rate are shown. With the condition, not only the question about the definition of the synchronization of rate of clocks located at different places is answered, but also find the solution to the definition of the equality of two durations is found.
出处 《北京师范大学学报(自然科学版)》 CAS CSCD 北大核心 2007年第2期148-149,共2页 Journal of Beijing Normal University(Natural Science)
基金 国家自然科学基金资助项目(104750131037300310375087) 国家"九七三"课题资助项目(2003CB716300)
关键词 好钟 绵延 时间的测量 光速 时空对称性 good clock duration measurement of time velocity of light symmetries of space time
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  • 1Poincare H 1905 Science and Hypothesis (London: WalterScott) pp 89-110 123-139
  • 2Poincare H 1958 The Value of Science (New York: Dover)pp 223-234
  • 3Poincare H 1913 The Foundation of Science (New York:Science)
  • 4Miller A I 1981 Albert Einstein's Special Theory of Relativity (London: Addison-Wesley) pp 185-200
  • 5Einstein A 1923 The Principle of Relativity (Dover: Dover)
  • 6Einstein A 1950 The Meaning of Relativity (Princeton:Princeton University)
  • 7Landau L D and Lifshitz E M 1999 The Classical Theory of Fields (Beijing: World Publishing Corporation)
  • 8Liu L and Zhao Z 2004 General Relativity 2nd edn (Beijing:Higher Education) pp 21-23 (in Chinese)
  • 9Zhao Z 1991 Sci. Chin. A 34 835
  • 10Zhao Z and Chen P 1997 Int. J. Theor. Phys. 36 2153

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