## Philosophy Lexicon of Arguments | |||

Principles, philosophy of science: physical principles are not the same as laws of nature. Rather, laws can be gained from principles or traced back to principles. Examples are the principle of the shortest time, the principle of the smallest effect, the uncertainty principle. See also theories, laws of nature, laws, natural constants. | |||

Author | Item | Excerpt | Meta data |
---|---|---|---|

Books on Amazon |
I 355 Principle/Theory/Feynman: Principles can explain laws. According to what principle should the law of Snellius be clear at all? I 355 Fermat's Principle of the Shortest Time/Refraction/Foucault: from all possible paths the light could take, it takes the path that requires the shortest time. I 356 The path that leads to the object is chosen, if the mirror had not been present. (~). I 357 Refraction: Transition from air to water: e.g. (Feynman): Suppose someone stands on the shore and sees someone falling from a boat into the water. We can run much faster than we can swim. Therefore, we should choose a path with a longer route on land than the distance in the water. Exactly the same as light does! Important: there is an area near the optimum point where, in the first approximation, there is no significant change in time. But in the second order. I 358 When the ratio of the speed is n, light should penetrate at such an angle that the ratio of the sinuses of the angles Θi und Θr is the ratio of the velocities of the two media. sin Θi = n sin Θr. I 358 Principle of the Shortest Time/Fermat/Feynman: Conclusions: 1) Reversibility of direction. 2) E.g. the glass block displaces the beam parallel, since the exit angle is equal to the entrance angle. E.g. sunset: the light moves slower in the denser air on the ground. The light therefore chooses the shorter path by an acute angle at the entrance. This means that we can still see the sun, even when it has already gone down. I 359 Bsp mirage I 361 Analogy/Analog/Theory/Principle of the Shortest Time/Fermat/Identity/Physics/Feynman: apparently, the principle of the shortest time and the statement that angles are equal in reflection, and that the sinuses are proportional to the angles at refraction, are the same. |
Fey R. Feynman Vom Wesen physikalischer Gesetze München 1993 Fey I R. Feynman Vorlesungen über Physik I München 2001 |

> Counter arguments against **Feynman**

> Suggest your own contribution | > Suggest a correction | > Export as BibTeX Datei

Ed. Martin Schulz, access date 2017-05-29