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The space-time continuum is a mathematical model that combines space and time into a single construct. This spacetime is usually explained with a model where space is three-dimensional and time has the role of the fourth dimension.
If one follows the model of space that Euclid had, our universe has three dimensions of space, and one dimension of time. By combining space and time into a single manifold, physicists have simplified a good deal of physical theory, as well as described in a more uniform way the workings of the universe at both levels: the very large (supergalactic) and very small (subatomic).
[change] Further aspects
Where an important quantity of matter exists, it changes the geometry of spacetime, this (curved) geometry can be understood as gravity. The white lines on the picture on the right do not represent the curvature of space, but instead represent the coordinate system imposed on the curved spacetime which would be rectilinear(straight and uncurved) in a flat spacetime.
In classical mechanics, the use of spacetime over Euclidean space is optional, as time is independent of mechanical motion in three dimensions. In relativistic contexts, however, time cannot be separated from the three dimensions of space as it depends on an object's velocity relative to the speed of light.
[change] Historical origin
The origins of this 20th century scientific theory began in the 19th century with fiction writers. Edgar Allan Poe stated in his essay on cosmology titled Eureka (1848) that "space and duration are one." This is the first known instance of suggesting space and time to be different perceptions of one thing. Poe arrived at this conclusion after approximately 90 pages of reasoning but employed no mathematics. In 1895, H.G. Wells in his novel, The Time Machine, wrote, “There is no difference between Time and any of the three dimensions of Space except that our consciousness moves along it.” He added, “Scientific people…know very well that Time is only a kind of Space.”
Albert Einstein's 1905 theory of special relativity is the beginning of the concept of spacetime, but the first mathematical theory of spacetime was proposed by one of his teachers, the mathematician Hermann Minkowski, in a 1908 essay. His concept of Minkowski space is the earliest treatment of space and time as two aspects of a unified whole, the essence of special relativity. The idea of Minkowski space also led to special relativity being viewed in a more geometrical way, this geometric viewpoint of spacetime being important in general relativity too. The 1926 thirteenth edition of the Encyclopedia Britannica included an article by Einstein titled "space-time".
[change] Other pages
|The English Wikibooks has more information on:|
- Hermann Minkowski, "Raum und Zeit", 80. Versammlung Deutscher Naturforscher (Köln, 1908). Published in Physikalische Zeitschrift 10 104-111 (1909) and Jahresbericht der Deutschen Mathematiker-Vereinigung 18 75-88 (1909). For an English translation, see Lorentz et al. (1952).
- Einstein, Albert, 1926, "Space-Time," Encyclopedia Britannica, 13th ed.
- Lorentz, H. A., Einstein, Albert, Minkowksi, Hermann, and Weyl Hermann, 1952. The Principle of Relativity: A Collection of Original Memoirs. Dover.
- Lucas, John Randolph, 1973. A Treatise on Time and Space. London: Methuen.
- Poe, Edgar A. (1848). Eureka; An Essay on the Material and Spiritual Universe. Hesperus Press Limited. ISBN 1-84391-009-8.
- Wells, H.G. (2004). The Time Machine. New York: Pocket Books. (pp. 5; 6)