sci.physics.research Google Group

Re: An explanation of the origin of inertia of a body

uncle...@hate.spam.net (Uncle Al) — Fri, 03 Jul 2009 20:12:24 UT

[snip remainder]
So stipulated. Consider the vacuum is isotropic in the massless
sector (photons) but has anisiotrpic structure in the massed sector (a
chiral pseudoscalar vacuum background comes to mind). All EM
observations will be blind to massed sector vacuum anisotropy.
Achiral and racemic massed sector observations will be blind to massed

Re: Another look at Newtonian potential

juanrem...@canonicalscience.com (Juan R. González-Álvarez) — Fri, 03 Jul 2009 15:01:57 UT

Colin Walker wrote on Sun, 28 Jun 2009 13:05:09 +0000:
The Schwarzschild singularity in GR is already at r=0.

Deriving Maxwell's equations, the Lorentz force law, and the regularised perturbation expansion from the minimal interaction in qed

n...@charlesfrancis.wanadoo.co.uk (Oh No) — Fri, 03 Jul 2009 15:01:58 UT

In http:/papers.rqgravity.net/RQG Foundations.pdf I showed how quantum
mechanics can be formulated as a theory of particles. I use this
formulation to construct qed in
[link]
Imv it is important to rigorously derive cem from qed, not to find qed
by quantising cem, and to show from physical principles that the

Re: An explanation of the origin of inertia of a body

markw...@yahoo.com (Rock Brentwood) — Fri, 03 Jul 2009 15:01:55 UT

There's an equally obvious problem with this argument -- its
incompleteness.
The "charge" of a particle is NOT its electric charge; but its total
gauge charge; i.e. that which is involved in Wong's equation. You
forgot, there's more than one force involved; and for gauge fields,
the electric charge now becomes a vector-valued quantity with one

Re: ATOMIC SIMULATION

hid...@mysecret.net (Gerald Knizia) — Thu, 02 Jul 2009 19:30:07 UT

There are some groups concerned with reactive scattering of three to five
atom systems. These systems can be investigated with full quantitative
quantum mechanical treatments of all relevant physical effects of both the
electronic structure and the reactive scattering itself.
Some pointers on recent work in this direction:

Re: Primordial Nucleon Synthesis and the next 17 ? minutes

chalkys...@bleachboys.co.uk (Chalky) — Thu, 02 Jul 2009 19:29:42 UT

In what form?
I find this terminology very confusing.
Traditionally, dark energy refers to the (unknown) cause of the force
opposing gravitational attraction between matter in the universe at
large, and modelled as a re-introduction of Einstein's cosmpogical
constant.
What do you mean?
And what is v?

Re: How to calculate this?

abelov0...@gmail.com (Alex) — Thu, 02 Jul 2009 19:29:16 UT

Just keep in mind. This model has 3 phases. Bodies at phase1 is
different from bodies at phase3. The law of momentum conservation
works, but it gives different result for bodies with different mass.
This is the comment from other forum.
"If the platform is completely free to move (say floating in outer

Experimental refutation of Horava gravity ?

cfst...@hotmail.com (Charlie Stromeyer Jr) — Thu, 02 Jul 2009 02:06:39 UT

There is an interesting preprint on the arxiv by T.P. Sotiriou et al.
called "Quantum Gravity Without Lorentz Invariance" about a
modification of Horava's model:
[link]
However, this brief experimental paper by Dolev and Elitzur which was
also published in an edited book establishes the non-sequential

Re: The Classical and/or Non-Relativistic Form of the Haag &

s...@shaw.ca (maxwell) — Thu, 02 Jul 2009 02:06:39 UT

On Jun 16, 2:45 pm, Bob_for_short <vladimir.kalitvian...@wanadoo .fr>
wrote:
Feynman & Dirac both recognized the problem of using Hamiltonians in
QFT - that's why they always preferred Lagangians. Dyson was so
discouraged by the infinities that he too gave up on this bogus
approach to EM interactions. Hamiltonian densities are just a

Re: Another look at Newtonian potential

c...@brannenworks.com (CarlBrannen) — Thu, 02 Jul 2009 02:06:38 UT

Hmmm. You might try using the Newtonian equivalent of the
Schwarzschild equations of motion. A paper which gives them,
along with the (somewhat simpler) equations of motion for
the Gullstrand-Painleve coordinates of the Schwarzschild
metric is at:
[link]

Re: Quantum correlations in photosynthesis (review article)

cfst...@hotmail.com (Charlie Stromeyer Jr) — Wed, 01 Jul 2009 17:02:17 UT

Paper [1] shows a similar magnitude of quantum coherence in conducting
polymers.
The work mentioned in [2] shows that an individual photon can excite
up to three electrons at once within quantum dots, and there is also
both previous and ongoing research on combining quantum dots with
polymers, e.g., just google the phrase "quantum dots polymers".

Re: ATOMIC SIMULATION

vivishek.sud...@gmail.com (Vivishek Sudhir) — Wed, 01 Jul 2009 17:02:07 UT

i have heard the commercial package gaussian does some atomic
and molecular dynamics using semi-classical methods. not a full
quantum mechanical scattering treatment, although the molecular
structure calculation in gaussian are fully quantum mechanical.

Re: An explanation of the origin of inertia of a body

uncle...@hate.spam.net (Uncle Al) — Wed, 01 Jul 2009 16:12:49 UT

==========Moderator's note =============================
The statement quoted, I made before, has been a bit brief perhaps.
You are right, the valence quarks do not contribute much mass to
the proton. The point I wanted to make was that the hadrons consisting
of light valence quarks get their mass from the strong interaction, not

Re: Paper with "Black hole electron" calculation

donjstev...@aol.com (DJay) — Tue, 30 Jun 2009 23:02:32 UT

Here is a suggestion:
Search for: "How can the Planck length be claimed to be the smallest
length?". See pages 2 & 3, (posts # 17 thru # 42). These "Physics
Forums" posts show black hole and electron relationships. The
gravitational constant and the Planck constant are shown to have a
precise relationship. Also see "References" under Wikipedia article:

Re: conductive sheet - resistance between 2 arbitrary points

n_cramers...@pacbell.net (Nick Cramer) — Tue, 30 Jun 2009 06:10:24 UT

My recollection is that it was used to maintain the temperature of an
Eppley standard cell.