QUOTE (hdeasy @ Mar 23 2006, 05:10 PM) [I found Von Ludwiger's anser on Tao from March 2nd: The Tau is not with Heim an initial state, but an excited or resonance state of the My-minus-particle (N=0). The value for Tau (N=2) is with Heim (result minutes, Schulz, DESY, 1 May 1980:) Mass Tau = 1783,3926 MeV/c². This value lies thus in the measuring range. Greeting Illobrand v. Ludwiger
<!--QuoteBegin-->QUOTE (-> | QUOTE | QUOTE (hdeasy @ Mar 23 2006, 05:10 PM) [I found Von Ludwiger's anser on Tao from March 2nd: The Tau is not with Heim an initial state, but an excited or resonance state of the My-minus-particle (N=0). The value for Tau (N=2) is with Heim (result minutes, Schulz, DESY, 1 May 1980:) Mass Tau = 1783,3926 MeV/c². This value lies thus in the measuring range. Greeting Illobrand v. Ludwiger
<!--QuoteBegin) This is very interesting. I checked the results from the 1982 Heim code and find the mass of this resonance of the muon is calculated to be 1776.99. T
Regards, Olaf
RAF
24th March 2006 - 02:35 PM
QUOTE (jreed+Mar 24 2006, 01:51 PM) QUOTE (hdeasy+Mar 23 2006, 05:10 PM) [I found Von Ludwiger's anser on Tao from March 2nd:
The Tau is not with Heim an initial state, but an excited or resonance state of the My-minus-particle (N=0). The value for Tau (N=2) is with Heim (result minutes, Schulz, DESY, 1 May 1980:) Mass Tau = 1783,3926 MeV/c². This value lies thus in the measuring range. Greeting Illobrand more v.Ludwiger This is very interesting. I checked the results from the 1982 Heim code and find the mass of this resonance of the muon is calculated to be 1776.99. This gives an error of .3%, much larger than the ground state muon mass calculation. Apparently Heim theory is not in a finished state yet. ....................... jreed <br>'mass_width_2004.csv' RPP 2004 (URL above) This one? Mass 1776.99 -0.29, +0.26 MeV "tau" [1/2/2006] Width: 0.299591 MeV Listed as just 'tau'.
Zephir
24th March 2006 - 03:13 PM
QUOTE (RAF+Mar 24 2006, 05:35 PM) Apparently Heim theory is not in a finished state yet.... Looks like Heim's formula is pretty ready...
Olaf
24th March 2006 - 06:18 PM
Playing with the excel heim mass calculator I found these: CODE TAU |particle| N| m(N) | % -------+--------+---+-------------+----------- 1776,99| eta |101| 1777,095059 | -0,00591 1776,99| mu | 2| 1783,377156 | -0,35944 1776,99| K+- | 64| 1767,49865 | 0,53413 1776,99| K0 | 76| 1779,818133 | -0,15915 1776,99| pi+- | 39| 1776,964053 | 0,00146!!! 1776,99| p | 9| 1777,691182 | -0,03946 1776,99| xi0 | 11| 1774,291232 | 0,15187 1776,99| Sig0 | 10| 1774,918942 | 0,11655 1776,99| delt+ | 11| 1780,338315 | -0,18843 1776,99| delt- | 11| 1777,115377 | -0,00706
By the way: CODE Particle Le | m(N=0)| m(Le) -------------+------------+------------- e0 0 | 0,49759 | e- 0 | 0,51097 | pi+ 2578 | 139,56578 | 25198,06867 pi0 973 | 134,96154 | 23526,75966 p 351 | 938,27192 | 50505,53515 n 386 | 939,56549 | 50889,94773 mu 3252 | 105,65847 | 10793,57763 K+ 6630 | 493,67841 | 79132,97326 K0 7052 | 497,66955 | 79344,23949 eta 2488 | 548,80235 | 35293,87071 lambda 1095 | 1115,59093 | 63833,51737 sigma+ 1005 | 1189,35478 | 67372,93293 sigma0 1109 | 1192,42679 | 67513,70516 sigma- 1001 | 1197,27576 | 67234,46965 xi0 6476 | 1314,77443 | 79367,33160 Xi- 7145 | 1321,27777 | 79032,91787 Omega 2357 | 1672,20205 | 106890,18060 o+ 927 | 1539,95131 | 96873,03229 o0 1023 | 1549,12425 | 97251,07923 o- 933 | 1530,97046 | 96907,44358 o-- 860 | 1534,08850 | 97818,29153 delta++ 1147 | 1230,24903 | 72136,33274 Delta+ 1229 | 1229,76642 | 71172,93570 Delta0 1361 | 1231,12766 | 71227,21821 Delta- 1227 | 1235,66944 | 71097,14707
jal
24th March 2006 - 07:04 PM
Hi! Olaf! Do you want to take the time to explain more. There is a lot of hits on this thread. Tell us more. Jal
Kettricken
24th March 2006 - 07:55 PM
News from ESA. Is this a confirmation of Heim-Dröscher drive? http://www.esa.int/SPECIALS/GSP/SEM0L6OVGJE_0.html
Olaf
24th March 2006 - 08:16 PM
Hi Jal,
| QUOTE | Tell us more. All I did is playing with the facts. I even do not know anything about the other quantum parameters of tau (charge, spin).
Finding equivalent masses is not a benefit of the Heim theory. Heim was not very happy about so many possible resonances in his mass formula. His critics allways said it's no success to find any desired particle mass in that spectra. Heim supposed a missing selecting criterion. This could be life times of particles.
jal
24th March 2006 - 09:06 PM
Hi! Olaf!
| QUOTE | His critics allways said it's no success to find any desired particle mass in that spectra. Heim supposed a missing selecting criterion. <!--QuoteBegin-->QUOTE (-> | QUOTE | His critics allways said it's no success to find any desired particle mass in that spectra. Heim supposed a missing selecting criterion. <!--QuoteBegin)Heim gets an uniform mass formula and a theoretical cause for all quantum numbers resulting from these geometrical processes . I think that the important words are "geometrical processes". Therefore, until I know more about the dynamics, I would expect that you would get a spectra. The Bohr model was a start to a deeper understanding of the hydrogen atom. There still exist a debate after all these years. Heim was alone. Now, there are many. Improvements will be made. It is a new and still, (in my opinion), a promising path. We are in a new age of communication. A lot of skills can be applied quickly to a problem. Jal
metronhead
24th March 2006 - 09:09 PM
| QUOTE | News from ESA. Is this a confirmation of Heim-Dröscher drive?
<br>Gee- the experimental setup sure seems similar, doesn't it. And an unexpected force was observed. Is this weaker than Heim theory predicts?
We need to remember that difficult experiments performed at close to the limit of detection are often produce irreproducible results, though.
Guest_Mike
24th March 2006 - 09:09 PM
Very interesting collision : 1. http://forum.physorg.com/index.php?showtop...indpost&p=75519Some time ago Good_elf and one or two others were concerned that there was no Higgs Boson in Heim -Droscher theory. But now Droscher, with Hauser, has found some indication that it might me present after all. Its mass was calculated using two different methods with essentially the same result. So this preliminary work indicates that its mass should be about twice the Z0 boson. A gravitophoton pair should be present in the corresponding Feynman diagram. This preliminary mass range involved is thus 182.7 +- 0.6 GeV. 2. http://xxx.lanl.gov/ftp/gr-qc/papers/0603/0603032.pdfTaking the example of Niobium (ρm=8570 kg.m-3, ns=3.7x1028 m-3), we estimate the Higgs mass as mH=192 GeV. Measurements at CERN and Fermilab estimate the Higgs mass between 96 and 117 GeV/c2 with an upper limit of 251 GeV/c2.
will314159
25th March 2006 - 01:48 AM
RE: Mass and the Higgs Boson
I just read the Scientific American article previously referenced regarding the necessity for the Higgs Boson.
| QUOTE | "Because the Higgs field would be responsible for mass, the very fact that the fundamental particles do have mass is regarded by many physicists as an indication of the existence of the Higgs field. We can even take all our data on particle physics data and interpret them in terms of the mass of a hypothetical Higgs boson. In other words, if we assume that the Higgs boson exists, we can infer its mass based on the effect it would have on the properties of other particles and fields. We have not yet truly proved that the Higgs boson exists, however. One of the main aims of particle physics over the next couple of decades is to prove once and for all the existence or nonexistence of the Higgs boson." <a href='http://www.sciam.com/print_version.cfm?articleID=00043456-7089-1C71-9EB7809EC588F2D7' target='_blank' rel='nofollow'>http://www.sciam.com/print_version.cfm?art...EB7809EC588F2D7
We have a Heim mass formula. Although, physically, we don't have a very firm idea of how it relates to our picture of Heim particles. Our picture of Heim particles is that of resonances among metron lattices or protosimplexes. How that gives birth to mass, ?????????? And remember mass arises as a dynamical mass as in Force=mass times acceleration and gravitational mass which are equivalent per the equivalence principle. If Heim arrives at mass independent of the Peter Higgs "Higgs Field," then Heim does not need the Higgs Boson particle, does it?
But all these theories seem to converge together, so I wouldn't be surprised if there isn't some isomorphic Higgs boson in Heim theory.
Likewise for that London quantum gravity effect for superconductors referenced in an above post. That could have a parallel Heim explanation. http://www.esa.int/SPECIALS/GSP/SEM0L6OVGJE_0.html
Take Care!
EDIT More about how the Higgs Field produces mass
QUOTE (-> | QUOTE | "Because the Higgs field would be responsible for mass, the very fact that the fundamental particles do have mass is regarded by many physicists as an indication of the existence of the Higgs field. We can even take all our data on particle physics data and interpret them in terms of the mass of a hypothetical Higgs boson. In other words, if we assume that the Higgs boson exists, we can infer its mass based on the effect it would have on the properties of other particles and fields. We have not yet truly proved that the Higgs boson exists, however. One of the main aims of particle physics over the next couple of decades is to prove once and for all the existence or nonexistence of the Higgs boson." <a href='http://www.sciam.com/print_version.cfm?articleID=00043456-7089-1C71-9EB7809EC588F2D7' target='_blank' rel='nofollow'>http://www.sciam.com/print_version.cfm?art...EB7809EC588F2D7
We have a Heim mass formula. Although, physically, we don't have a very firm idea of how it relates to our picture of Heim particles. Our picture of Heim particles is that of resonances among metron lattices or protosimplexes. How that gives birth to mass, ?????????? And remember mass arises as a dynamical mass as in Force=mass times acceleration and gravitational mass which are equivalent per the equivalence principle. If Heim arrives at mass independent of the Peter Higgs "Higgs Field," then Heim does not need the Higgs Boson particle, does it?
But all these theories seem to converge together, so I wouldn't be surprised if there isn't some isomorphic Higgs boson in Heim theory.
Likewise for that London quantum gravity effect for superconductors referenced in an above post. That could have a parallel Heim explanation. http://www.esa.int/SPECIALS/GSP/SEM0L6OVGJE_0.html
Take Care!
EDIT More about how the Higgs Field produces mass 5. Mass of the Higgs Boson As the last but not least consequence, we want to assess our results in the framework of the Higgs boson mass. According to the Standard Model (SM), the vacuum in which all particle interactions take place is not actually empty, but is instead filled with a condensate of Higgs particles. The quarks, leptons, and W and Z bosons continuously collide with these Higgs particles as they travel through the "vacuum". The Higgs condensate acts like molasses and slows down anything that interacts with it. The stronger the interactions between the particles and the Higgs condensate are, the heavier the particles become20. The Higgs mechanism is an essential part of the Standard Model. Without it the quarks and leptons - and also the W and Z bosons - would all be massless and the world as we know it, could not exist. However, the physics behind the Higgs mechanism is the least tested aspect of the Standard Model. Although we have much circumstantial evidence for the Higgs particle, given that fundamental particles have masses that are consistent with the Higgs mechanism and from indirect measurements at CERN and Stanford (so-called precision electroweak data), Higgs particles have never been directly produced and observed in collider experiments21. <a href='http://xxx.lanl.gov/ftp/gr-qc/papers/0603/0603032.pdf' target='_blank' rel='nofollow'>http://xxx.lanl.gov/ftp/gr-qc/papers/0603/0603032.pdf
jal
25th March 2006 - 02:54 AM
Hi! It looks like that this thread has divided into three. This one for the math. Another Heim Vindicated? for speculation on the application on H.T. jal
TRoc
25th March 2006 - 06:54 AM
will314159, all
I haven't wanted to impede the progress of the programming side of this conversation, it is obviously important.
Just a reminder of the standing question as to the area of the protosimplex interaction? (and/or time frame for said interaction to take place)
As stated in your last post, "..physically, we don't have a very firm idea of how it relates to our picture of Heim particles. Our picture of Heim particles is that of resonances among metron lattices or protosimplexes. How that gives birth to mass, ?????????? "
If all goes perfect here, and everyone agrees that Heim's theory has "predicted" the mass values mathematically, where will that leave us? The question I am asking will lead in that direction; namely WHY would these values be predictable based on resonant interactions at a fundamentally minimum level.
When the interactions of three vibrations continue in such a way as to alter their combined measurement of time OR distance, its' velocity is thereby reduced by the proportion that will enable the equation E=mc^2. The equivalence of inertia and mass, and the natural velocity of © demands this.
T.Roc
hdeasy
25th March 2006 - 09:34 AM
Hi Jreed, Will314159, Olaf etc. First on that Cooper Pair finding as report on ww.esa.int and physog.com – I watched the interview with Martin Tajmar at the STAIF conference and from that it was apparent that the process involved is different to that described for the gravitophoton drive. But Tajmar & Matos’s result may be due to another interaction – maybe one that involves a higher cross section for the second family of Gavitophotons whose effect is to increase mass rather than decrease it as their sister particles do in the space drive. At least it is encouraging that the result is widely seen as an indication of some sort of quantum gravity effect - and Loops or Heim are the best candidates of QG for finding a solution.
On the Tau– it is important to find the selection rule that fixes the Tau mass more precisely between the different possibilities. However, at least the values quoted here are a bit closer to the experimental 1777 Mev than the 1782 Mev value in the ‘ Selected Results’ of heim-theory.com.
will314159
25th March 2006 - 01:17 PM
RE: E=MC2
| QUOTE | When the interactions of three vibrations continue in such a way as to alter their combined measurement of time OR distance, its' velocity is thereby reduced by the proportion that will enable the equation E=mc^2. The equivalence of inertia and mass, and the natural velocity of © demands this. <br>Just for clarity, the formula arises straight from geeral relativity and and inertial mass and has nothing to do with gravitaion, the equivalence principle or general relativity. It is derived simply by using the Lorentz transform. The Lorentz transfor is used to convert between frames of reference at motion with each other in special relativity.
Frst one considers, a particle in a frame of reference at rest where it has zero kinetic energy, then considers it in a moving frame of reference where it DOES have a kinetic energy. Then pops e=mc squared.
I don't know if that is how HEIM derives his mass formula, because at the resonace n the metron lattice protosimplex stage a particle is being assembled. BUT it is very creative thinking.
Take Care!
TRoc
25th March 2006 - 03:25 PM
Hi will314159,
I'm sorry, it was hdeasy that I meant to address.
I'm aware of the historical derivation of E=mc^2, I carefully avoided the word "derivation, and chose "enable". Physics is "discovery", and not "invention"; the difference being that the former already existed before the publication. It isn't a stretch to switch "kinetic energy" for "potential mass" in the context I stated.
So, for hdeasy:
QUOTE (TRoc @ Jan 22 2006, 07:26 AM) hdeasy & will314159,
You seem to be the most familiar with Heim's theory. ..
1. Is this process of "condensation" & modification, and subsequent reestablishment of original configuration represented elsewhere in Science? 2. What is the size of the 4 concentric zones? 3. What is the length of time involved for this reestablishment? 4. Why would the 3 structural zones be IMPOSSIBLE to penetrate for the electron, and create the illusion of 3 interior "quark" particles for the proton/neutron?
Any comments would be appreciated.
TRoc
I'll do my best:
1. As far as I know this is unique to the dynamics of the 6-D metron lattice and distortions and interactions therein. I suppose you can find analogous cyclic processes in nature - trees `withering in winter and flowering each spring anew, the circadian rhythm in human body cells, old Faithful etc. 2. I believe the zone sizes to be of the order of a nucleon across (10**-15 m?). More later… 3. As the lifetime of a particle is a multiple of this cycle time, it will vary from particle to particle. More later… 4. I believe that the metron interactions within a particle have something of the character of the strong force and so are hard to overcome. Again - More later...
Where I say (more later… ) I will expand in a later mail - after consulting the books / experts.
hdeasy
T.Roc
jal
25th March 2006 - 03:40 PM
Hi! .... TRoc.... hdeasy.... will314159...all I'm not going to quote the two previous posts. Those are also my questions and interest. If the discussion of those items will interfere will the math discussion then should we move to "ENTROPY-POTENTIAL ENERGY on the visual of a METRON."I think the "math" people should tell us now before losing their cool. jal  edit: I'm refraining from expanding the discussion until given the go ahead
jreed
25th March 2006 - 06:23 PM
QUOTE (hdeasy+Mar 25 2006, 09:34 AM)
On the Tau– it is important to find the selection rule that fixes the Tau mass more precisely between the different possibilities. However, at least the values quoted here are a bit closer to the experimental 1777 Mev than the 1782 Mev value in the ‘ Selected Results’ of heim-theory.com. <br>Both the tau and muon are leptons. They both have spin 1/2 (fermions) and baryon number zero. For the other close masses, eta, K, K0 and pi are mesons with zero baryon number but integer spin (bosons), and p, Xi, Sigma0 and Delta are spin 1/2 but with non zero baryon number. The muon is the only one of this group that matches the tau for these other two quantum numbers. jreed
hdeasy_guest
26th March 2006 - 05:09 PM
The answer From Jochen Hauser to Bruhn's criticism is now posted on-line here - http://www.hpcc-space.de/news/RebuttalProfBruhnTUD.pdfThe points appear reasonable, though Bruhn refuses to reproduce them on the discussion to his criticisms as they, according to him, are not mathematical enough.
MMC
27th March 2006 - 03:49 AM
This is a brief summary of current thinking on the application of Gravitomagnetics:
| QUOTE | Aerodynamics of Lift in Terms of Gravitomagnetic Fields
The movement of air (mass) as it moves through the Earth's pull of gravity may create gravitomagnetic fields. Traditionally, the term Lift is used to explain how the shape of an aircraft's wings (airfoil) creates this upward force as air moves over its surfaces at different velocities. As discussed in the link to the NASA website, this is an oversimplification of this dynamic, as Lift does not lend itself well to any one theory currently in vogue.
There may also be the possibility that a difference in relative magnetic fields between the upper and lower wing surfaces is occurring as well. If proven correct, Lift may be increased by using materials in an aircraft's wing construction that capitalises on this dynamic. An example could be additional materials added to the carbon-fiber wing technology used in a Boeing 787 jetliner near its upper surface that increases the magnetic field differential from that of the lower surface without changing its basic design.
This may open the door to additional fuel saving efficiencies previously unrecognised. I have some insight into materials that may enhance Lift. As discussed in the Author's note at the beginning of this page, I wait for the first domino to drop validating the theory that a mass moving through a gravitational field creates gravitomagnetism. When this occurs the domino of Lift will follow.
<br>Its important to note that Heim's theory is slightly different. Rather than being a factor effecting lift, Heim is suggesting that the equilibrium of forces keeping an object stationary can be altered via manipulation of the coupling between gravity and EM.
I can see why it can sound esoteric, its very similar to the principles behind Tai-Chi.
hdeasy
27th March 2006 - 11:21 AM
QUOTE (TRoc+Mar 25 2006, 03:25 PM) So, for hdeasy:
QUOTE (TRoc @ Jan 22 2006, 07:26 AM) hdeasy & will314159,
You seem to be the most familiar with Heim's theory. ..
1. Is this process of "condensation" & modification, and subsequent reestablishment of original configuration represented elsewhere in Science? 2. What is the size of the 4 concentric zones? 3. What is the length of time involved for this reestablishment? 4. Why would the 3 structural zones be IMPOSSIBLE to penetrate for the electron, and create the illusion of 3 interior "quark" particles for the proton/neutron?
Any comments would be appreciated.
TRoc
I'll do my best:
1. As far as I know this is unique to the dynamics of the 6-D metron lattice and distortions and interactions therein. I suppose you can find analogous cyclic processes in nature - trees `withering in winter and flowering each spring anew, the circadian rhythm in human body cells, old Faithful etc. 2. I believe the zone sizes to be of the order of a nucleon across (10**-15 m?). More later… 3. As the lifetime of a particle is a multiple of this cycle time, it will vary from particle to particle. More later… 4. I believe that the metron interactions within a particle have something of the character of the strong force and so are hard to overcome. Again - More later...
Where I say (more later… ) I will expand in a later mail - after consulting the books / experts.
hdeasy
T.Roc Hi Troc: Didn't you see my previous posting - " I. Von Ludwiger finally found some time away from the transcription of 40 tapes of Heim talking onto a set of 3 x 60 pages to answer a bit more fully Troc's queiries: 1. The first question refers probably to the structure fluxes. In these, maxima and minima of condensations of the Metrons interchange cyclically. Such a geometro-dynamic description has not been given in science so far! 2. The size of the 4 internal zones of differently high density was not indicated by Heim. 3. With "Reestablishment" is meant the setting up of an initial condition of the structure fluxes. Heim can indicate the lengths of time for this from the possible circulation speeds of the partial fluxes and derives from this the lifetimes. But I can not explain that so fast now first I would have to read over it again. 4. The 4 structure zones have only a very small extent and differently high densities. The three zones differ in their densities by the powers 4, 3 and 2. The zone, in which the number of Metrons with the 4th Power is densely occupied, is impenetrable by electrons. In addition, the other two zones are so small that electrons are only scattered by them. The fact that the quarks cannot be torn apart goes back to the fact that all 3 (in baryons) and/or 2 (in mesons) are only projections of a 6-dimensionalen flux system, which forms a structural unit. Perhaps this answer is sufficient for a start.." Another point - Maturana & Varela's autopoeisis is a bit like the cycle process in 1. hdeasy
jal
27th March 2006 - 03:43 PM
Hi! hdeasy.... QUOTE 4. The 4 structure zones have only a very small extent and differently high densities. The three zones differ in their densities by the powers 4, 3 and 2. The zone, in which the number of Metrons with the 4th Power is densely occupied, is impenetrable by electrons. In addition, the other two zones are so small that electrons are only scattered by them. You have made a mistake or there is a conflict of interpretation. See my reply at "ENTROPY-POTENTIAL ENERGY on the visual of a METRON."jal
TRoc
27th March 2006 - 05:21 PM
hdeasy, No, I must have missed it along the way. Forgive me, but since I am not a code programmer, I think my eyes must have glazed over momentarily at some point over the last 30 pages. Thank you very much for reposting the reply. This is a mix of news; I was sort of hoping for a "confirming" response which would be nice. It seems that I will be in a "predictive" position instead. Not bad, if I'm right, anyway! Great work by Maturana & Varela, as you mentioned, and can also be found from Leibniz, Bertalanffy, Rosen, Banathy, Luhmann, Dyke, and up to Capra. The thing that escapes these works, and can be traced back to circa Leibniz’s time, is the musical nature of this idea. From Galileo’s father, to Chu Tsai-Yu, and culminating (mathematically) with Stevin and Mersenne, the discreet quantums’ roots go back much further than Plank and QM. Biological advocates (wanting to stay clear of the mathematics) go back even further: Aristoxenus was taught by his father, a pupil of Socrates, as well as by two Pythagoreans, and by Aristotle as well. The “fear” of the irrational number kept this idea at bay for over a thousand years. Tying all this together can “unify” much, much more that just quantum mechanics and relativity. To bring biological processes into the fold will also bring the rest of the Sciences under a common schematic. I will work out the answers to questions # 2 and 3, using my method, and then we can compare. Even with the most dominant senses cut off (Heim’s disabilities), this pattern exists in consciousness itself; and obviously, electrons, atoms, neurons, etc. With this in mind, it will not surprise me if Heim’s method and mine coincide. T.Roc
metronhead
28th March 2006 - 02:41 AM
Hi all-
Recently discovered Loop Quantum Gravity. LQG also has a smallest unit of time and space- roughly the Planck Time and the Planck volume- very similar to Heim's metron. LQG seems to contain a proof that space and time must be quantized for it to be possible to combine General Relativity and Quantum Mechanics.
So, with his quantized space time and use of the Planck area (times a constant) Heim may have been sniffing somewhere close to the truth- and was doing so 50 years ago.
Don't want to bother the serious math people, but if someone was willing to post thoughts on major differences and similarities between LQG and Heim Theory, and prospects for unification of the two, I would be very interested to read it.
Would it be fair to say that Heim worked from GR down, while LQG is working from Quantum theory up?
Good article on LQG- Atoms of Space and Time, Scientific American magazine.
Thanks, Lee Palmer
jal
28th March 2006 - 02:50 AM
Hi! You probably have looked at what I have been saying. I think that we will all be able to have bread and molasses. There will be enough to share. Jal
Nick
28th March 2006 - 03:43 AM
What about quantizing the curvature of the space-time continuum? Gravity is a continuum that ought to be quantized.
leovinus
28th March 2006 - 08:40 AM
QUOTE (metronhead+Mar 28 2006, 02:41 AM) Don't want to bother the serious math people, but if someone was willing to post thoughts on major differences and similarities between LQG and Heim Theory, and prospects for unification of the two, I would be very interested to read it.
I suppose you have seen this  ? http://en.wikipedia.org/wiki/Heim_theory#L...d_string_theory
millka
28th March 2006 - 08:42 AM
QUOTE (metronhead+Mar 28 2006, 02:41 AM) ... Good article on LQG- Atoms of Space and Time, Scientific American magazine. ...
here's the link: http://www.sciam.com/special/toc.cfm?issue...&sc=rt_nav_listSmolin's article is the last one: Atoms of Space and Time by Lee Smolin We perceive space and time to be continuous, but if the amazing theory of loop quantum gravity is correct, they actually come in discrete pieces.I havent read anything from that issue yet, but looking at the list of contents, these other articles might be interesting to those who hang around in this thread: Inconstant Constants by John D. Barrow and John K. Webb Do the inner workings of nature change with time? The Myth of the Beginning of Time by Gabriele Veneziano String theory suggests that the big bang was not the origin of the universe but simply the outcome of a preexisting state. As far as i understand the cosmological parts of Heim's theory, the universe started to expand long before the Big Bang. In HT, Big Bang describes the moment when the universe became big enough (and the metron size small enough) to allow matter and energy to appear. According to Heim, all the relevant universal constants depend on the current metron size, which slowly decreases over time. A Hole at the Heart of Physics by George Musser Physicists can't seem to find the time-literally. Can philosophers help? I guess that article shows that todays physics has some problems to explain what "time" exactly is. Since Heim's basic 6 dimensional theory adds two other timelike dimensions to the known three spacelike and one timelike dimensions, i wouldnt be surprised if understanding these two other timelike dimensions could fill some holes. Our senses only realize the small fraction of reality that is useful for furless apes who just climbed down from the trees ..
Zarabtul
28th March 2006 - 10:49 AM
QUOTE (TRoc+Mar 27 2006, 05:21 PM) Biological advocates (wanting to stay clear of the mathematics) go back even further: Aristoxenus was taught by his father, a pupil of Socrates, as well as by two Pythagoreans, and by Aristotle as well. The “fear” of the irrational number kept this idea at bay for over a thousand years.
Tying all this together can “unify” much, much more that just quantum mechanics and relativity. To bring biological processes into the fold will also bring the rest of the Sciences under a common schematic.
T.Roc I must totally agree with you on this as these two things are very closely related as I showed the other day with an article on how PET scans can comapre to this line of study and how many experts there are to fill that field. It is an area that is lacking in study and with biological advances left to be made here it is a gold mine for health in the future.
Delta
28th March 2006 - 02:56 PM
Hello! I'm an anonymous reader with a lot of interset in Heim's theory. So, forgive me if it is a stupid question or a bit off topic, but it has been bugging me all along the way since I first read the article in New Scientist... Isn't the propulsion device based on Heim's theory amazingly similar to the so called Searl Effect Generator or Searl's Inverse Gravity Vehicle? I know that Searl is probably considered as a hoax and pseudoscience by most of the physics people around, but he is strangly persistent if a hoax and he has been proposing design of a rotating magnetic device for generating anti-gravity effects a very long time.... Doesn't it sound familiar? See - www.searlsolution.com for details and especially the rotating ring designs on http://www.searlsolution.com/evidence2.htmlI know that Searl's stuff really looks like pseudoscience most of the time, and that his stuff is really hard to read and seems incoherent at times, but the basic idea sounds similar doesn't it?
hdeasy
28th March 2006 - 03:21 PM
Rotating magnets or metal disks has been thought of by many people - Searle is just one. Another was De Palma with his N-Machine. And of course there wa sPodkletnov. But the problem with all of these efforts is that the theoretical side is not as strong as in Heim-Theory - e.g. they don't predict the masses.
Oh and on the question of whether Heim starts from General Relativity and Loop QG from Quantum - not really: LQG also starts from GR and adds quantum: it's just a question of where they apply the quantisation or correspondence principle to go from the macro to the micro-realm, i.e. GR to QM.
jal
28th March 2006 - 03:34 PM
hi! B-sub-s-mesons??? Has any one got a story to tell us? (17 trillion times per sec?) What does H.T. predic for this baby? jal edit: here is what I found. QUOTE The heaviest quark, called ``top'', was discovered by the CDF and DØ experiments in 1995. The b-quark is the second-heaviest quark and its properties, such as its mass and its long lifetime, make it an excellent tool for probing the interactions between matter and forces at the subatomic level. Knowledge of the b-quark is crucial for studying the Higgs boson, ... matter-antimatter oscillations predicted to occur among B-sub-s mesons, (17 trillion times per sec?) composite particles containing both a b quark and an anti-s quark, or vice-versa. The properties of this rare meson make it an excellent tool for probing the interactions between matter and forces at the subatomic level. Knowledge of the b-quark is crucial for studying the Higgs boson, a particle postulated to be the reason why some particles have mass while others, like the photon, are massless. One of the most readily identifiable decay signatures of the Higgs boson is a b-anti-b quark pair. The Higgs boson is one of the last remaining puzzles in particle physics today and proof of its existence or lack thereof is extremely important for our understanding of the subatomic world.
Olaf
28th March 2006 - 05:49 PM
New: C version of 1982 Heim mass formula DESY codeLeovinus has adapted the Pascal version 0.62 to C. The C version even provides larger lists of masses. It can generate complete mass outputs up to the resonance limits. In addition Leovinus added a final evaluation list to the output where calculated mass values for N=0 are compared with the empirical values. All versions are included in the file at http://www.engon.de/protosimplex/downloads/massformula.zipIn the next version I will add a new print level that provides the masses combined with conventional quantum numbers and Heim quantum numbers so that the whole list can be imported into spreadsheet programs to compare empirical values against the Heim spectra.
will314159
28th March 2006 - 09:08 PM
RE SCIAM article on LQG Theory Darn that article requires a subscription but I found a blog with a rundown of the articles http://responsetotexts.blogspot.com/2006/0...of-physics.html " The Mysteries of Mass by Gordon Kane Personally, I can't say I've ever wondered why mass exists, but apparently a lot of top physicists have done so. They reckon it's caused by the elusive Higgs boson. We should be able to detect these and study them directly when the Large Hadron Collider comes online next year, and everyone will be even happier. Someone will probably get a Nobel Prize, too, which would be nice. The String Theory Landscape by Bousso and Polchinski OMGWTFSTRINGTHEORY! Nice pretty illustrations, but of course they can't explain the mathematics in any satisfactory way, and I fail to see any experimental verification. When it gets to the point of wondering why we live in this particular universe of all the literally infinite possible universes out there, we're getting seriously into so-what territory. A conversation with Brian Greene This guy is apparently the god of string theory. He's very nice about loop quantum gravity, the immediate competition to string theory. Unfortunately the loop quantum graviationalists in the next article weren't quite so nice about string theory. Atoms of Space and Time by Lee Smolin Now this one, I almost understand! I warm to the idea that spacetime is quantised, like light and all the forces. Discovering graph theory ideas in the middle of the article was kinda nice, too. It all makes sense. Having read this one and the string theory one, I have to agree with Brian Greene's idea that both theories are tending towards the same fundamental ideas. They'd be happier when they got there if they could all just learn to get along in the interim. Smolin is quite dismissive of string theory throughout his article. A Cosmic Conundrum by Krauss and Turner Oh, this expanding universe stuff, I can't be bothered. I got stuck back with Einstein, thinking the universe is curved, and while it's interesting to learn that it's actually flat... somehow I always believed in a cold end to the universe anyhow. This article does us the courtesy of including some actual equations. Unfortunately, their algebra is wrong. You'd think that if they're going to take the trouble to simplify the mathematics for the readers, they could at least do it accurately! Information in the Holographic Universe by Jacob D. Bekenstein Apparently our universe is really two-dimensional and we merely perceive it as having three spatial dimensions. It's to do with entropy, which I now understand much better than ever before. Much to my alarm, this idea is not presented as incompatible with ten-dimensional string theory. Why not, so what, it's all beyond me, next article. That Mysterious Flow by Paul Davies This is my favourite [and not just because it's the last one!]. It's about how time does not actually flow the way we perceive it. There is an arrow of time which allows for temporal causality - one thing causing another to happen at a later time rather than an earlier one - but time itself does not move. Davies suggests that all past and future events are fixed and we merely move through the 'timescape' as through the landscape. He doesn't address whether this idea violates free will [presumably there's some provision somewhere to ensure that it doesn't]. But I like the idea that there's nothing special about the present. It's kind of reassuring, somehow. " Take Care!
will314159
28th March 2006 - 09:28 PM
RE: Loop Quantum Gravity Theory As previously stated the SC?IAM article was not free. In fact the 10 pages of the Smolin article were $5 U.S. to download. I'm going to have to find a public library. Meanwhile here are some free EDGE articles about time and quantum gravity. If you've never read EDGE, it"ll be a treat. http://www.edge.org/3rd_culture/bios/smolin.htmlTake Care!
will314159
29th March 2006 - 01:47 AM
RE: The HEIM of Loop Quantum Gravity Just as Selector Calculus was necessary for the quantization for spacetime by HEIM, a similar development was necessary for the development of loop quantum gravity. This was the development of Ashtekar variables by Abhay Ashtekar. See the Wikipedia article. http://en.wikipedia.org/wiki/Ashtekar_variablesIt is acknowledged by Smolin that the recast of General Relativity in the Ashtekar notation made LQG possible. Ashtekar has some excellent popular articles about Space, Time, GR, and LQG, on his home page http://cgpg.gravity.psu.edu/people/Ashtekar/articles.htmlthis particular article has excellent graphics. "Space and Time: Einstein and Beyond by Abhay Ashtekar From the Penn State Science Journal, Vol 23 (2005). This is the first in a new series of featured articles. " http://cgpg.gravity.psu.edu/people/Ashteka.../space&time.pdfTake Care! Edit For thos that like blackboard lectures A glilimpse of quantum geometry http://www.phy.syr.edu/research/hetheory/m...k/ashtekar.html
hdeasy
29th March 2006 - 11:23 AM
I referred to Heim and gravitophotons at a posting on the board discussing Tajmar's Cooper pair getting heavier experiment - http://forum.physorg.com/index.php?act=ST&...st=0#entry77734 Enjoy, Hdeasy (now I'll get back to watching that partial eclipse through my old eclipse specs)
will314159
29th March 2006 - 09:49 PM
EQUIVALENCE Principle Revisited from a deeper standpoint Gravity and the Quantum (PDF file) by Abhay Ashtekar From the special issue 'spacetime Hundred Years Later', edited by R. Price and J. Pullin, of the New Journal of Physics http://cgpg.gravity.psu.edu/people/Ashteka...urnal-final.pdfThe discussion by Abhay on quantization of General Relatvity raises HEIM Theory questions. Is the Heim theory canonical, conformational, or a third way? And as previously discussed by others the quantization of the background or metric is what distinguishes HEIM, LQG from String Theory. | QUOTE | Firstly, there was the beginning: exploration. The goal was to do unto gravity as one would do unto any other physical field [1].3 The electromagnetic field had been successfully quantized using two approaches: canonical and covariant. In the canonical approach, electric and magnetic fields obeying Heisenberg’s uncertainty principle are at the forefront, and quantum states naturally arise as gauge-invariant functionals of the vector potential on a spatial three-slice. In the covariant approach on the on the other hand, one first isolates and then quantizes the two radiative modes of the Maxwell field in space-time, without carrying out a (3 + 1)-decomposition, and the quantum states naturally arise as elements of the Fock space of photons. Attempts were made to extend these techniques to general relativity. In the electromagnetic case the two methods are completely equivalent. Only the emphasis changes in going from one to another. In the gravitational case, however, the difference is profound. This is not accidental. The reason is deeply rooted in one of the essential features of general relativity, namely the dual role of the space-time metric.
To appreciate this point, let us begin with field theories in Minkowski space-time, say Maxwell’s theory to be specific. Here, the basic dynamical field is represented by a tensor field Fµν on Minkowski space. The space-time geometry provides the kinematical arena on which the field propagates. The background, Minkowskian metric provides light-cones and the notion of causality. We can foliate this space-time by a one-parameter family of space-like three-planes, and analyse how the values of electric and magnetic fields on one of these surfaces determine those on any other surface. The isometries of the Minkowski metric allow us to construct physical quantities such as fluxes of energy, momentum, and angular momentum carried by electromagnetic waves.
In general relativity, by contrast, there is no background geometry. The space-time metric itself is the fundamental dynamical variable. On the one hand it is analogous to the Minkowski metric in Maxwell’s theory; it determines space-time geometry, provides light cones, defines causality, and dictates the propagation of all physical fields (including itself). On the other hand it is the analogue of the Newtonian gravitational potential and therefore the basic dynamical entity of the theory, similar in this respect to the Fµν of the Maxwell theory. This dual role of the metric is in effect a precise statement of the equivalence principle that is at the heart of general relativity.
It is this feature that is largely responsible for the powerful conceptual economy of general relativity, its elegance and its aesthetic beauty, its strangeness in proportion. However, this feature also brings with it a host of problems.We see already in the classical theory several manifestations of these difficulties. It is because there is no background geometry, for example, that it is so difficult to analyse singularities of the theory and to define the energy and momentum carried by gravitational waves. Since there is no a priori space-time, to introduce notions as basic as causality, time, and evolution, one must first solve the dynamical equations and construct a space-time. As an extreme example, consider black holes, whose definition requires the knowledge of the causal structure of the entire space-time. To find if the given initial conditions lead to the formation of a black hole, one must first obtain their maximal evolution and, using the causal structure determined by that solution, ask if its future infinity has a past boundary. If it does, space-time contains a black hole and the boundary is its event horizon. Thus, because there is no longer a clean separation between the kinematical arena and dynamics, in the classical theory substantial care and effort is needed even in the formulation of basic physical questions.
<br>Take Care!
RAF
29th March 2006 - 11:57 PM
QUOTE (Olaf+Mar 28 2006, 05:49 PM) New: C version of 1982 Heim mass formula DESY code
Leovinus has adapted the Pascal version 0.62 to C. The C version even provides larger lists of masses. It can ..
.........
In the next version I will add a new print level that provides the masses combined with conventional quantum numbers and Heim quantum numbers so that the whole list can be imported into spreadsheet programs to compare empirical values against the Heim spectra. <br>I'd like to see the Relative Error shown against each of the identifying 'types' or quantum numbers of the particles. Possibly there are systematic errors that apply to each 'kind' of particle. It might be possible to find one or more functions that pretty much eliminate errors. This could give a clue to to what might be missing in the current Theory.
leovinus
30th March 2006 - 07:53 AM
QUOTE (RAF+Mar 29 2006, 11:57 PM) I'd like to see the Relative Error shown against each of the identifying 'types' or quantum numbers of the particles. Hi, when you run the C code that Olaf posted, you'll find a table with exactly this - the relative errors for each particle PLUS the overall error. That should make comparisons easier e.g. with spony's code at http://www.daimi.au.dk/~spony/HeimMassForm...HeimCalculator/Overall error in the prediction is something like 0.05%. And Pascal, Fortran, and the Excel spreadsheet give exactly the same accurate predictions. Do the Mathematica/ maxima implementations have similar overviews with relative errors? L.
RAF
30th March 2006 - 01:47 PM
QUOTE (leovinus+Mar 30 2006, 07:53 AM) QUOTE (RAF+Mar 29 2006, 11:57 PM) I'd like to see the Relative Error shown against each of the identifying 'types' or quantum numbers of the particles. Hi, when you run the C code that Olaf posted, you'll find a table with exactly this - the relative errors for each particle PLUS the overall error. That should make comparisons easier e.g. with spony's code at http://www.daimi.au.dk/~spony/HeimMassForm...HeimCalculator/Overall error in the prediction is something like 0.05%. And Pascal, Fortran, and the Excel spreadsheet give exactly the same accurate predictions. Do the Mathematica/ maxima implementations have similar overviews with relative errors? L. <br> I compiled your 'gprog 0.62.c' with GCC, but it appears to hit an ASSERT error when run. I don't see any error values in the 37 kB saved output. Further, a 'stackdump' file is generated. "Now calculating element of multiplet 14, x = 1" is in the listing, but the program faults before the line with the values is written. Yes, errors are shown in the programs, and are displayed in the output listings. But in a way that makes it hard to see how they might relate to 'Cs, kg, eps, qx, N'. A simple decimal format would make the MeV masses easier to see. Since they run from about 0.50 to 2500.0. A compact matrix representation of the particles and the errors would make it easier to see if there is any systematic error. Errors that might depend on the particle 'kind'. It might take many array tables to see any systematic error. BTW, I assume you know 'c' is now a defined constant. It looks like gprog uses that value, but I didn't check. mu_o is defined as 4Pi * 1e-7. c = 1/(mu_o*eps_o)^0.5. That means eps_o is exactly defined by c. Note Rg (Resistance for free space ~ 377 ohms) is (mu_o/eps_o)^0.5. So, it is also exact. I assume the standard value used is based on the above. However, 'gam' is uncertain. I assume the 6.67331980000000e-11 used may have been adjusted for the 'best fit'. Regardless, all the errors depend on this. I have the Maxima file; it seems the mass values are scattered around. It shouldn't be too hard to display a 3D graph in Maxima.
jal
30th March 2006 - 05:07 PM
spots cleaned jal
leovinus
30th March 2006 - 06:37 PM
Hi, > I compiled your 'gprog 0.62.c' with GCC, but it appears to hit an ASSERT error when run. I don't see any error values in the 37 kB saved output. Further, a 'stackdump' file is generated. Thanks for testing. What you are seeing is a packaging error :/ The input file gprogin.dat you are using contains 2 particles too much (nue2 & nue3) which are duplicates of pi and electron. Just check the descriptions in the .dat file. We had this removed earlier but it slipped in again  The assert() you see is a complaint that a particle is computed, which was already computed earlier and stored. Yes, the error message could be less cryptic  Anyway, if you remove the following ten lines at the end of gprogin.dat, and make sure there are no empty lines at the end of the file, everything is fine. Just delete =============== '---nue2' 'Baryon Number +1 = ' 1 '2*Isospin PG = ' 1 '2*Spin QG = ' 1 'Doublett kappa = ' 0 '---nue3' 'Baryon Number +1 = ' 1 '2*Isospin PG = ' 2 '2*Spin QG = ' 0 'Doublett kappa = ' 0 ================= > However, 'gam' is uncertain. I assume the 6.67331980000000e-11 used may have been adjusted for the 'best fit'. Regardless, all the errors depend on this. Yes, checked this last week and there is a minimum. I am not sure how much HT is valid for predictions of the gravitational constant, but the code can be used that way. Last week, I got a minimum around 6.67279915 + 0.0000015 e-11 for whatever that is worth. Have fun.
RAF
30th March 2006 - 07:57 PM
QUOTE (leovinus+Mar 30 2006, 06:37 PM) Hi, > I compiled your 'gprog 0.62.c' with GCC, but it appears to hit an ASSERT error when run. I don't see any error values in the 37 kB saved output. Further, a 'stackdump' file is generated. Thanks for testing. What you are seeing is a packaging error :/ The input file gprogin.dat you are using contains 2 particles too much (nue2 & nue3) which are duplicates of pi and electron. Just check the descriptions in the .dat file. We had this removed earlier but it slipped in again  The assert() you see is a complaint that a particle is computed, which was already computed earlier and stored. Yes, the error message could be less cryptic  ................ Anyway, if you remove the following ten lines at the end of gprogin.dat, and make sure there are no empty lines at the end ........... > However, 'gam' is uncertain. I assume the 6.67331980000000e-11 used may have been adjusted for the 'best fit'. Regardless, all the errors depend on this. Yes, checked this last week and there is a minimum. I am not sure how much HT is valid for predictions of the gravitational constant, but the code can be used that way. Last week, I got a minimum around 6.67279915 + 0.0000015 e-11 for whatever that is worth. OK, I deleted the last two lines in gprog.dat and get the full output now. I see the 'computed mass' is in decimal notation. And, Omega is no longer reversed with Omicron--. The value set for 'G' appears to be within the limits of the measured value, but much more exact. One thing yet missing is the Std Error of the measured values. In the past, even though Heim's masses mostly had very small errors, they were still many Std Deviations outside the measured values. I see "NrParticles with reference mass= 20, avg. diff[%]= 0.048131735 %". The average difference isn't as important as how well the masses of the more important, simple particles fit. Such as e-. Also, consideration of the Std Error of the measurements. Perhaps against that 2004 particle listing I gave the URL to. Until the table gets past 'delta-' the errors are all positive. But vary. Doesn't G have a similar effect on all the masses? Is there a G that makes the e- error even smaller? Though it's only 0.14 ppm as is. Heck, even I can change the program a bit and recompile. If Heim's mass theory is valid, then it certainly should specify a much better value for G than can be directly measured. Now that I can see the table, it shouldn't be too hard to look for some relationship between the particles and the size of the errors. However, there are a many other particles, also particle lifetimes, to work out better. BTW, I couldn't get Olaf's Pascal version to run very far before it faulted. I set FPC for BC7 compatibility to get it to compile. But, the exe faults at 'reset(fi)' in the block below (a dozen lines into Main): {setting controls} assign(fi,'gprogin.dat'); reset(fi); <<< faults here when debugged for i:=1 to 5 do readln(fi,t1,t2); {skip first lines here}
will314159
30th March 2006 - 08:47 PM
This is from the Scientific American Special Issue which includes Lee Smolin's Atoms of Space and Time. I was wrong, it was $5 US for the whole issue, so I splurged and downloaded it, I even got a montly subscription whcih gives you an ability to download from the archives. (but not special editions) Kind looks like a protosimplex doesn't? If you like the image download it, b/c i won't leave it up on the server long.  Take Care!
Zephir
30th March 2006 - 09:36 PM
QUOTE (will314159+Mar 30 2006, 11:47 PM) Kind looks like a protosimplex doesn't? I don't know, whether it looks like protosimplex, but it looks pretty like the phase condensation of Aether by Aether Wave Theory. It means, like process of energy gradients formation during supercritical vapor condensation in microgravity conditions, where no phase separation can occur. It means like a quite common physical process (please note the frame 5 on the animation bellow).  During such condensation a 1:1 mixture of less and more dense phase appears and the energy will become spread along gradient due the minimization of action principle. As the result, the overall energy speed decreases and the energy density increases. It can be even demonstrated by the ultrasound spreading through such mixture - the sound speed spreading decreases significantly at the moment of phase transformation as the result of density gradient foam formation. I hope, such insight can help in understanding the common points of the LeSmolin's, Heim's and Aether Wave Theory concepts.
jal
30th March 2006 - 09:37 PM
Hi!
| QUOTE | Kind looks like a protosimplex doesn't? NO.... JAL
Olaf
31st March 2006 - 08:38 AM
| QUOTE | But, the exe faults at 'reset(fi)' in the block below (a dozen lines into Main):
{setting controls} assign(fi,'gprogin.dat'); reset(fi); <<< faults here when debugged You might have to put gprogin.dat in another directory. I never started an exe of the pascal version, because this made not much sense to me. (All important values are hard coded in the source code. So an exe every time will produce the same output.) When running Turbo Pascal 7 (which is available in a free French version, Turbo Pascal 5.5. is free download at Borland) I have to put grpogin.dat in the /BIN subdirectory.
I am not a programmer nor I have studied informatics. I am an electronics engineer. So I need the community's help in improving the source code.
leovinus
31st March 2006 - 03:01 PM
QUOTE (RAF+Mar 30 2006, 07:57 PM) One thing yet missing is the Std Error of the measured values. In the past, even though Heim's masses mostly had very small errors, they were still many Std Deviations outside the measured values.
I see "NrParticles with reference mass= 20, avg. diff[%]= 0.048131735 %". The average difference isn't as important as how well the masses of the more important, simple particles fit. Such as e-. Also, consideration of the Std Error of the measurements. Perhaps against that 2004 particle listing I gave the URL to.
Hi, Actually, standard deviations of measured particle masses are already included in the C program. If you look at the Particle structure (~line 125) and the table with reference masses after that, you'll see that the stddev's are already in there  All masses taken from http://pdg.lbl.gov/2005/mcdata/mass_width_2004.csvSo, it should be easy to extend the table/result printing (line ~190) with a simple boolean indicator for showing whether the Heim computed mass for each particle is within 2 sigma's (or similar) of the reference, measured mass. Additionally, you might have noticed that a longer gprogin.dat is provided too. If you run with that data file, all possible spin/iso-spin etc tuples are computed (mostly fictional particles  . Somebody with a particle physics background could have a look at the computed masses, the reference list at the http above, and see whether there are meaningful combinations. All results are given in the final table for convenience. You also might want to experiment with "nmax" in line 52. It is set to 10 but if you set it to 1, you get a longer list with all possible resonances.
RAF
31st March 2006 - 03:23 PM
QUOTE (Olaf+Mar 31 2006, 08:38 AM) | QUOTE | But, the exe faults at 'reset(fi)' in the block below (a dozen lines into Main):
{setting controls} assign(fi,'gprogin.dat'); reset(fi); <<< faults here when debugged You might have to put gprogin.dat in another directory. I never started an exe of the pascal version, because this made not much sense to me. (All important values are hard coded in the source code. So an exe every time will produce the same output.) When running Turbo Pascal 7 (which is available in a free French version, Turbo Pascal 5.5. is free download at Borland) I have to put grpogin.dat in the /BIN subdirectory.
I am not a programmer nor I have studied informatics. I am an electronics engineer. So I need the community's help in improving the source code. <br> The Pascal exe generates "gprogout.lis", which writes up to:
"................................. Data sets named: 1 to 15 ======================================================== Starting computation of multiplet #1: 'datasets: from to "
"gprogin.dat" ends with nue2 and neu3: ......... '---nue3' 'Baryon Number +1 = ' 1 '2*Isospin PG = ' 2 '2*Spin QG = ' 0 'Doublett kappa = ' 0
Which I removed in the folder with the .c version so it would run correctly.
Hey, I'm not a programmer either, used to do electronics engineering.
RAF
31st March 2006 - 03:41 PM
QUOTE (leovinus+Mar 31 2006, 03:01 PM) Actually, standard deviations of measured particle masses are already included in the C program. If you look at the Particle structure (~line 125) ..
<br> Here is the table sorted by relative error. It doesn't line up in this post as well as in the original. [FONT=Courier] name | kPQkap#x,qx,cs| | | Particle | description | reference mass | computed mass | diff[%] -------------------------------------------------------------------------------------- - = 1010#100 = ref= -1 comp= 0.5015175728 = diff[%]= -1% - = 2310#4-2-2 = ref= -1 comp= 1534.092473 = diff[%]= -1% - = 2310#3-1-2 = ref= -1 comp= 1530.970709 = diff[%]= -1% - = 2310#20-2 = ref= -1 comp= 1549.133538 = diff[%]= -1% - = 2310#11-2 = ref= -1 comp= 1539.951558 = diff[%]= -1% - = 1111#2-10 = ref= -1 comp= 105.6585358 = diff[%]= -1% - = 1110#100 = ref= -1 comp= 0.5068787711 = diff[%]= -1% - = 1200#3-10 = ref= -1 comp= 139.5658085 = diff[%]= -1% p = 2110#110 = ref= 938.27203 comp= 938.2720701 = diff[%]= 4.28e-06% n = 2110#200 = ref= 939.56536 comp= 939.5654923 = diff[%]= 1.41e-05% e- = 1110#2-10 = ref= 0.51099892 comp= 0.5109988467 = diff[%]= 1.43e-05% mu = 1111#1-10 = ref= 105.658369 comp= 105.6585358 = diff[%]= 0.000158% K+- = 1101#111 = ref= 493.677 comp= 493.6779494 = diff[%]= 0.000192% xi- = 2111#2-1-2 = ref= 1321.31 comp= 1321.306103 = diff[%]= 0.000295% sig+ = 2210#11-1 = ref= 1189.37 comp= 1189.354538 = diff[%]= 0.0013% pi+- = 1200#110 = ref= 139.57018 comp= 139.5658085 = diff[%]= 0.00313% xi0 = 2111#10-2 = ref= 1314.82 comp= 1314.774428 = diff[%]= 0.00347% K0 = 1101#201 = ref= 497.648 comp= 497.6695545 = diff[%]= 0.00433% lambda = 2010#10-1 = ref= 1115.683 comp= 1115.590928 = diff[%]= 0.00825% pi0 = 1200#200 = ref= 134.9766 comp= 134.9615354 = diff[%]= 0.0112% sig- = 2210#3-1-1 = ref= 1197.449 comp= 1197.275523 = diff[%]= 0.0145% omega = 2030#1-1-3 = ref= 1672.45 comp= 1672.202046 = diff[%]= 0.0148% sig0 = 2210#20-1 = ref= 1192.642 comp= 1192.426786 = diff[%]= 0.018% delta0 = 2330#300 = ref= 1232 comp= 1231.127661 = diff[%]= 0.0708% delta++ = 2330#120 = ref= 1232 comp= 1230.254996 = diff[%]= 0.142% delta+ = 2330#210 = ref= 1232 comp= 1229.776076 = diff[%]= 0.181% eta = 1000#100 = ref= 547.75 comp= 548.8023492 = diff[%]= 0.192% delta- = 2330#4-10 = ref= 1232 comp= 1235.669805 = diff[%]= 0.298%
RAF
31st March 2006 - 04:29 PM
QUOTE (leovinus+Mar 31 2006, 03:01 PM) QUOTE (RAF+Mar 30 2006, 07:57 PM) One thing yet missing is the Std Error of the measured values. .....
..... Also, consideration of the Std Error of the measurements. Perhaps against that 2004 particle listing I gave the URL to.
<br>Actually, standard deviations of measured particle masses are already included in the C program. If you look at the Particle structure (~line 125) and the table with reference masses after that, you'll see that the stddev's are already in there  All masses taken from http://pdg.lbl.gov/2005/mcdata/mass_width_2004.csvSo, it should be easy to extend the table/result printing (line ~190) with a simple boolean indicator for showing whether the Heim computed mass for each particle is within 2 sigma's (or similar) of the reference, measured mass. Additionally, you might have noticed that a longer gprogin.dat is provided too. If you run with that data file, all possible spin/iso-spin etc tuples are computed (mostly fictional particles  . Somebody with a particle physics background could have a look at the computed masses, the reference list at the http above, and see whether there are meaningful combinations. All results are given in the final table for convenience. You also might want to experiment with "nmax" in line 52. It is set to 10 but if you set it to 1, you get a longer list with all possible resonances. <br> OK, the error limits are in the source code. But not in the output table. Maybe one more column in the output table that displays '# std errors'. One would hope "#" would be -1< # < 1 for many of the calculations, but even within 3 now and then wouldn't be too bad. Note the '2004.csv' error limits are often asymmetrical. Using the average of the upper/lower limits would be OK for now. The width of the output table is a bit wide for 80 columns. If I get time I might hack your version a bit. The field with the set of integers is confusing relative to how they might correlate with the relative error (I just posted with error sorted). Mainly a matter of formatting the spin, etc. numbers with spaces. I did note e-, p, and n have the lowest errors. It looks like your 'G' results in e- mass error 1.43e-7, while the experimental error limit is 4e-8. But the Proton and Neutron calculated masses are well within the 80 ppm experimental error. Most of the other particles have short lifetimes, I see the experimental errors are also much larger.
jreed
31st March 2006 - 06:24 PM
Here's something that has been bothering me. Looking at the electron (e-) there is a summation over an isospin index to derive another particle, the e0. Now, isospin is associated with baryons, for example the neutron and proton are really the same particle only with a different isospin index. That symmetry is broken by the electromagnetic interaction and they really aren't the same. But for leptons (e), there is no isospin quantum number in standard particle theory, in fact leptons don't even have isospin. Isospin is associated with quarks and leptons don't consist of quarks. What is the number that Heim is assigning to the electron that is called isospin, which is represented by P? I'm wondering if perhaps the neutral electron that has not been found is an error in Heim theory.
jreed
Zephir
31st March 2006 - 10:45 PM
QUOTE (jreed+Mar 31 2006, 09:24 PM) I'm wondering if perhaps the neutral electron that has not been found is an error in Heim theory. The isospin is the SU(2) symmetry related to the pion exchange inside of baryons, the electron cannot have the isometric spin. It was introduced as the strong force analogy of spin for description of the quantum states allowed inside the atom nuclei with respect of the Pauli exclusion principle. For better idea, both these particles differs just by the isospin on the animation bellow:  But the neutral leptons can exist, although the probability (i.e. the stability) of the neutral electron should be a substantially lower, than at the case of sterile neutrino. The neutral electron existence can be tightly connected with the magnetic monopole existence, which I'm expecting inside the neutron/quark stars. I'm explaining it here.
millka
31st March 2006 - 11:40 PM
QUOTE (jreed+Mar 31 2006, 06:24 PM) Here's something that has been bothering me. Looking at the electron (e-) there is a summation over an isospin index to derive another particle, the e0. Now, isospin is associated with baryons, for example the neutron and proton are really the same particle only with a different isospin index. That symmetry is broken by the electromagnetic interaction and they really aren't the same. But for leptons (e), there is no isospin quantum number in standard particle theory, in fact leptons don't even have isospin. Isospin is associated with quarks and leptons don't consist of quarks. What is the number that Heim is assigning to the electron that is called isospin, which is represented by P? I'm wondering if perhaps the neutral electron that has not been found is an error in Heim theory.
jreed Hi jreed, i think HT neither demands nor forbids the "neutral" electron. For details see my remarks here: http://en.wikipedia.org/wiki/Talk:Heim_the...eutral_electron (go to the section "neutral electron") As far as i understand the "path of thought" in HT, Heim tries to enumerate all possible geometr(odynam)ic configurations metrons can have. Then he builds subclasses of configurations that are identical. A way too simple 3d example (cause i royally suck at 6 dim examples ..): Think of a cube. turn it 180° around one axis. its still the same cube. turn around another axis - still a cube. turn by another angle - still a cube ... this subclassing reduces from the number of possible configurations to the number of physically relevant configurations (in the 3d example: all cubes are one particle, all tetraeders are another particle, ..). Then he identifies the various subformulae / parameters that describe these configuration subclasses (= particles). He recognizes that these parameters correspond to the parameters known as quantum numbers in the standard model of particles (spin, charge, ...). That means e.g. charge is one aspect of the geometric configuration (e.g. some folding in a spacelike dimension plus another folding in a timelike dimension), spin is another (e.g. a rotation in some spacelike dimensions), etc. These quantum numbers are result of Heims description, they are not an input ! To put it differently, HT gives a geometr(odynam)ic explanation for these quantum numbers. A particles mass consists of its "basic" mass (the particle without charge, spin, etc) plus the (field) mass of his charge plus the mass from its spin, and so on. So the "neutral" electrons mass is the mass an electron would have if it had no charge. The mass difference between the "neutral electron" and the real electron is the mass the electron gets from its charge. So, as far as i understand Heim, the "neutral" electron is just one of the many possible configurations. Obviously Mother Nature knows at least one additional rule, why a neutral electron cannot exist and that additional rule has not yet been found. Or that rule does not exist, and neutral electrons have not yet been found. (I would bet on option one, but wouldnt hang myself, if option two would be true). In my humble opinion, HT is pretty neutral about the "neutral" electron .. Maybe its exists, maybe not. Maybe it wasnt terribly wise to label a subformula with a particle name, cause almost everybody understands that as a prediction of existence of that particle. But the name "neutral electron" makes some sense. --- Well, at least thats how HT looks to someone, who doesnt understand its math and therefore connects the dots ..
RAF
1st April 2006 - 02:19 AM
QUOTE (millka+Mar 31 2006, 11:40 PM) .................... A particles mass consists of its "basic" mass (the particle without charge, spin, etc) plus the (field) mass of his charge plus the mass from its spin, and so on. So the "neutral" electrons mass is the mass an electron would have if it had no charge. The mass difference between the "neutral electron" and the real electron is the mass the electron gets from its charge.
So, as far as i understand Heim, the "neutral" electron is just one of the many possible configurations. Obviously Mother Nature knows at least one additional rule, why a neutral electron cannot exist and that additional rule has not yet been found. Or that rule does not exist, and neutral electrons have not yet been found. (I would bet on option one, but wouldnt hang myself, if option two would be true).
It has crossed my mind that Heim's Logic/Math might support another 'kind' of particle. One with a negative mass. Note the superposition of a neutral electron with its negative mass twin would result in in a nul. 'Real' particles wouldn't have the 'negative mass' version selected, so they would exist. Note this would probably be an artifact of the math. Imaginary numbers have long be used in analysis, one ends up with real values in the end. Further, negative frequencies exist in Fourier analysis, etc.; when combined with their corresponding positive frequencies one gets the physical magnitude of the oscillation. The concept above suggests the neutral electron is a spurious solution which might cancel out if one more degree of freedom were invoked. Note negative energy isn't ruled out in physics, would that suggest negative mass might also exist?
Zephir
1st April 2006 - 11:01 AM
QUOTE (RAF+Apr 1 2006, 05:19 AM) Note negative energy isn't ruled out in physics, would that suggest negative mass might also exist? The negative gravity/time/mass concepts aren't any nonsense at all. It can be explained easily using the dependence of the spacetime curvature Lagrangian to the convolution number using a hypersphere packing model:  At the higher space-time convolution levels the energy density decreases, it means the gravity force decreases too. The total mass/energy of universe is cumulative, it means at the higher densities than the optimal 6D convolution level the space will exhibit repulsive force. After all, such repulsive force is the base of non-abelian field perturbations (i.e. the non-torsion R - 1/R transformations of the field topology). Briefly speaking, the space-time exhibits a springy behavior, which prohibit its further convolution - it means, the gravity can be considered as the repulsive force under such conditions. After all, without it, our Universe would fall into singularity very quickly. The super-optimal aether density leads to the deconvolution of space/time, thus reversing the thermodynamical arrow of time. Such deconvolution can be observed at the limited scope eve inside the black holes - a part of information/convolution symmetry of particles simply disappears here. In my former submissions you can found some examples of deconvolution of some complex topologies under pressure even under relative mild conditions. It means, our Universe is very symmetric with respect of the energy density to space-time curvature dependence.
diresaint
1st April 2006 - 12:30 PM
i ran across this early this morning and thought it may have some bearing on the topic... Physicists have confirmed that neutrinos have mass. i don't pretend to know what I'm talking about in this forum but it is fascinating. keep up the good work folks i love to read your posts.
RAF
1st April 2006 - 01:02 PM
QUOTE (diresaint+Apr 1 2006, 12:30 PM) i ran across this early this morning and thought it may have some bearing on the topic... Physicists have confirmed that neutrinos have mass. i don't pretend to know what I'm talking about in this forum but it is fascinating. keep up the good work folks i love to read your posts. Yes. Though the BBC article is very recent, it's been know neutrinos have mass since about 1998. Heim's Theory gives the masses of the three neutrinos. Values lower than what can currently be resolved. Now if improved mass measurements converge on (at least the most massive neutrino) Heim's values, it would further support his 'mass spectrum'. A neutrino detector at the S. Pole, "Icecube" is currently being expanded to 1 cubic km.
RAF
1st April 2006 - 01:14 PM
QUOTE (Zephir+Apr 1 2006, 11:01 AM) QUOTE (RAF+Apr 1 2006, 05:19 AM) Note negative energy isn't ruled out in physics, would that suggest negative mass might also exist? The negative gravity/time/mass concepts aren't any nonsense at all. It can be explained easily using the dependence of the spacetime curvature Lagrangian to the convolution number using a hypersphere[/URL] packing model: .......................... It means, our Universe is very symmetric with respect of the energy density to space-time curvature dependence. I've run into things like Lagrangians, even done Convolution. But applying them to multidimensional space-time is a bit beyond me.  I used to be able to explain how the total mass-energy of the universe might add to zero. I like Heim's quasi dimensions involving Information/Coupling, since I tend to think that Information is more basic than 'particles', 'energy', etc.
Zephir
1st April 2006 - 02:27 PM
QUOTE (RAF+Apr 1 2006, 04:14 PM) I tend to think that Information is more basic than 'particles', 'energy', etc. The Aether Wave Theory is based on the kinetic-potential energy duality in recursive wave equation, whereas the complexity(information density)-energy duality is the result of more general evolutionary law, although I cannot imagine it's extension beyond the material world at this moment. The hidden dimension concept is quite common in classical physic for energy spreading at the form of mechanical waves. For example the 2D world created by the surface water wave spreading is related to the 3D world of underwater waves, which can form the hidden dimension set for surface waves. I believe, a lot of Aether Wave Theory insights can be useful for understanding of the Heim's theory concepts as the more general example of it, but for the further discussion about the hidden dimensions concept I would recommend to transfer discussion in original forum.
jal
1st April 2006 - 02:36 PM
Hi millka.... You correctly said
| QUOTE | These quantum numbers are result of Heims description, they are not an input ! To put it differently, HT gives a geometr(odynam)ic explanation for these quantum numbers. RAF.... You correctly said
QUOTE (-> | QUOTE | These quantum numbers are result of Heims description, they are not an input ! To put it differently, HT gives a geometr(odynam)ic explanation for these quantum numbers. RAF.... You correctly said I like Heim's quasi dimensions involving Information/Coupling , since I tend to think that Information is more basic than 'particles', 'energy', etc. It is very easy, with a little bit of education, to use big words, to make a sentence that says nothing, that sound impressive, to confuse people, that gives the impression that the speaker is very knowledgeable. Comedians make fun of these people all the time. These people are unusually politicians and scientists and frauds. I don't think that the hat fits you -->(milka... RAF) The string theories are still trying to find a model. They have not reached the stage of looking at a dynamic model. The LQG people believe that they have a model but they are having difficulty making it "dynamic." Heim's approach is way ahead of the competition. Stay simple....you will see the answers and understand them. jal
leovinus
1st April 2006 - 02:46 PM
QUOTE (RAF+Apr 1 2006, 01:02 PM) Heim's Theory gives the masses of the three neutrinos. Values lower than what can currently be resolved. Now if improved mass measurements converge on (at least the most massive neutrino) Heim's values, it would further support his 'mass spectrum'.
I've seen this mentioned a couple of times now, both in papers from www.heim-theory.com (specifically, "D" and "F", plus the calculated neutrino masses in table 2 in "G"), and on this forum. Given that the masses were calculated, somebody must have made an implementation to do that :) But the brief remarks in "F" about the neutrino calculation, page 18/19, are not really sufficient for me to add the relevant code in C or Java or Excel. Given that a number of implementations of the mass formula are now available, but none of them included the neutrino calculation, I was wondering whether someone (a) has the old neutrino code and (b) can contribute the neutrino calculation so that it can be integrated with the available Fortran/Pascal/Java/Excel implementation, and have all implementations in one place.
RAF
2nd April 2006 - 01:13 AM
QUOTE (RAF+Apr 1 2006, 04:14 PM) I tend to think that Information is more basic than 'particles', 'energy', etc. <br>Zephir>The Aether Wave Theory is based on the kinetic-potential energy duality in recursive wave equation, whereas the complexity(information density)-energy duality is the result of more general evolutionary law, although I cannot imagine it's extension beyond the material world at this moment. A Dr. Kantor wrote a text on Information Theory as applied to Physics. He was still publishing a bit in peer reviewed journals a decade ago, but has probably passed away by now. >The hidden dimension concept is quite common in classical physic for energy spreading at the form of mechanical waves. For example the 2D world created by the surface water wave spreading is related to the 3D world of underwater waves, which can form the hidden dimension set for surface waves. Multiple dimensions are common in a lot of real problems. Phase Space has 6D, but it totally embedded in 4D ST. Communications Theory can use two or three dimensions. Signal Space (say, in modems) is often analysed in two dimensions, Amplitude and Phase. "Real Space" isn't involved; time is implicit. So, I always want to know if theories which utilize more than the four dimensions of Space-Time require them to be real in some way (string theory), or just a mathematical convenience. > I believe, a lot of Aether Wave Theory insights can be useful for understanding of the Heim's theory concepts .... Does that anything have anything in common with the article in last December's Sci Am? I couldn't read the article, but the description sounded similar.
RAF
2nd April 2006 - 01:48 AM
QUOTE (leovinus+Apr 1 2006, 02:46 PM) QUOTE (RAF+Apr 1 2006, 01:02 PM) Heim's Theory gives the masses of the three neutrinos. Values lower than what can currently be resolved. Now if improved mass measurements converge on (at least the most massive neutrino) Heim's values, it would further support his 'mass spectrum'.
I've seen this mentioned a couple of times now, both in papers from www.heim-theory.com (specifically, "D" and "F", plus the calculated neutrino masses in table 2 in "G"), and on this forum. Given that the masses were calculated, somebody must have made an implementation to do that  But the brief remarks in "F" about the neutrino calculation, page 18/19, are not really sufficient for me to add the relevant code in C or Java or Excel. Given that a number of implementations of the mass formula are now available, but none of them included the neutrino calculation, I was wondering whether someone (a) has the old neutrino code and (  can contribute the neutrino calculation so that it can be integrated with the available Fortran/Pascal/Java/Excel implementation, and have all implementations in one place. The Wikipedia article has the neutrino masses, which appear to be the same as in 'G_Selected_Results' at the heim theory site. Further, 'F_Heims_Mass_Formula_1989.pdf' has some formulas for the neutrino masses. "If according to eq.(B3) one substitutes for the mass of neutrinos in whole generality Mn = ma+ (F + j0) (B65) where j0 relates eq.(B49) to the lower bounds of n, m, p, s, than it follows, that Mn is determined only by the quantum numbers k, k, P, and Q . For Mn(kPQk) > 0 the following possibilities result: Mn (1110) = Mn (1111) and Mn (1200) in the mesonic region, and Mn (2110) and Mn (2111) in the baryonic region. In addition there is another neutrino, which only transfers the angular momentum Q = 1 and which is required by the ß-transfer. For this neutrino only the two possibilities exist: Mn (2010) or Mn (1010). Since in the case (2010) Mn < 0 would be, only Mn ( 1010) remains as a possibility for the ßneutrino. With i = 1,...,5 the possible neutrino states ni are: for k = 1: n1 (1010) , n2 (1110), n3(1200) for k = 2: n4 (2110) , n5 (2111). " Note: 'nu' converted to 'n' above. So, 'n' is 'neutrino. Some other symbols are also changed from the .pdf document. Those states appear to be just more elements of what is already calculated.
jal
2nd April 2006 - 04:20 AM
Hi RAF... Your statement QUOTE I believe, a lot of Aether Wave Theory insights can be useful for understanding of the Heim's theory concepts is just wishfull thinking since it is in conflict with the following from H.T. QUOTE (-> | QUOTE | | I believe, a lot of Aether Wave Theory insights can be useful for understanding of the Heim's theory concepts |
is just wishfull thinking since it is in conflict with the following from H.T. Furthermore, for the material world, Rp with p = 6, there exists a hyperspace with n = 12, containing R6 as subspace, which in turn contains the subspace R4 (<--that is us). <!--QuoteBegin--> | QUOTE | While the ** are always bounded by geodesics, their area remains constant in a deformed lattice. The metronized state function then describes the projection of a deformed R6-lattice into any Euclidian reference space (<-- that is us) , The challenge will to make a visual of the dynamic of a 2d surface from the metrons. The ultimate challenge will be to to have a visual dynamic 3d structure which can produce the results obtained from the formulas. jal
Zephir
2nd April 2006 - 09:19 AM
QUOTE (jal+Apr 2 2006, 07:20 AM) ...since it is in conflict with the following from H.T.... The Heim's theory definitely not the same, but I can see a lot of common points with my concepts. The Aether Wave Theory is 12D by the same way, like Dröscher and Hauser (2004) extensions of H.T. and canonical M-Theory. The hermetry forms are corresponding spaces in my theory with four 3D subspaces in my theory, exactly like in H.T.:  The selector calculus describing the recursive tensor formalism Heim's theory can be related to my idea of subspaces and particles which can be modeled by the nested torsion deformations of Aether. Here I can see close connection to the other mainstream theories too, the LQG and twistor theory in particular:  The neutral electron existence can be explained with my model. The Heim's correction of Einstein's gravitational equations is consistent with Yilmaz's theory of gravity and it corresponds my black hole models a nd cosmology models. The gravitophoton and corresponding dragging effects can be explained by the fluid aether model using the principle of reactive jellyfish motion.  The minimal and maximal spacetime curvature and limits of Universe mass/energy density computed by Heim has direct explanation/application in my cosmology model of Universe evolution:  The space-time of our generation of Universe is based on the heavily collapse space-time structure from previous generation, which is corresponding to the smallest structure in H.T. (so called metrons in H.T.) What conflict do you mean, exactly? I've no problems with Heim's theory results, just with the explanation of it, because nearly nobody understands the .T. formalisms. QUOTE (jal+Apr 2 2006, 07:20 AM) ...dynamic 3d structure which can produce the results obtained from the formulas.... I can see any connection to Heim's structures. The 3D model of "kissing spheres" or the "rotating diamond" has nothing to do with official space-time topology models obtained from the formulas, the protosimplex structure the less by my opinion. I'd like believe You, but can you prove some connection?
RAF
2nd April 2006 - 01:36 PM
QUOTE (Zephir+Apr 2 2006, 09:19 AM) The neutral electron existence can be explained with my model. The Heim's correction of Einstein's gravitational equations is consistent with Yilmaz's theory of gravity and it corresponds my black hole models a nd cosmology models. The gravitophoton and corresponding dragging effects can be explained by the fluid aether model using the principle of reactive jellyfish motion.  So, you say those shed vortexes relate to 'gravitophotons'? I know wingtip vortexes dissipate energy off aircraft wings. While Delta wings get a lot of lift at low speeds from vortexes shed off the leading edge. They eventually die out in a dissipative medium, but might last forever in a non-dissipative one.
jreed
2nd April 2006 - 01:48 PM
QUOTE (RAF+Apr 2 2006, 01:48 AM) Given that a number of implementations of the mass formula are now available, but none of them included the neutrino calculation, I was wondering whether someone (a) has the old neutrino code and (  can contribute the neutrino calculation so that it can be integrated with the available Fortran/Pascal/Java/Excel implementation, and have all implementations in one place I can duplicate mass values for five neutrinos using the quantum numbers from the Heim group's fortran listings with the Mathematica code. You need more than the four quantum numbers k, P, Q kappa. You also will need quantum numbers n, m, p and sigma. These are in the input files for the Fortran program. I have no idea where these additional quantum numbers come from or what they represent. Maybe somebody derived them, or just tried things until they looked reasonable. It's all very mysterious. jreed
jal
2nd April 2006 - 02:52 PM
Zephir... QUOTE Of course if you think that you have all of the right answers then you'll enjoy sitting back and laughing at us working our arse off to just getting to your answer. -------------------------------------------------------------------------------------------- QUOTE Furthermore, for the material world, Rp with p = 6, there exists a hyperspace with n = 12, containing R6 as subspace, which in turn contains the subspace R4 (<--that is us). QUOTE While the ** are always bounded by geodesics, their area remains constant in a deformed lattice. The metronized state function then describes the projection of a deformed R6-lattice into any Euclidian reference space (<-- that is us) , -------------------------------------------------------------------------------------- The challenge will to make a visual of the dynamic of a 2d surface from the metrons. The ultimate challenge will be to to have a visual dynamic 3d structure which can produce the results obtained from the formulas. How do we go about doing a visual of a METRON to create a 2d surface then a 3d environment that reproduces the mathematical results? Zephir....sit back .... and  at us wasting our time in my thread.jal
araven
2nd April 2006 - 03:14 PM
| QUOTE |
QUOTE (-> | QUOTE | Given that a number of implementations of the mass formula are now available, but none of them included the neutrino calculation, I was wondering whether someone (a) has the old neutrino code and ( can contribute the neutrino calculation so that it can be integrated with the available Fortran/Pascal/Java/Excel implementation, and have all implementations in one place I can duplicate mass values for five neutrinos using the quantum numbers from the Heim group's fortran listings with the Mathematica code. You need more than the four quantum numbers k, P, Q kappa. You also will need quantum numbers n, m, p and sigma. These are in the input files for the Fortran program. I have no idea where these additional quantum numbers come from or what they represent. Maybe somebody derived them, or just tried things until they looked reasonable. It's all very mysterious.
<br>You can calculate them using the formulas on page 9 in 1982 paper (direct computation), or alternatively formulas on page 16 in the 1989 paper (algorithm).
I failed to reproduce the correct n, m, p and sigma for all the particles using these fomulas however.
Zephir
2nd April 2006 - 03:40 PM
QUOTE (jal+Apr 2 2006, 05:52 PM) Zephir....sit back .... and ... at us wasting our time in Hi, Jal - are u able to dispute without advices, what I should do or what I shouldn't to do? I really don't think so.... The rotating diamond shape and kissing sphere models are pretty, but I don't see any connection to some math model, the METRON's of Heim's theory the less. After all, as the metron's are the smallest unit of Universe by its definition, I suppose, they're formed by elementary strings without any structure prefered. They're simply N-dimensional waves.
jal
2nd April 2006 - 03:54 PM
Hi! Since you got the answer.  Start your thread. jal
Zephir
2nd April 2006 - 05:55 PM
QUOTE (jal+Apr 2 2006, 06:54 PM) Since you got the answer. ... Start your thread. I've already done. After all, your'e guest here - exactly like me... BTW, most of your posts here are just a naive invitations to your thread. They doesn't contain any info relevant to Heim's theory understanding. Stop bugging me, Jal. I mean it seriously.
jal
2nd April 2006 - 06:42 PM
Guest_mike Posted: Mar 2 2006, 05:57 PM Hello ! To All: the name of this topic is "Burkhard Heim's Particle Structure Theory". Please stop all offtopic posts (aether, private theories etc). Such discussions can decrease reputation of this thread. If someone have his own theory, he might start his own thread. Thanks, Mikhail. lancis Posted: Mar 3 2006, 11:33 AM Greetings, Usually, I do not post on boards like these, and thus saw no point in registering.However I do enjoy reading some of the topics... This topic is one of them, and aether wave theory is not one of them. will314159 Posted: Mar 4 2006, 05:20 AM Oh Zephir you just won't take a hint and you just won't quit with the aether theory posts. I admit it is very interesting and you hav got nice graphics and nice animations. But we all have the LINK to your thread. And we can all go there if we CHOOSE. You are a very good EVANGELIST. It's a good thing you are not trying to proselytize to a religion. But here we wa want to READ ABOUT Burkhard Heim's Particle Structure Theory What part about Heim don't you understand. Personally I am not interested right now in Heim engineering, I'm still working on grasping the physics of it all. I don't think the Heim mass problem is solved although we are far far traveled along the path thanks to Spony than when we started. -------------------------------------------------------------------------------  JAL
Hal Porter
3rd April 2006 - 02:07 AM
Zephir: What is it you don't get.
People have tried to tell you, incredibly politely, to stick to the subject of this thread, Heim theory. Heim theory is not Aether Wave Theory.
You keep trying to entice the discussion over to the subject of your obsession, Aether Wave Theory.
I, for one, don't have the time to scroll through your crap.
Actually, Aether Wave Theory might NOT be crap, but your behavior is so rude that I presume it to be worthless. So if you want to entice us to examine your views, the most efficient way to achieve that result would not be to alienate a potential audience.
If you have anything to add to a discussion of Heim Theory, great. If not, bug off.
And your "It's a free country" type comments are certainly misdirected. This is a place to dialog on Heim Theory, not Aether Wave Theory. Your discussions of the latter verge on vandalism, since they inhibit the discussion. Were you physically present and consistently trying to twist the conversation around the way you do here, you would soon be physically excluded from the group, at best.
So grow up and stick to the subject.
Or if that's too much, then face they truth: You are a petty, self-aggrandizing vandal. Your ideas are probably worthless if not totally crackpot, and if they're not, your total lack of social empathy, much less social skills, render the rejection of any worthwhile ideas you may have almost inevitable.
So play by the rules of the game; it is your only hope to rescue the tatters of your reputation from group contempt.
Get it now?
I would think most of us are angry to have to confront such an issue when considering such an intellectually demanding--and for so many of the contributors--time-consuming problem. You are forcing yourself on us; this is ... not polite....
Hal Porter
dot
3rd April 2006 - 04:53 AM
bruhm has posted his response to the hauser-droscher rebuttal pdf here. again, these do not seem to be trivial errors, but serious mistakes. what's going on here?
leovinus
3rd April 2006 - 09:22 AM
QUOTE (jreed+Apr 2 2006, 01:48 PM) QUOTE (RAF+Apr 2 2006, 01:48 AM) Given that a number of implementations of the mass formula are now available, but none of them included the neutrino calculation, I was wondering whether someone (a) has the old neutrino code and (  can contribute the neutrino calculation so that it can be integrated with the available Fortran/Pascal/Java/Excel implementation, and have all implementations in one place I can duplicate mass values for five neutrinos using the quantum numbers from the Heim group's fortran listings with the Mathematica code. You need more than the four quantum numbers k, P, Q kappa. You also will need quantum numbers n, m, p and sigma. These are in the input files for the Fortran program. I have no idea where these additional quantum numbers come from or what they represent. Maybe somebody derived them, or just tried things until they looked reasonable. It's all very mysterious. jreed Interesting Could you post the necessary Mathematica code? Or is it already in the version on SourceForge? I would like to plug the neutrino computations into the gprog.c program that Olaf posted last week. It seems to give the most accurate mass predictions. The "challenge" is that that program is based mostly on the 1982 documents and books, while the neutrino calculation is explained in the context of the 1989 document. Anyway, I am interested to see how you did it. If you are interested in the C version, I am looking at GMass(), gprog.c, line 837, which is the (K +G + h + phi) part of the mass computation.
leovinus
3rd April 2006 - 10:55 AM
Talking about neutrino masses, and calculations to derive them with HT, I just found this recent paper from Feb. 16th 2006, http://arxiv.org/ftp/physics/papers/0602/0602118.pdfwhich tries to derive emperical relations from measured particle masses, and generalizes to calculate electron, tau, neutrino and quark masses. Quoting from p11, they get this table Measured Mass (MeV) Calculated Mass (MeV) e 0.510998918 m 105.6583692 105.6583693 t 1776.99 1776.81246 n1 1.39* 10^-9 1.39*10^-9 n2 8.7 * 10^-9 8.8*10^-9 n3 5.5 * 10^-9 5.5*10^-8 u 1.5 to 5 6.18 c 1000 to 1400 1511 t 172700 ±1700 ± 2400 172700 d 5 to 9 6.18 s 80 to 155 124.0 b 4260 ±150 ±150 4062 So, another (complementary) approach for explaining structure in particle masses and the standard model. The quoted paper does not derive masses from first principles, but the empirical found relationships might be relevant for HT and the neutrino mass discussion. Also, the neutrino masses above are quite different. And, HT does not provide the quark predictions. Looks like we can all benefit from some cross fertilization.
RAF
3rd April 2006 - 12:52 PM
QUOTE (leovinus+Apr 3 2006, 10:55 AM) Talking about neutrino masses, and calculations to derive them with HT, I just found this recent paper from Feb. 16th 2006, http://arxiv.org/ftp/physics/papers/0602/0602118.pdfwhich tries to derive emperical relations from measured particle masses, and generalizes to calculate electron, tau, neutrino and quark masses. Quoting from p11, they get this table Measured Mass (MeV) Calculated Mass (MeV) e 0.510998918 m 105.6583692 105.6583693 t 1776.99 1776.81246 n1 1.39* 10^-9 1.39*10^-9 n2 8.7 * 10^-9 8.8*10^-9 n3 5.5 * 10^-9 5.5*10^-8 .............. So, another (complementary) approach for explaining structure in particle masses and the standard model. The quoted paper does not derive masses from first principles, but the empirical found relationships might be relevant for HT and the neutrino mass discussion. ........ ......... Interesting. As you said, only one neutrino mass is near one of Heim's values. I think something on quarks was added to Heim's theory, but don't know if their masses were calculated. I like your version of the mass calculations (for one thing, I can compile it), I hope you can get the neutrino masses into it. Perhaps also more calculations that don't come out so good; maybe set with a switch. Maybe some simple errors in the calculations can be found which will fix those results.
RAF
3rd April 2006 - 01:09 PM
QUOTE (dot+Apr 3 2006, 04:53 AM) bruhm has posted his response to the hauser-droscher rebuttal pdf here. again, these do not seem to be trivial errors, but serious mistakes. what's going on here? I see Dr. Bruhm also tore apart some mathematics of Dr. Beardon and other people. Bruhm appears to be quite familiar with mathematical physics. I think Dr. Droescher, who worked with Heim, is getting on in years, while Hauser is more a fluid dynamics engineer. Maybe Heim's Metrons, etc. are BS. Regardless, the basic ideas appear to coalesce into something real: the mass predictions.
jreed
3rd April 2006 - 02:06 PM
The Mathematica code with five neutrino masses is located here: http://us.f13.yahoofs.com/bc/4410c772_9f6c...CS7SMEBdg7_dUEOjreed
jal
3rd April 2006 - 03:10 PM
Hi RAF This was told to us at the beginnig of this thread. | QUOTE | Maybe Heim's Metrons, etc. are BS. Regardless, the basic ideas appear to coalesce into something real: the mass predictions. You are quite right.... the math for particles has got to do something.... everthing else is secondary. I'm a nobody in the world of physic, just like so many of the readers. What group of people went to all that trouble, time, money, translation, layout of allllll of that material on a slick official looking web page? Why would anyone from the physic world give two cents to try to convince the illiterate masses of people that they are stupidity? This kind of dirty battling happens after "publishing" not before. Therefore, all of you guys doing the math....... do it right.... that's where there will be valid attacks..... (boo- boo- boo- don't take away the explanation/interpretations/visualization ...the metron.... I like it)
JAL Remember..... Big bang... didn't work... then years later, they squezzed in this thing called inflation..... to try to make it work
will314159
3rd April 2006 - 03:45 PM
RAF
BRUHN is afftacking a strawman which he sets up and demolishes. Of course empty non quantized spacetime is flat. That is the essence of General relativity. It is Matter that CURVES spacetime and THEN other matter movesin a geodesic according to curved spacetime.
But when spacetime is QUANTIZED weird things happen. Bruhn doesn't understand the quantization. Matter pops up both in Loop Quantum Gravity and Heim Theory. For Bruhn to be right then both Heim and the Loop Quantum theorists would have to be morons-- I don't think so.
Take Care!
Zephir
3rd April 2006 - 07:21 PM
Concerning the Heim's gravitomaganetic propulsion can be interesting this project: Schauberger's saucer using "diamagnetic energy". More detailed info, patent.  Has somebody some more relevant info about real functionality of this thingy?
metronhead
3rd April 2006 - 07:51 PM
I can't claim to understand any of the GR physics- but Loop Quantum Gravity also contains smallest units of space and time- the Planck length and the Planck time. LQG also claims to contain a proof that GR and QT can only be reconciled if in a quantized space-time. Heim Theory also essentially uses the Planck length (squared, times a constant) to obtain Heim's metron.
It seems unlikely to me that Planck would have discovered a smallest unit of space and time at roughly the same time as he discovered Planck's constant, without these units having some significance. If something travels the smallest unit of space (the Planck length) in the smallest unit of time (the Planck time), it is traveling at the speed of light- very suggestive! As objects with a rest mass approach the speed of light, it requires more and more energy to accelerate them- very suggestive! I think that the proof in LQG that space-time must be quantized to reconcile GR and QT is likely valid. GR and QT must be reconcilable, because reality itself is unified and whole. Therefore the quantized space-time idea is most likely correct.
So, whether he got the details right or not, Heim was sniffing around the truth about a quantized space-time 50 years ago, while Lee Smolin (one of the chief LQT guys) was still just a gleam in his momma's eye.
That his mass formula works pretty well and apparently comes out of his core theory is also very impressive.
I think it is unlikely that Heim was completely right, or that he was completely wrong. His stuff is more like a treasure trove of raw creativity, than a finished product. If any part of it is correct, the study of Heim theory is worth our time, IMO.
Zephir
3rd April 2006 - 09:12 PM
QUOTE (metronhead+Apr 3 2006, 10:51 PM) It seems unlikely to me that Planck would have discovered a smallest unit of space and time at roughly the same time as he discovered Planck's constant, without these units having some significance. Yes, of course. By the Aether Wave Theory the Planck size has a pretty robust physical meaning. For example, the average photon size is determined by the interference of the light wave with metrons. And the photon size has a direct consequence for example in difraction experiments.
rshoemake
3rd April 2006 - 09:14 PM
Does it follow then that matter should also be quantized at some plank mass? If space is quantized then shouldn't time also be?
Zephir
3rd April 2006 - 09:29 PM
QUOTE (rshoemake+Apr 4 2006, 12:14 AM) Does it follow then that matter should also be quantized at some plank mass? If space is quantized then shouldn't time also be? Yep, it's a direct consequence of the formalism, the space-time is formed by the waves of another space-time, recursively. The fundamental math model is pretty simple in my theory. After all, the water surface is quantized by the same way with respect of the surface wave spreading. The underwater vibrations of molecules (sound waves noise corresponding the Brownian motion) are the direct analogy of the metrons with respect of the surface wave. It can be imagined quite easily.
RAF
3rd April 2006 - 09:31 PM
QUOTE (jreed+Apr 3 2006, 02:06 PM) The Mathematica code with five neutrino masses is located here: http://us.f13.yahoofs.com/bc/4410c772_9f6c...CS7SMEBdg7_dUEOjreed Dead Link!
rshoemake
3rd April 2006 - 09:57 PM
Ignore my plack time/mass question. Wiki answered it for me ;-)
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