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Cleonis

HN member
Joined
Wed, May 13, 2020, 8:49 PM UTC
HN karma
9
Public activity
28 items

About Cleonis

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Recent public activity

  1. comment
    Comment #48703154

    About the stationary action concept: Yeah, it looks impenetrable, but here's the thing: there is a way of looking at it from just the right angle, and then becomes transparent. Par…

  2. comment
    Comment #46439945

    As to understanding Hamilton's stationary action deeply: that is accessible. I have created a resource with interactive diagrams. Move sliders to sweep out variation of a trial tra…

  3. comment
    Comment #45789828

    About transitioning from Classical Mechanics to QM, guided by observations. There is a very interesting approach in the quantum physics book by Eisberg and Resnick, section 5.2 To …

  4. comment
    Comment #45768268

    The rewrite of section 2 of the article is now pushed out to the web page. Repeating the links: Page dedicated to the case of a potential proportional to the cube of the displaceme…

  5. comment
    Comment #45735622

    About the article with mathematical treatment: http://cleonis.nl/physics/phys256/energy_position_equation.p... One section of that will be replaced in a day or two: the last part o…

  6. comment
    Comment #45735464

    About d'Alembert's principle. A modern name for it is 'd'Alembert's virtual work'. The modern concept of 'work done' was formulated around 1850 (Eighteen-fifty). That is, we should…

  7. comment
    Comment #45728067

    While most authors posit the stationary action concept as a given, it is in fact possible to go from the newtonian formulation to the Lagrangian formulation, and from there to Hami…

  8. comment
    Comment #42993136

    Indeed inertia. Theory of motion consists of describing the properties of Inertia. In terms of Newtonian mechanics the members of the equivalence class of inertial coordinate syste…

  9. comment
    Comment #42986201

    I will argue that 'has least action as foundation' does not in itself imply that Lagrangian mechanics is a sparser theory: Here is something that Newtonian mechanics and Lagrangian…

  10. comment
    Comment #41088244

    Thank you for taking the time to have a look. About the presentation: I think I agree: once I'm up to the level of discussing Lagrangians and stationary action I should not re-teac…

  11. comment
    Comment #41079945

    If I don't hear back in a week or so I will remind you, I hope that's OK with you. I'm aware your expectations may be low. Your thinking may be: if textbook authors such as John Ta…

  12. comment
    Comment #41077564

    Hi, I want to respond to a post from you from 2019. (That 2019 thread no longer offers the reply button, otherwise I would reply there of course.) I apologize for using this thread…

  13. comment
    Comment #39983608

    There is a way of _arriving_ at that subtraction, rather than just throwing it out there. A resource I created: Calculus of Variations as applied in physics: http://cleonis.nl/phys…

  14. comment
    Comment #39983248

    I have created a resource for the purpose of making Hamilton's stationary action transparent. It is possible to go in all forward steps from F=ma to Hamilton's stationary action; t…

  15. comment
    Comment #39567985

    In retrospect: the earliest recognition of a conserved quantity was Kepler's law of areas. Isaac Newton later showed that Kepler's law of areas is a specific instance of a property…

  16. comment
    Comment #39376287

    I have a comment about Lagrangian models. (I'm not commenting on the "All-at-once" angle, that is out of my league.) You assert a contrast, with on one hand (traditional physics) t…

  17. comment
    Comment #38757745

    I created demonstrations with interactive diagrams. http://cleonis.nl/physics/phys256/calculus_variations.php The following case is used as motivation for developing Calculus of Va…

  18. comment
    Comment #38757535

    I have created a demonstration of Hamilton's stationary action with interactive diagrams, (supported with discussion of the mathematics that is involved). Interestingly: it is poss…

  19. comment
    Comment #37260007

    About Hamilton's stationary action (which you refer to as 'least action'). I have created an educational resource in which I address the question of how it comes about that F=ma ca…

  20. comment
    Comment #37220545

    Here is one way of looking at it: statistical mechanics introduced the concept of entropy. Years ago, in school, the physics teacher gave the following vivid demonstration: The dem…

  21. comment
    Comment #37220051

    Sure enough, the principles of Carnot's thermodynamics and the premises of statistical mechanisc look quite differently. The thing is: since both form the same thermodynamics there…

  22. comment
    Comment #33411962

    Specifically about the Lagrangian of Classical Mechanics (Hamilton's Action) I have discussed that on physics.stackexchange https://physics.stackexchange.com/a/670705/ The ideas ar…

  23. comment
    Comment #33411806

    It is in fact possible to explain Hamilton's action within the context of classical mechanics. On physics.stackexchange I have discussed that, in an answer posted in oktober 2021. …

  24. comment
  25. comment
    Comment #32427798

    I have created a resource that I think addresses your dissatisfaction. The information is available on physics.stackexchange https://physics.stackexchange.com/a/670705 I use 'Hamil…