Re: What is "present time" in physics?

On 09/06/2024 08:53 PM, Ross Finlayson wrote:

On 09/06/2024 05:07 PM, Ross Finlayson wrote:

On 09/06/2024 02:58 PM, The Starmaker wrote:

Ross Finlayson wrote:

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On 09/05/2024 09:40 AM, The Starmaker wrote:

The Starmaker wrote:

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Ross Finlayson wrote:

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On 09/04/2024 08:10 AM, Richard Hachel wrote:

The problem of relativity is the understanding of the notion of
present
time, that is to say the notion of simultaneity (which should
not be
confused with the notion of chronotropy).
Is there on the planet Fomalhaut IV, a princess Alexandra who lives
there, at the same time as me; me who is here on earth?
That is to say in the same present moment?
It must be said that yes, since whatever procedure of universal
synchronization I adopt, whether mine or that of Albert Einstein,
there
is necessarily a LABEL, and only one, to characterize the
existence of
Alexandra simultaneous with mine.
But according to the method of "synchronization of present
time", we
will not have the same label.
Einstein uses procedure M, Hachel procedure H.
Procedure M is the most practical, procedure H is the most true.
Procedure M is the most practical, because it derives from the
synchronization of the present time on a point M placed very far
away in
an imaginary fourth dimension, and at an equal distance from all
the
points constituting our universe. This gives an abstract
universal time,
but very useful, where the notion of universal present time is
flat, and
reciprocal. If A exists at the same time as B for M, then B
exists at
the same time as A for M. It is very practical.
Procedure H proposed by Richard Hachel is less practical, but
truer. It
is less practical, because the notion of symmetry of the present
time
will not be absolute. But it is truer, physically more accurate,
and
more beautiful. It will remain eternally true experimentally, and
eternally more beautiful philosophically. What could be more
beautiful
than saying to a child: "This horse in this meadow, this moon in
the
sky, this galaxy in this telescope, you see them instantly, as
they are
today, live-live".
What is uglier than human thought, which thinks it is intelligent,
even though it is full of stupid mockery, conceptual imbecilities,
simply because it can say, as all morons say: "The speed of light
is c,
we know it, we have measured it, experimented with it, and we get
3.10^8m/s".
This is the most stupid reflection in the history of humanity,
proposed
by mocking morons (Python, John Baez) who think they are funny and
intelligent, authorized mockers, but who have not understood
anything
about the notion of universal anisochrony and the two possible
ways in
which we can (or even MUST be able to) synchronize the clocks of
the
universe.
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R.H.

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The (physical) space-time is a (mathematical) coordinate space, and
the (physical) Space-Time is the continuous manifold of the field
number
formalism of QM combined with the inertial-systems'
differential-system GR, where according to Einstein the GR is
a differential-system parameterized by a "the time", and in
QM the time-reversibility has never been falsified, with the
time-ordering of the path-integral being pretty much classical,
a "clock hypothesis" is not un-usual, that with respect to a
coordinate space, yet there's only a forward-pointing ray of time,
between zero and one a vector field over the entirety of Space-Time,
that in deep space in absolute vacuum at absolute zero equals one.
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Clocks either slow or meet, ....
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That "there are no closed time-like curves" and "time reversibility
has never been falsified" then as with regards to null geodesics
and any usual ideas about using the time-like as simply an extra
"Fourth Dimension" for only mathematical extrapolation, has that
physically it might as well just be considered "the gradient" as
with regards to "t" everywhere universally parameterizing the
differential-system and time-ordering of GR and QM.
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This sort of theory can for example reduce functional freedom
from 10^120 to approximately 1, while that "time dilation plus
length contraction equals space contraction" is simply enough
as of the FitzGeraldian and associated considerations of the
Heaviside and Larmour with respect to Lorentz, while in QM
there are both low-energy and high-energy supersymmetry, as
whether "virtual" particles are just another model of continuum
dynamics.
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I.e., all one theory, all one manifold, all one t.
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The d'Espagnat on a model philosopher's model physicist's
model philosophy's model physics, "objective realism",
with Broglie-Bohm and Aspect-like extra-locality, as
with regards to "anti-realist model physics", helps
explore then why making for a clock hypothesis and
a "the time" as Einstein does in "Out of My Later Years",
why curved space-time is just a model in the Cartesian
for "space contraction" then that though its consideration
as a "Fourth Dimension" asks a bit much of a simple numerical
resource of a mathematical/physical continuum, continuous
manifold.
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What time is now?

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Now here or now, or here and now??? where? here? now? is it here now?
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The question nobody wants to ask is..Where is Now? and
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where is Here?
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Is Here and Now the same place or are they two different places?
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Here
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Now
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"Do you know who ...?"   "Yeah"

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I know it's Now everywhere, but is Here and Now Here or is Here
everywhere, or over there or
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Here, There.. Everywhere?
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What time is it Here, and what time is it over there, is Here here? Is
there here?
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The idea of space contraction is still "Lorentzian" while it must
still explain both length contraction and time dilation, which get
arrived at according to both cosmological constant and L-principle
and mass-energy equivalency, according to light-speed being the
metered propagation of information, that the propagation of information
is free, while metered, in terms of these establishing any reason
why there's not otherwise just plain universal-time, at all.
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The idea is that there's FitzGerald, sitting next to Heaviside and
Faraday and Larmour, a bit separately from Maxwell, yet as well all
involved in E&M and the fields of potential, among a sort of tetrad
of quantities, like electron/proton neutron/photon, charge/mass
rest/motion and these kinds of things, in sum-of-histories
sum-of-potentials.
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FitzGerald makes for a different Lorentzian than Maxwell and Einstein
respectively, who make Lorentzians, as with regards to dx+dy+dz, -dt,
and ds with regards to the metric, or for the Laplacian so related,
dx^2+dy^2+dx^2, -dy, squared, and ds, squared, and that being zero.
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This way, what results is that the linear is Galilean again,
and, the rotational, is free and independent itself, while
yet both are Lorentzian, so that space-contraction, means
nothing to objects in their orbits moving linearly, and
makes for clock-slowing for objects moving circularly in
their orbits.
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So, you don't have to care what time it is and can assume it's
the same everywhere, except with regards to coming and going
from quite distinct orbits and trajectories, that basically
appear mostly classical while when they meet and part can show
that the object having entered and left a free rotational slowed
then met and demonstrates space contraction centrally and inwardly,
while the object in linear motion plain departed and exhibits
space-contraction in its own space-frame and space-frame?
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Or, you care, then can have what looks like a continuous space-time
manifold again be re-attaching a FitzGeraldian (and Galilean) while
still Lorentzian interpretation, for linear motion and kinetics,
and rotational motion and kinematics, distinctly.
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When you look into Larmour forces then Faraday then Compton effect
and so on, this is sort of the super-classical and non-linear which
is sort of what theoretical physicists need to equip their model
philosophy with if they'd care to get past the usual plain fluid
model of electricity, which while correct and all "classically",
ends up not sufficing more "thoroughly".
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For example, look into the 20 or more other lettered fields
of electrical and electromagnetic potential besides B, D, and E,
since at least the fin de siecle or Heaviside who have us the
telegrapher's equation, Faraday, and Larmour. Then FitzGerald
is for your space contraction, while of course other usual sorts
of Lorentzians like Maxwell's and Einstein's have their own bits,
as related to various particulars, in the dynamics.
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I.e. if you give Lorentzians then the rest of Relativity Theory
has nothing else to say about it, at all.
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Larmor, rather.
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"Quasilinear theory of Brillouin resonances
in rotating magnetized plasmas"
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"It is, however, shown that the Landau and cyclotron resonance
conditions which classically describe resonant energy–momentum exchange
between waves and particles are no longer valid in a rotating magnetized
plasma column. In this case a new resonance
condition which involves a resonant matching between the wave frequency,
the cyclotron frequency modified by inertial effects and the harmonics
of the guiding centre rotation is identified."
-- Rax, Guerolt, Fisch
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Nienhuis appears to have an industry in "Faraday rotation".
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"Brillouin" and "resonance theory" for that matter is
sort of usual when wave mechanics just won't do.
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"... the first successful application of rotating non-neutral plasmas
was the magnetron microwave source theorized by Brillouin (1945)."
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"While quasilinear radial transport has been studied
within the framework of non-neutral plasmas confinement deploying a
so-called ‘rotating wall technique’ (Eggleston & O’Neil 1999; Kiwamoto,
Soga & Aoki 2005), these studies were restricted to electrostatic modes.
Finite Larmor radius effects were also neglected
as an infinite magnetic field was assumed. Lastly, although inertial
effects are central to equilibria in Brillouin configurations, these
studies neglected inertial effects so that the resonance condition is
limited to the axial Doppler-shifted resonance between the plasma
rotation and the wave frequency. These restrictions are removed in the
present paper."
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"Brillouin modes ...".
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"In summary, the first term on the right-hand side of (8.8) corresponds
to a change of the moment of inertia of the particle as a result of the
quasilinear radial drift and Larmor radius evolution."
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Of course you can read this for yourself and make of it what it is.
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"Although angular momentum exchange between a wave and a rotating plasma
is of importance both to astrophysics (Goldreich & Julian 1969; Julian
1973; Ferrière 2006) and laboratory plasmas (Kostyukov et al. 2002;
Shvets, Fisch & Rax 2002; Thaury et al. 2013), a kinetic model of this
interaction had to our knowledge never been proposed."
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"Appendix A. The SAM and OAM of a vector field Consider a wave field
A(r) exp jωt. The identification of (i) linear momentum, (ii) SAM
and (iii) OAM eigenstates can be guided by the analysis of the
transformation properties of the wave under translations and rotations."
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"The next step is to consider a Fourier decomposition of the O(V)
oscillating Vlasov terms."
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Refers to a GARETZ , B.A. 1981 Angular Doppler effect. J. Opt. Soc. Am.
71 (5), 609
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GOUGH , W. 1986 The angular momentum of radiation. Eur. J. Phys. 7 (2),
81–87.
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RAX , J.M. 1992 Compton harmonic resonances, stochastic instabilities,
quasilinear diffusion, and collisionless damping with
ultra-high-intensity laser waves. Phys. Fluids B 4 (12), 3962–3972.
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RAX , J.-M. & GUEROULT , R. 2021 Faraday–Fresnel rotation and splitting
of orbital angular momentum carrying waves in a rotating plasma. J.
Plasma Phys. 87 (5), 905870507.
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("... we use the usual rule <Re[a(u)]Re[b(u)]>_u
= Re[a(u)b^∗(u)]/2 ...".)
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https://en.wikipedia.org/wiki/Vlasov_equation
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https://en.wikipedia.org/wiki/Levi-Civita_connection
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Reintroduces "parallel transport", even "teleparallelism".
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https://en.wikipedia.org/wiki/Parallel_transport
https://en.wikipedia.org/wiki/Teleparallelism
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Anyways you just come up with Lorentzians for
the propagation equations and that's Relativity.
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Right about now
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"In classical electrodynamics, problems are typically divided into two
classes:
Problems in which the charge and current sources of fields are specified
and the fields are calculated, and
The reverse situation, problems in which the fields are specified and
the motion of particles are calculated."
-- https://en.wikipedia.org/wiki/Abraham%E2%80%93Lorentz_force#Background
"The reason for this is twofold:
Neglect of the "self-fields" usually leads to answers that are accurate
enough for many applications, and
Inclusion of self-fields leads to problems in physics such as
renormalization, some of which are still unsolved, that relate to the
very nature of matter and energy.
These conceptual problems created by self-fields are highlighted in a
standard graduate text. [Jackson]
The difficulties presented by this problem touch one of the most
fundamental aspects of physics, the nature of the elementary particle.
Although partial solutions, workable within limited areas, can be given,
the basic problem remains unsolved. One might hope that the transition
from classical to quantum-mechanical treatments would remove the
difficulties. While there is still hope that this may eventually occur,
the present quantum-mechanical discussions are beset with even more
elaborate troubles than the classical ones. It is one of the triumphs of
comparatively recent years (~ 1948–1950) that the concepts of Lorentz
covariance and gauge invariance were exploited sufficiently cleverly to
circumvent these difficulties in quantum electrodynamics and so allow
the calculation of very small radiative effects to extremely high
precision, in full agreement with experiment. From a fundamental point
of view, however, the difficulties remain. "
Or, "QED is sort of a propitious lie".
Anyways for _classical_ motion and "zero-eth laws" of motion,
then getting into things like "the infinitely-many higher orders
of acceleration, which are formally non-zero", helps reflect
for example that while Born's "Restless Universe" has nowhere
that v = 0, at the same time it results that nowhere are any
of the infinitely-many higher orders of acceleration zero!
What results in changes that Born is both contradicted and
in the Mach-ian confirmed!
(This is usually enough that "the potential fields are the
real fields" and "it's, sum-of-histories, and, sum-of-potentials".)
You know why renormalization is such a problem for physics?
Because "normalization" is really "de-normalization".
So, for space-contraction and the linear and rotational being
different at all, makes for that it's simple that Lorentzians
are given, and it's a gauge theory, and that objects moving
linearly are, ..., "mostly space" and carry their space-frames
and frame-spaces with them, while, objects moving rotationally
are both free and focal as it were, with space-contraction on
the in-side.
All this "abstract physics", absent even a notion of the
infinitely-many higher orders of acceleration all formally
non-zero while each yet vanishing, has that mathematics _owes_
physics why this is so so that philosophers and physicists like
d'Espagnat can equip model philosopher's model physicists' like
Einstein's with enough mental apparatus of the true super-classical
to arrive at the true centrifugal and fulfill things like
"the zero-eth laws of motion", which are slightly yet only
so much more so involved than otherwise the first few.
According to Einstein in "Out of My Later Years",
the "present time" is what is called "the time",
and usually pronounced "thee" to indicate that
moreso than trivial, it's proper, the definite article.