On Thursday, March 21, 2019 at 12:40:13 AM UTC-6, smitra wrote:
>
> On 21-03-2019 06:21, [email protected] <javascript:> wrote: 
> > On Wednesday, March 20, 2019 at 12:51:18 PM UTC-6, Brent wrote: 
> > 
> >> On 3/20/2019 3:07 AM, [email protected] wrote: 
> >> 
> >> On Tuesday, March 19, 2019 at 7:23:29 PM UTC-6, Brent wrote: 
> >> 
> >> On 3/19/2019 9:32 AM, John Clark wrote: 
> >> 
> >> On Tue, Mar 19, 2019 at 4:50 AM <[email protected]> wrote: 
> >> 
> >>> I SUPPOSE EINSTEIN STARTED WITH THE MOTIVATION OF FINDING A 
> >> GENERAL TRANSFORMATION FROM ONE ACCELERATING FRAME TO ANOTHER, AND 
> >> LATER GAVE UP ON THIS PROJECT AND SETTLED FOR A THEORY OF GRAVITY. 
> >> IS THIS TRUE? TIA, AG 
> >> 
> >> Einstein's breakthrough, what he called "the happiest thought of my 
> >> life" was when he realized a man in a falling elevator will not feel 
> >> gravity but a man in a accelerating elevator will. In other words an 
> >> accelerating frame and gravity are the same thing, that's why it's 
> >> called the Equivalence Principle. 
> > 
> >  I wonder if Einstein ever considered whether a charged particle in 
> > the falling radiate would radiate? 
> > 
> >  Brent 
> > 
> > Because of your typos, at first I thought you were joking. Well, maybe 
> > it was a joke, but for me it sounds like a damned good question. I 
> > surmise that a charged particle accelerating due to gravity does NOT 
> > radiate energy, but why? AG 
> > 
> >  Sorry about the typos.   Yes, it does seem paradoxical.  Here's a 
> > paper that purports to solve the problem. 
> > 
> > THE RADIATION OF A UNIFORMLY ACCELERATED CHARGE IS BEYOND THE HORIZON: 
> > A SIMPLE DERIVATION 
> > 
> > Camila de Almeida [1], Alberto Saa [2] 
> > (Submitted on 6 Jun 2005 (v1 [3]), last revised 2 Dec 2005 (this 
> > version, v5)) 
> > 
> >> We show, by exploring some elementary consequences of the covariance 
> >> of Maxwell's equations under general coordinate transformations, 
> >> that, despite inertial observers can indeed detect electromagnetic 
> >> radiation emitted from a uniformly accelerated charge, comoving 
> >> observers will see only a static electric field. This simple 
> >> analysis can help understanding one of the most celebrated paradoxes 
> >> of last century. 
> > 
> >                  Comments: 
> >                  Revtex, 6 pages, 2 figures. v2: Some small corrections. 
> v3: 
> > Citation of a earlier paper included. v4: Some stylistic changes. v5: 
> > Final version to appear in AJP 
> > 
> >                  Subjects: 
> >                  Classical Physics (physics.class-ph); General 
> Relativity and 
> > Quantum Cosmology (gr-qc) 
> > 
> >                  Journal reference: 
> >                  Am.J.Phys. 74 (2006) 154-158 
> > 
> >                  DOI: 
> >                  10.1119/1.2162548 [4] 
> > 
> >                  Cite as: 
> >                  arXiv:physics/0506049 [5] [physics.class-ph] 
> > 
> >                  (or arXiv:physics/0506049v5 [6] [physics.class-ph] for 
> this 
> > version) 
> > 
> >  And another paper that looks at possible experimental evidence. 
> > 
> > ELECTRICAL CHARGES IN GRAVITATIONAL FIELDS, AND EINSTEIN&#39;S 
> > EQUIVALENCE PRINCIPLE 
> > 
> > Gerold Gründler [7] 
> > (Submitted on 14 Sep 2015 (v1 [8]), last revised 12 Oct 2015 (this 
> > version, v3)) 
> > 
> >> According to Larmor's formula, accelerated electric charges radiate 
> >> electromagnetic waves. Hence charges should radiate, if they are in 
> >> free fall in gravitational fields, and they should not radiate if 
> >> they are supported at rest in gravitational fields. But according to 
> >> Einstein's equivalence principle, charges in free fall should not 
> >> radiate, while charges supported at rest in gravitational fields 
> >> should radiate. In this article we point out indirect experimental 
> >> evidence, indicating that the equivalence principle is correct, 
> >> while the traditional interpretation of Larmor's formula must be 
> >> amended. 
> > 
> >                  Subjects: 
> >                  General Physics (physics.gen-ph) 
> > 
> >                  Cite as: 
> >                  arXiv:1509.08757 [9] [physics.gen-ph] 
> > 
> >                  (or arXiv:1509.08757v3 [10] [physics.gen-ph] for this 
> version) 
> > 
> >  However, I don't find them entirely convincing.  We know that double 
> > stars, which are orbiting one another in free-fall, radiate 
> > gravitational waves.  Are we to suppose that if one or both of them 
> > had an electrical charge that there would be no EM radiation? 
> > 
> >  Brent 
> > 
> > IF WE GO BACK TO CLASSICAL E&M, WHERE DOES THE EM RADIATION COME FROM 
> > WHICH IS EMITTED FOR ACCELERATING PARTICLES? IT CAN&#39;T COME FROM 
> > THE SELF FIELD OF, SAY, AN ELECTRON, SINCE THAT WOULD IMPLY LOSS OF 
> > MASS OR CHARGE OF THE ELECTRON, WHICH IS NEVER CLAIMED. SO IT MUST 
> > COME FROM THE EM FIELD CAUSING THE ACCELERATION. NOW IF WE GO TO THE 
> > CASE OF GRAVITY WITHOUT ANY EM SOURCE FIELDS, AND WE STILL GET EM 
> > RADIATION DUE TO THE ACCELERATION, WHERE DOES IT COME FROM? AG 
> > 
> It comes from the self-force, see here: 
>
> https://arxiv.org/abs/0905.2391 
>
> Saibal 
>

In the case of GR, assuming no external EM sources, we still get (according 
to resident experts) radiation emitted for accelerating charges. So the 
claim of the article must be true; that the energy comes from the field 
created by the accelerating charge. But wouldn't that imply the charge of 
said particle must decrease to account for the reduced self-field?  Yet I 
don't believe that is claimed, so the result of the article is baffling. AG 

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