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Vol.1 , No. 3, Publication Date: Sep. 18, 2014, Page: 38-42
| [1] | Chang-Wei Hu, Beijing Relativity Theory Research Federation Shanghai Branch China. |
The physical phenomena what modern physics describes seem all very peculiar, which results from the quantitative effects deviating from the absolute space-time theory. The absolute space-time theory, which describes the world with invariable space-time standards, is a fundamental space-time theory; while actual space-time standards can vary with environment, and thus, the actual measuring data are always to deviate from the absolute space-time theory and the quantitative effects occur. A light is the most exact tool measuring space-time in the modern physics, whose space-time standards have a variability and leads up to the quantitative effects such as relativistic and quantum effects. The relativistic equations of the quantitative effects and the analytic method of effect energy are proposed, they can be used to describe relativistic phenomena simply.
Keywords
The Theory of Relativity, Absolute Space-Time Theory, Quantitative Effects, Analytic Method of Effect Energy, Quantum Effects
Reference
| [01] | S. T. Yan, S. Nadis, The Shape of Inner Space, Brockman Inc (2010). |
| [02] | L. Randail, Warped Passages, Penguin Press (2006). |
| [03] | B. Greene, The Fabric of the Cosmos: Space, Time and the Texture of Reality, Penguin Press (2004). |
| [04] | C. W. Hu, Vacuum, Space-Time, Matter and Models of Smarandache Geometry, Educational Publishers, USA (2012). |
| [05] | I. Newton, The Mathematical Principles of Natural Philosophy, Daniel Adee, New-york (1846). |
| [06] | A Dictionary of Physics, Oxford, New York, 2009 |
| [07] | J. D. Walecka, Introduction to Modern Physics Theoretical Foundation, Word Scientific PublisingCo, Lodon(2008)。 |
| [08] | H. C. Ohanian, R. Ruffini, Gravitation and Spacetime, W. W. Norton & Company, Inc. (1994). |
| [09] | A. Einstein, Relativity The Special and The General Theory, Methuen & Co. Ltd, London, (1955). |
| [10] | R. K. Su, Quantum Mechanics, Higher Education Press, Beijing (2002) |
