Difference between revisions of "Physical Laws and the Theory of Special Relativity"
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The meaning of a physical law is discussed. A distinction is made between specific laws such as: the 1/r<sup>2</sup> law, the diffusion equation, the law of radioactive decay, Hubble's law, and fundamental laws such as conservation principles. The status of Maxwell's equations is reexamined. It is concluded that: a) physical laws pertain to closed systems, b) physical laws are formulated in inertial reference frames, determined by the center of mass of the closed system, c) there exists a unique, global inertial reference frame, and d) physical laws need not be Lorentz covariant. | The meaning of a physical law is discussed. A distinction is made between specific laws such as: the 1/r<sup>2</sup> law, the diffusion equation, the law of radioactive decay, Hubble's law, and fundamental laws such as conservation principles. The status of Maxwell's equations is reexamined. It is concluded that: a) physical laws pertain to closed systems, b) physical laws are formulated in inertial reference frames, determined by the center of mass of the closed system, c) there exists a unique, global inertial reference frame, and d) physical laws need not be Lorentz covariant. | ||
− | [[Category:Scientific Paper]] | + | [[Category:Scientific Paper|physical laws theory special relativity]] |
− | [[Category:Relativity]] | + | [[Category:Relativity|physical laws theory special relativity]] |
Latest revision as of 19:49, 1 January 2017
Scientific Paper | |
---|---|
Title | Physical Laws and the Theory of Special Relativity |
Read in full | Link to paper |
Author(s) | Georg Galeczki |
Keywords | physical law, diffusion equation, radioactive decay, conservation principles |
Published | 1994 |
Journal | Apeiron |
Volume | 1 |
Number | 20 |
No. of pages | 6 |
Pages | 26-31 |
Read the full paper here
Abstract
The meaning of a physical law is discussed. A distinction is made between specific laws such as: the 1/r2 law, the diffusion equation, the law of radioactive decay, Hubble's law, and fundamental laws such as conservation principles. The status of Maxwell's equations is reexamined. It is concluded that: a) physical laws pertain to closed systems, b) physical laws are formulated in inertial reference frames, determined by the center of mass of the closed system, c) there exists a unique, global inertial reference frame, and d) physical laws need not be Lorentz covariant.