Galilean-Newtonian relativity
In general, the principle of relativity is the requirement that the laws of physics be the same for all observers. Somewhat more particularly, the measurements an observer makes in his frame of reference of an important event are related in a particular way to those made by another observer. Several principles of "relativity" have been developed, starting with the Galilean version.
Galileo and others considered only inertial reference frames (see the discussion of such frames in frame of reference) in uniform translation relative to each other. The measurement of time was assumed to be the same for all observers, but the measurements of distance made by an observer differ from those by another depending on the relative velocity between the observers' frames of reference. The measurements made by one can be transformed to those by another one. Such a transformation is called the Galilean transformation.
Einstein saw, however, that if the vacuum speed of light was really the ultimate velocity in our physical world, a different kind of transformation was called for. If information about an important event cannot reach us faster than light (or any form of electromagnetic phenomena) can, the Galilean assumption of universal time has to be discarded. We can only do physics based on what we can know; physics based on mere, unsupported suppositions has to be ignored. The transformation of an observer's measurements to another observer's measurements, now changed, is called the Lorentz transformation. For details, see Theory of Relativity and Special Relativity.
General Relativity extended the Principle of Relativity to accelerated frames of reference in a gravity field.
Referenced By
Aether hypothesis | Aether theory | Ether hypothesis | Ether theory | List of physics topics F-L | Luminiferous aether | Luminiferous ether | Newtonian physics | SPECIFICATION OF A FUNDAMENTAL TEMPORAL QUANTUM MASS | Space-time | Space-time interval | Spacetime | Spacetime interval | Time-space continuum
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