Energy and Momentum Conservation Laws in Physics: Difference between revisions
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==Abstract== | ==Abstract== | ||
It is pointed out that the energy and momentum conservation laws (indeed the concepts of energy and momentum in the first place) have a strict basis only in classical, Newtonian physics, and that an application to phenomena outside classical physics (e.g. for electromagnetic waves) is not only unjustified but a contradiction in terms. A general underlying law of energy conservation (as postulated by Noether | It is pointed out that the energy and momentum conservation laws (indeed the concepts of energy and momentum in the first place) have a strict basis only in classical, Newtonian physics, and that an application to phenomena outside classical physics (e.g. for electromagnetic waves) is not only unjustified but a contradiction in terms. A general underlying law of energy conservation (as postulated by Noether's theorem) does therefore not exist. See my web page [http://www.physicsmyths.org.uk/conservation.htm Energy and Momentum Conservation Laws in Physics ]for more.<br /><br /><br /> | ||
[[Category:Scientific Paper|energy momentum conservation laws physics]] | [[Category:Scientific Paper|energy momentum conservation laws physics]] | ||
[[Category:New Energy|energy momentum conservation laws physics]] | [[Category:New Energy|energy momentum conservation laws physics]] | ||
Latest revision as of 09:02, 22 July 2026
| Scientific Paper | |
|---|---|
| Title | Energy and Momentum Conservation Laws in Physics |
| Author(s) | Thomas Smid |
| Keywords | energy and momentum conservation laws, Noether's theorem |
| Published | 2004 |
| No. of pages | 1 web |
Abstract
It is pointed out that the energy and momentum conservation laws (indeed the concepts of energy and momentum in the first place) have a strict basis only in classical, Newtonian physics, and that an application to phenomena outside classical physics (e.g. for electromagnetic waves) is not only unjustified but a contradiction in terms. A general underlying law of energy conservation (as postulated by Noether's theorem) does therefore not exist. See my web page Energy and Momentum Conservation Laws in Physics for more.