Referentni sistem (Serbian Wikipedia)

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The distinction between macroscopic and microscopic frames shows up, for example, in electromagnetism where constitutive relations of various time and length scales are used to determine the current and charge densities entering Maxwell's equations. See, for example, Kurt Edmund Oughstun (2006). Electromagnetic and Optical Pulse Propagation 1: Spectral Representations in Temporally Dispersive Media. Springer. стр. 165. ISBN 0-387-34599-X. . These distinctions also appear in thermodynamics. See Paul McEvoy (2002). Classical Theory. MicroAnalytix. стр. 205. ISBN 1-930832-02-8. .
In very general terms, a coordinate system is a set of arcs xⁱ = xⁱ (t) in a complex Lie group; see Lev Semenovich Pontri͡agin (1986). L.S. Pontryagin: Selected Works Vol. 2: Topological Groups (3rd изд.). Gordon and Breach. стр. 429. ISBN 2-88124-133-6. . Less abstractly, a coordinate system in a space of n-dimensions is defined in terms of a basis set of vectors {e₁, e₂,… e_n}; see Edoardo Sernesi; J. Montaldi (1993). Linear Algebra: A Geometric Approach. CRC Press. стр. 95. ISBN 0-412-40680-2. As such, the coordinate system is a mathematical construct, a language, that may be related to motion, but has no necessary connection to motion.
J X Zheng-Johansson; Per-Ivar Johansson (2006). Unification of Classical, Quantum and Relativistic Mechanics and of the Four Forces. Nova Publishers. стр. 13. ISBN 1-59454-260-0.
Katherine Brading; Elena Castellani (2003). Symmetries in Physics: Philosophical Reflections. Cambridge University Press. стр. 417. ISBN 0-521-82137-1. ^{[мртва веза]}
Oliver Davis Johns (2005). Analytical Mechanics for Relativity and Quantum Mechanics. Oxford University Press. Chapter 16. ISBN 0-19-856726-X.
Donald T Greenwood (1997). Classical dynamics (Reprint of 1977 edition by Prentice-Hall изд.). Courier Dover Publications. стр. 313. ISBN 0-486-69690-1.
Matthew A. Trump; W. C. Schieve (1999). Classical Relativistic Many-Body Dynamics. Springer. стр. 99. ISBN 0-7923-5737-X.
A S Kompaneyets (2003). Theoretical Physics (Reprint of the 1962 2nd изд.). Courier Dover Publications. стр. 118. ISBN 0-486-49532-9.
M Srednicki (2007). Quantum Field Theory. Cambridge University Press. Chapter 4. ISBN 978-0-521-86449-7.
Carlo Rovelli (2004). Quantum Gravity. Cambridge University Press. стр. 98 ff. ISBN 0-521-83733-2.

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Fields, Douglas E. (пролеће 2020). „Lecture25: Galilean and Special Relativity” (PDF). PHYC 2310: Calculus Based Physics III. University of New Mexico. стр. 8. Приступљено 7. 11. 2020. ^{[мртва веза]}