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From: Thomas Heger <ttt_heg@web.de>
Newsgroups: sci.physics.relativity
Subject: Re: vis-viva and vis-motrix
Date: Tue, 1 Oct 2024 08:48:36 +0200
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Am Montag000030, 30.09.2024 um 20:55 schrieb Ross Finlayson:
> On 09/29/2024 10:20 PM, Thomas Heger wrote:
>> Am Samstag000028, 28.09.2024 um 23:57 schrieb Ross Finlayson:
>>> On 09/28/2024 01:57 AM, Thomas Heger wrote:
>>>> Am Donnerstag000026, 26.09.2024 um 22:41 schrieb Ross Finlayson:
>>>>> On 09/26/2024 10:39 AM, The Starmaker wrote:
>>>>>> Ross Finlayson wrote:
>>>>>>>
>>>>>>> On 09/25/2024 01:55 PM, The Starmaker wrote:
>>>>>>>> Ross Finlayson wrote:
>>>>>>>>>
>>>>>>>>> On 09/22/2024 11:37 AM, Ross Finlayson wrote:
>>>>>>>>>> On 09/22/2024 09:59 AM, Ross Finlayson wrote:
>>>>>>>>>>> On 09/17/2024 11:41 AM, Ross Finlayson wrote:
>>>>>>>>>>>> On 09/17/2024 04:34 AM, J. J. Lodder wrote:
>>>>>>>>>>>>> Ross Finlayson <ross.a.finlayson@gmail.com> wrote:
>>>>>>>>>>>>>
>>>>>>>>>>>>>> Does anybody even bother to think about vis-viva versus vis-
>>>>>>>>>>>>>> motrix
>>>>>>>>>>>>>> anymore, with regards to conservation, momentum, inertia, and
>>>>>>>>>>>>>> energy,
>>>>>>>>>>>>>> and potential and impulse energy?
>>>>>>>>>>>>>
>>>>>>>>>>>>> Of course not. These are obsolete distinctions,
>>>>>>>>>>>>> from a time when energy and momentum conservation was not
>>>>>>>>>>>>> corectly
>>>>>>>>>>>>> understood.
>>>>>>>>>>>>> The matter was put to rest by Christiaan Huygens
>>>>>>>>>>>>> by showing (for particle collisions)
>>>>>>>>>>>>> that momentum conservation and energy conservation
>>>>>>>>>>>>> are distinct conservation laws, that are both needed,
>>>>>>>>>>>>>
>>>>>>>>>>>>> Jan
>>>>>>>>>>>>>
>>>>>>>>>>>>>
>>>>>>>>>>>>>> Is it usually considered at all that momentum and inertia
>>>>>>>>>>>>>> change
>>>>>>>>>>>>>> places with respect to resistance to change of motion and 
>>>>>>>>>>>>>> rest
>>>>>>>>>>>>>> respectively sort of back and forth in the theory since
>>>>>>>>>>>>>> antiquity?
>>>>>>>>>>>>>>
>>>>>>>>>>>>>> Several times?
>>>>>>>>>>>>
>>>>>>>>>>>> Au contraire, there is yet definition up, in the air, as it
>>>>>>>>>>>> were.
>>>>>>>>>>>>
>>>>>>>>>>>> Find any reference to fictitious forces and for a theory
>>>>>>>>>>>> where the potential fields are what's real and the classical
>>>>>>>>>>>> field's just a projection to a perspective in the middle,
>>>>>>>>>>>> and anything at all to do with the plainly empirical or
>>>>>>>>>>>> tribological with regards to our grandly theoretical,
>>>>>>>>>>>> and one may find that the definitions of "inertia" and
>>>>>>>>>>>> "momentum" with regards to resistance to changes in motion
>>>>>>>>>>>> and resistance to changes in rest, as with regards to
>>>>>>>>>>>> weight and as with regards to heft, have rotated each
>>>>>>>>>>>> few hundred years, as with regards to the great schism
>>>>>>>>>>>> whence Newton's vis-motrix, as with regards to the vis-insita
>>>>>>>>>>>> and Leibnitz' vis-viva, as what for example can be read into
>>>>>>>>>>>> from the Wikipedia on conservation of _energy_ and conservation
>>>>>>>>>>>> of _momentum_ up to today, where for example, the
>>>>>>>>>>>> "infinitely- many
>>>>>>>>>>>> higher orders of theoretical acceleration are both formally
>>>>>>>>>>>> non-zero and vanishing" because "zero meters/second
>>>>>>>>>>>> equals infinity seconds/meter".
>>>>>>>>>>>>
>>>>>>>>>>>> So, for a true centrifugal, and quite all about the derivative
>>>>>>>>>>>> and anti-derivative as with regards to momentum, inertia,
>>>>>>>>>>>> and kinetic energy, in a theory what's of course
>>>>>>>>>>>> sum-of-histories
>>>>>>>>>>>> sum-of-potentials with least action and gradient, or sum-of-
>>>>>>>>>>>> potentials,
>>>>>>>>>>>> it is so that the various under-defined concepts of the plain
>>>>>>>>>>>> laws
>>>>>>>>>>>> of after Newton, are as yet un-defined, and there are a variety
>>>>>>>>>>>> of considerations as with regards to the multiplicities, or
>>>>>>>>>>>> these singularities, and the reciprocities, of these
>>>>>>>>>>>> projections.
>>>>>>>>>>>>
>>>>>>>>>>>>
>>>>>>>>>>>> So, some of these considerations as since "Mediaeval Times",
>>>>>>>>>>>> help reflect that Einstein's not alone in his, 'attack on
>>>>>>>>>>>> Newton'.
>>>>>>>>>>>>
>>>>>>>>>>>>
>>>>>>>>>>>
>>>>>>>>>>> Moment and Motion:  a story of momentum
>>>>>>>>>>>
>>>>>>>>>>> https://www.youtube.com/watch?v=DH-Gh-
>>>>>>>>>>> bBb7M&list=PLb7rLSBiE7F4eHy5vT61UYFR7_BIhwcOY
>>>>>>>>>>>
>>>>>>>>>>>
>>>>>>>>>>>
>>>>>>>>>>> Theories and principles, momentum and sum-of-histories
>>>>>>>>>>> sum-of-potentials, conservation, momentum and inertia
>>>>>>>>>>> and energy, fields and forces, Einstein's mechanics,
>>>>>>>>>>> conservation of energy and conservation of momentum,
>>>>>>>>>>> potential and fictitious and causal and virtual, mv, mv^2,
>>>>>>>>>>> ordinary and extra-ordinary in the differential and inverses,
>>>>>>>>>>> the standard curriculum and the super-standard, momentum
>>>>>>>>>>> in definition, classical exposition, Bayes rule and a law of
>>>>>>>>>>> large
>>>>>>>>>>> numbers, law(s) of large numbers and not-Bayesian expectations,
>>>>>>>>>>> numerical methods in derivations, uniqueness results later
>>>>>>>>>>> distinctness results, law(s) of large numbers and continuity,
>>>>>>>>>>> complete and replete, induction and limits, partials and limits,
>>>>>>>>>>> the paleo-classical, platforms and planks, mass and weight
>>>>>>>>>>> and heft, gravitational force and g-forces, measure and
>>>>>>>>>>> matching measure, relativity and a difference between
>>>>>>>>>>> rest and motion, heft, resistance to gravity, ideals and
>>>>>>>>>>> billiard mechanics, wider ideals, Wallis and Huygens,
>>>>>>>>>>> Nayfeh's nonlinear oscillations, addition of vectors,
>>>>>>>>>>> observables and ideals, DesCartes' and Kelvin's vortices,
>>>>>>>>>>> black holes and white holes, waves and optics, Euler, both
>>>>>>>>>>> vis-motrix and vis-viva, d'Alembert's principle, Lagrange,
>>>>>>>>>>> potential as integral over space, Maupertuis and Gauss
>>>>>>>>>>> and least action and least constraint, Hamilton,
>>>>>>>>>>> Hamiltonians and Bayesians, Jacobi, Navier and Stokes
>>>>>>>>>>> and Cauchy and Saint Venant and Maxwell, statistical
>>>>>>>>>>> mechanics and entropy and least action, ideal and real,
>>>>>>>>>>> mechanical reduction and severe abstraction, ions and
>>>>>>>>>>> fields and field theory, wave mechanics and virtual particles,
>>>>>>>>>>> ideals and the ideal, the classical and monistic holism, paleo-
>>>>>>>>>>> nouveau.
>>>>>>>>>>>
>>>>>>>>>>>
>>>>>>>>>>>
>>>>>>>>>>>
>>>>>>>>>>
>>>>>>>>>>
>>>>>>>>>>
>>>>>>>>>> Much like the theories of "fall", "shadow", or
>>>>>>>>>> "push" gravity, or the "shadow" or "umbral"
>>>>>>>>>> gravity and for theories of real supergravity,
>>>>>>>>>> as after Fatio and LeSage, as of theories of
>>>>>>>>>> "pull" or "suck" gravity of Newton and the
>>>>>>>>>> "rubber-sheet" or "down" gravity of Einstein,
>>>>>>>>>> then the theories of vortices like DesCartes
>>>>>>>>>> and Kelvin, and others, help reflect on the
>>>>>>>>>> rectilinear and curvilinear, and flat and round,
>>>>>>>>>> as with regards to deconstructive accounts of
>>>>>>>>>> usual unstated assumptions and the severe
>>>>>>>>>> abstraction and mechanical reduction, in as
>>>>>>>>>> with regards to modern theories of mechanics.
>>>>>>>>>>
>>>>>>>>>> Zero meters per second is infinity seconds per meter.
>>>>>>>>>>
>>>>>>>>>>
>>>>>>>>>
>>>>>>>>> You know, zero meters per second is infinity seconds per meter,
>>>>>>>>> and, any change of anything in motion has associated the
>>>>>>>>> infinitely-many higher orders of acceleration, and,
>>>>>>>>> it's rather underdefined and even undefined yet very
>>>>>>>>> obviously clearly is an aspect of the mathematical model,
>>>>>>>>> that Galileo's and Newton's laws of motion, sort of are
>>>>>>>>> only a "principal branch" as it were, and, don't quite suffice.
>>>>>>>>>
>>>>>>>>> Of course anything that would add infinitely-many higher
>>>>>>>>> orders of acceleration mathematically to the theory,
>>>>>>>>> of mechanics, the theory, would have to result being
>>>>>>>>> exactly being the same as Galilean and Newtonian,
>>>>>>>>> "in the limit", and for example with regards to
>>>>>>>>> Lorentzians and these kinds of things.
>>>>>>>>>
>>>>>>>>> It's sort of similar with adding more and better
>>>>>>>>> infinities and infinitesimals to mathematics.
>>>>>>>>> The continuous dynamics of continuous motion
>>>>>>>>> though and its mechanics, is a few layers above
>>>>>>>>> a plain concept of the continuum, as with regards
>>>>>>>>> to something like a strong mathematical platonism's
>>>>>>>>> mathematical universe, being that making advances
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