Difference between revisions of "Second Law of Thermodynamics"
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==Context== | ==Context== | ||
* The original purpose of the [[Second Law of Thermodynamics]] was by Carnot in the determination of the maximum efficiency of steam engines. | * The original purpose of the [[Second Law of Thermodynamics]] was by Carnot in the determination of the maximum efficiency of steam engines. | ||
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* Boltzmann argued that the Second Law is statistical in nature and stated that while systems with increasing are possible, their occurrence could be assigned an ''extremely'' low probability. | * Boltzmann argued that the Second Law is statistical in nature and stated that while systems with increasing are possible, their occurrence could be assigned an ''extremely'' low probability. | ||
| + | * Boltzmann's solution in terms of large ensembles of point particles has become the field of Statistical Physics, which is the only physical law that is not deterministic. | ||
| + | * In communications and information sciences, the [[Second Law of Thermodynamics]] is typically addressed as a statement about information. | ||
| + | * From computer science Rolf Landauer used information theory to determine that while reversible computation was possible, the erasure of information always resulted in loss of energy. | ||
| + | * Now physicists are using Landauer's results to <ref>Philip Ball, ''Physicists Rewrite the Fundamental Law That Leads to Disorder'' Quanta Magazine (2022-05-16) https://www.quantamagazine.org/physicists-trace-the-rise-in-entropy-to-quantum-information-20220526/</ref> | ||
==References== | ==References== | ||
[[Category: Philosophy]] | [[Category: Philosophy]] | ||
Revision as of 14:52, 29 May 2022
Full Title or Meme
The entropy of isolated systems left to spontaneous evolution cannot decrease, as they always arrive at a state of thermodynamic equilibrium where the entropy is highest at the given internal energy.
Context
- The original purpose of the Second Law of Thermodynamics was by Carnot in the determination of the maximum efficiency of steam engines.
- Boltzmann argued that the Second Law is statistical in nature and stated that while systems with increasing are possible, their occurrence could be assigned an extremely low probability.
- Boltzmann's solution in terms of large ensembles of point particles has become the field of Statistical Physics, which is the only physical law that is not deterministic.
- In communications and information sciences, the Second Law of Thermodynamics is typically addressed as a statement about information.
- From computer science Rolf Landauer used information theory to determine that while reversible computation was possible, the erasure of information always resulted in loss of energy.
- Now physicists are using Landauer's results to [1]
References
- ↑ Philip Ball, Physicists Rewrite the Fundamental Law That Leads to Disorder Quanta Magazine (2022-05-16) https://www.quantamagazine.org/physicists-trace-the-rise-in-entropy-to-quantum-information-20220526/
