I wrote my last post here two months ago and so, yes, I feel I have done a good job of ‘switching off’. I have to: I’ve started a new and pretty consuming job as ICT project manager. 🙂
Before starting work, I did take a relaxing break: I went to Barcelona and read quite a few books and, no, no books on quantum physics. Historical and other things are more fun and give you less of a headache.
However, having said that, the peace and quiet did lead to some kind of ‘final thoughts’ on the ‘metaphysics of physics’, and I also did what I never did in regard to my intuition that dark matter/energy might be explained by some kind of ‘mirror force’: the electromagnetic force as it appears in a mirror image. Not much change in the math, but physical left- and right-hand rules for magnetic effects that just swap for each other.
I wanted to update my thoughts on this obvious but intriguing and – you may be surprised to hear this – basically unanswered question in phyics: can matter be created out of light? If so, where does the charge come from? Or the reverse: in matter-antimatter pair annihilation, where does the charge go?
So, I revisited and updated Lecture XIII and Lecture XI on that: two papers in what I, with a wink to the title of Richard Feynman’s rather famous Lectures on Physics (which inspired this blog many years ago – not anymore) , wrote as part of a series in which I try to make things that are not so obvious – because couched in guru-speak – somewhat more obvious: what are the actual experiments and what are the possible interpretations? I also opened a discussion thread on the question on ResearchGate. That was useful and not-so-useful at the same time. Let me elaborate:
1. It was useful because:
It forced me to ask a very precise question so as to get input from other researchers: no philosophy. Only tough and precise discussion.
I did get references to other experiments than the ones I had looked at.
2. It was not-so-useful because:
I found myself re-explaining very basic physics while ‘talking’ to people with very different backgrounds. One of those questions was a weird discussion on what a real photon actually is: something with no rest mass whatsoever. To my surprise, one of the researchers does support the thesis slow-moving or massive neutral particles might be photons (or whatever other field you might think of).
The format of these discussions is – in no way whatsoever – a substitute to good, detailed and precise email exchanges with colleagues whom you know and who are at your level of understanding. I guess such email exchanges are the only true equivalent of the long letters physicists used to write to each other about hundred years ago.
It made me realize why thinking and writing about physics and the metaphysics that come with it is a rather lonely and somewhat depressing intellectual pursuit. You think about very difficult issues for which there may or may not a solution. That is stressful enough already. It becomes even more stressful when you think you found an answer or a solution to a problem but that, apparently, you are not able to communicate it clearly or – much more likely – no one is interested in your views. 🙂 Another possibility is that – all of a sudden – you realize that you missed some obvious fact, or that an entirely different interpretation of what might be the case is also possible. So, then, you have to start from scratch again. That is very tiring. Mental.
I think I am fortunate because I am an amateur physicist only and – on top of that – I do not take myself very seriously any more. Not on these questions, at least. 🙂
The UK stopped its JET nuclear fusion programme. It is unclear whether some other programme will follow it. I find it significant that the UK did not decide to join the ITER project. I am a non-believer, so I interpret it as well-founded skepticism. Recreating the conditions that prevail in the Sun is probably not possible on Earth. Maybe it will be possible 100 years from now. 🙂
One of Europe’s leading cold fusion scientists – cold fusion hardly gets any attention nowadays – updated an overview article on experimental results in the field of cold fusion (yes, I know this is totally unrelated to hot fusion, but so here we are). I should read it, but time and energy are limited in a man’s life, and I think I should bring this hobby of mine to a close.
I launched a ‘discussion thread’ on light-matter conversion on RG. There is good stuff on that. I remain skeptical on ‘photonic’ or ‘charge-without-charge’ models, however. I am surprised Dr. Hestenes gives this a lot of credibility so, perhaps, I should change my mind on it. This ‘Quantum Bicycle Society‘ is quite interesting (and counts very respectable scientists in its ranks) and (also) seems to advocate for an all-encompassing ‘photonic’ or ‘charge-without-charge’ unified theory. Again, I remain skeptical. 🙂
Gary Zukov was in his late thirties when he wrote his Dancing Wu Li Masters. It further built on Fritjov Capra’s Tao of Physics. Both Zukov and Capra are still alive: 80+ years now. Both books still sell well, just like John Gribbin’s In Search of Schrödinger’s cat. I quote from Amazon’s sales headline for the latter:
“Quantum theory is so shocking that Einstein could not bring himself to accept it. It is so important that it provides the fundamental underpinning of all modern sciences. Without it, we’d have no nuclear power or nuclear weapons, no TV, no computers, no science of molecular biology, no understanding of DNA, no genetic engineering.”
Einstein could not bring himself to accept it, right? And TV or nuclear power or molecular biology would never have seen the light without Bohr and Heisenberg taking over from Einstein, Lorentz, or de Broglie, right? […] Plain nonsense. Einstein’s revolution is over. It is about time the likes of Zukov, Capra, Gribbin and their contemporaries – Hossenfelder, Lee Smolin, Sean Carroll, etcetera – accept it: Einstein was right along, and accusing Einstein of not having an open mind – he pioneered the true bedrock of physics: relativity theory, didn’t he? – sounds nuts to me.[1]
I am wondering if a book like the one I am thinking of – some kind of exchange between the wisdom that generations hand over – would ever make for a bestseller. Probably not. In any case, I want to write the first pages of such a book here.
Fields, charge, and energy concepts
Papa, I understand your particle theory now. It explains the diffraction pattern on the detector plate when you send electrons through a slit. I can also see why this two-slit interference pattern is just a superposition of two one-slit diffraction patterns. No mystery. Agreed. But photons?
What do you mean?
Your explanation of electron interference does away with interference. It explains this arriving of one electron – arriving as the lump it always one – when going through a slit or past the edge of a far more massive and complicated structure or system of charged oscillations. But in the one-photon Mach-Zehnder experiment – or when measuring radio signal strengths at a distance – we have photons – or half-photons (the linear components of circularly polarized photons – I am just quoting your own theory here) – coming together and vanishing (destructive interference) or – quite the opposite – combining into some new photon with twice the energy of the incoming full- or half-photons?
You are now fully grown up – a promising young adolescent with an MD degree – and so you should think for yourself now. The dominating Copenhagen interpretation of quantum mechanics tells us that Nature is just some kind of black box, and the best we can do is to think of some input-output relations to describe what goes in and what comes out. I have been fighting on many fronts, and I first wanted to get my matter-particle model right. I should now go back to these experiments demonstrating how light interference might or might not work. They all involve an apparatus which is referred to as an interferometer. There are various types around, but the Michelson-Morley interferometer still describes the basic components. We have a light source, some mirrors and one or more beam splitters – which are, basically, still simple half-silvered mirrors. The beam splitter splits the beam, and the mirrors are then adjusted so as to produce constructive or destructive interference.
The classical explanation is easy enough: the two beams arrive in phase or, alternatively, out of phase and we, therefore, have constructive or destructive interference when recombining them. However, when we want to analyze this in terms of one single photon, this classical picture becomes quite complicated. Physicists will tell you the photon cannot actually split itself, and they will start talking about amplitudes – based on which they will calculate probabilities of this or that happening – but they will never explain what is actually happening.
I always told you it should be possible to develop a classical picture of all of this, and that classical picture of what is happening in terms of photons would be pretty much like what is shown below. Photons arrive in lumps too, but a circularly polarized photon can be split into two linearly polarized half-photons – just like an electromagnetic wave that is circularly polarized. There is no mystery: the wave components – linear or circularly polarized photons – have the same properties as the wave. 😊
Papa, I do not get the recombination stuff when we are talking photons. Where is the energy going? These idealized experiments show that we always get a recombined beam with the same frequency – or one that vanishes – but, according to classical theory, we must have in-between realities. When the phase difference between the two incoming beams is small, its amplitude is going to be much larger. To be precise, it is going to be twice the amplitude of the incoming beams for Δ = 0. In contrast, if the two beams are out of phase, the amplitude is going to be much smaller, and it is going to be zero if the two waves are 180 degrees out of phase (Δ = π), as shown below. That does not make sense because twice the amplitude means four times the energy, and zero amplitude means zero energy. The energy conservation law is being violated: photons are being multiplied or, conversely, are being destroyed.
Darling, you must remember light-particles are fundamentally different from matter-particles. There is no kinetic energy: no physical charge in a weird dance. Field energy is like the field itself: we are talking a force without a charge to act upon. The superposition principle in physics applies to fields in a very different way than it applies to charged particles. Bose-Einstein versus Fermi-Dirac statistics. Photons – light-particles in general – ‘occupy’ space very differently than matter-particles: they can literally be on top of each other if they are all in phase or – conversely – out of phase. In the first case, they combine to produce twice the energy. Because photon frequencies and amplitudes do not change, it looks like the number of photons must double. Conversely, field energies combine to make photons with opposite phase vanish into nothing. It is a weird thing, perhaps – but it makes sense to me. All that I know is that we should not substitute this coherent world view for the guru-like models that have been perpetuated by Heisenberg and Bohr. [I explicitly exclude Born, because I think his interpretation of the wavefunction as a hardcore probability distribution function based on energy densities made sense.]
You should read Lamb’s Anti-Photon article once more. It has (almost) all of the answers. Fields exchange energy with matter-particles in quantized units only. It is all very marvelous but not mysterious.[2]
Are fields potential energy?
Not quite. The physical dimension of an electric or magnetic field, a potential, energy itself (kinetic or potential energy), are all different, and you need to keep track of those dimensions when analyzing interference or how the superposition principle comes into play. But I would be rewriting a lot of what I wrote already to convey the deeper understanding you need.
Fritjov Capra started off the right footing when he wrote out his motivation: “Science does not need mysticism and mysticism does not need science. But man needs both.” That is about all we have in common. Too bad he didn’t do more with it. But modern-day physicists do not do much more, either.
What do you mean?
Einstein never got a Nobel Prize for his relativity theory. This Stockholm Royal Academy of Sciences makes weird decisions. Just last year, they gave a Nobel Prize to a climate change denier. There is something rotten in academia, but it will take a while before academia (or the Stockholm Royal Academy of Sciences) recognizes that. In the meanwhile, Alfred Nobel must be turning around in his grave. I cannot imagine Einstein would worry about it. 😊
Brussels, 12 September 2023
[1] I warmly recommend reading Einstein’s articles directly. His 1905 article on special relativity theory toys and plays with ideas (such as the idea of an electron having some lateral mass in its motion – which I subscribe to: too bad Einstein did not explore Schrödinger’s Zitterbewegung hypothesis) like no one else can. Accusing Einstein of a lack of imagination – which is what is implied here – is utterly nonsensical.
[2] Pages 148-153 of my manuscript have the basic explanation of one-photon Mach-Zehnder interference. Go have a look. I should write it all out, but I was born lazy. 😊
Last year’s (2022) Nobel Prize in Physics went to Alain Aspect, John Clauser, and Anton Zeilinger for “for experiments with entangled photons, establishing the violation of Bell inequalities and pioneering quantum information science.”
I did not think much of that award last year. Proving that Bell’s No-Go Theorem cannot be right? Great. Finally! I think many scientists – including Bell himself – already knew this theorem was a typical GIGO argument: garbage in, garbage out. As the young Louis de Broglie famously wrote in the introduction of his thesis: hypotheses are worth only as much as the consequences that can be deduced from it, and the consequences of Bell’s Theorem did not make much sense. As I wrote in my post on it, Bell himself did not think much of his own theorem until, of course, he got nominated for a Nobel Prize: it is a bit hard to say you got nominated for a Nobel Prize for a theory you do not believe in yourself, isn’t it? In any case, Bell’s Theorem has now been experimentally disproved. That is – without any doubt – a rather good thing. 🙂 To save the face of the Nobel committee here (why award something that disproves something else that you would have given an award a few decades ago?): Bell would have gotten a Nobel Prize, but he died from brain hemorrhage before, and Nobel Prizes reward the living only.
As for entanglement, I repeat what I wrote many times already: the concept of entanglement – for which these scientists got a Nobel Prize last year – is just a fancy word for the simultaneous conservation of energy, linear and angular momentum (and – if we are talking matter-particles – charge). There is ‘no spooky action at a distance’, as Einstein would derogatorily describe it when the idea was first mentioned to him. So, I do not see why a Nobel Prize should be awarded for rephrasing a rather logical outcome of photon experiments in metamathematical terms.
Finally, the Nobel Prize committee writes that this has made a significant contribution to quantum information science. I wrote a paper on the quantum computing hype, in which I basically ask this question: qubits may or may not be better devices than MOSFETs to store data – they are not, and they will probably never be – but that is not the point. How does quantum information change the two-, three- or n-valued or other rule-based logic that is inherent to the processing of information? I wish the Nobel Prize committee could be somewhat more explicit on that because, when everything is said and done, one of the objectives of the Prize is to educate the general public about the advances of science, isn’t it?
However, all this ranting of mine is, of course, unimportant. We know that it took the distinguished Royal Swedish Science Academy more than 15 years to even recognize the genius of an Einstein, so it was already clear then that their selection criteria were not necessarily rational. [Einstein finally got a well-deserved Nobel Prize, not for relativity theory (strangely enough: if there is one thing on which all physicist are agreed, it is that relativity theory is the bedrock of all of physics, isn’t it?), but for a much less-noted paper on the photoelectric effect – in 1922: 17 years after his annus mirabilis papers had made a killing not only in academic circles but in the headlines of major newspapers as well, and 10 years after a lot of fellow scientists had nominated him for it (1910).]
Again, Mahatma Gandhi never got a Nobel Price for Peace (so Einstein should consider himself lucky to get some Nobel Prize, right?), while Ursula von der Leyen might be getting one for supporting the war with Russia, so I must remind myself of the fact that we do live in a funny world and, perhaps, we should not be trying to make sense of these rather weird historical things. 🙂
Let me turn to the main reason why I am writing this indignant post. It is this: I am utterly shocked by what Dr. John Clauser has done with his newly gained scientific prestige: he joined the CO2 coalition! For those who have never heard of it, it is a coalition of climate change deniers. A bunch of people who:
(1) vehemently deny the one and only consensus amongst all climate scientists, and that is the average temperature on Earth has risen with about two degrees Celsius since the Industrial Revolution, and
(2) say that, if climate change would be real (God forbid!), then we can reverse the trend by easy geo-engineering. We just need to use directed energy or whatever to create more white clouds. If that doesn’t work, then… Well… CO2 makes trees and plants grow, so it will all sort itself out by itself.
[…]
Yes. That is, basically, what Dr. Clauser and all the other scientific advisors of this lobby group – none of which have any credentials in the field they are criticizing (climate science) – are saying, and they say it loud and clearly. That is weird enough, already. What is even weirder, is that – to my surprise – a lot of people are actually buying such nonsense.
Frankly, I have not felt angry for a while, but this thing triggered an outburst of mine on YouTube, in which I state clearly what I think of Dr. Clauser and other eminent scientists who abuse their saint-like Nobel Prize status in society to deceive the general public. Watch my video rant, and think about it for yourself. Now, I am not interested in heated discussions on it: I know the basic facts. If you don’t, I listed them here. Look at the basic graphs and measurements before you would want to argue with me on this, please! To be clear on this: I will not entertain violent or emotional reactions to this post or my video. Moreover, I will delete them here on WordPress and also on my YouTube channel. Yes. For the first time in 10 years or so, I will exercise my right as a moderator of my channels, which is something I have never done before. 🙂
[…]
I will now calm down and write something about the mainstream interpretation of quantum physics again. 🙂 In fact, this morning I woke up with a joke in my head. You will probably think the joke is not very good, but then I am not a comedian and so it is what it is and you can judge for yourself. The idea is that you’d learn something from it. Perhaps. 🙂 So, here we go.
Imagine shooting practice somewhere. A soldier fires at some target with a fine gun, and then everyone looks at the spread of the hits around the bullseye. The quantum physicist says: “See: this is the Uncertainty Principle at work! What is the linear momentum of these bullets, and what is the distance to the target? Let us calculate the standard error.” The soldier looks astonished and says: “No. This gun is no good. One of the engineers should check it.” Then the drill sergeant says this: “The gun is fine. From this distance, all bullets should have hit the bullseye. You are a miserable shooter and you should really practice a lot more.” He then turns to the academic and says: “How did you get in here? I do not understand a word of what you just said and, if I do, it is of no use whatsoever. Please bugger off asap!”
This is a stupid joke, perhaps, but there is a fine philosophical point to it: uncertainty is not inherent to Nature, and it also serves no purpose whatsoever in the science of engineering or in science in general. All in Nature is deterministic. Statistically deterministic, but deterministic nevertheless. We do not know the initial conditions of the system, perhaps, and that translates into seemingly random behavior, but if there is a pattern in that behavior (a diffraction pattern, in the case of electron or photon diffraction), then the conclusion should be that there is no such thing as metaphysical ‘uncertainty’. In fact, if you abandon that principle, then there is no point in trying to discover the laws of the Universe, is there? Because if Nature is uncertain, then there are no laws, right? 🙂
To underscore this point, I will, once again, remind you of what Heisenberg originally wrote about uncertainty. He wrote in German and distinguished three very different ideas of uncertainty:
(1) The precision of our measurements may be limited: Heisenberg originally referred to this as an Ungenauigkeit.
(2) Our measurement might disturb the position and, as such, cause the information to get lost and, as a result, introduce an uncertainty in our knowledge, but not in reality. Heisenberg originally referred to such uncertainty as an Unbestimmtheit.
(3) One may also think the uncertainty is inherent to Nature: that is what Heisenberg referred to as Ungewissheit. There is nothing in Nature – and also nothing in Heisenberg’s writings, really – that warrants the elevation of this Ungewissheit to a dogma in modern physics. Why? Because it is the equivalent of a religious conviction, like God exists or He doesn’t (both are theses we cannot prove: Ryle labeled such hypotheses as ‘category mistakes’).
Indeed, when one reads the proceedings of the Solvay Conferences of the late 1920s, 1930s and immediately after WW II (see my summary of it in https://www.researchgate.net/publication/341177799_A_brief_history_of_quantum-mechanical_ideas), then it is pretty clear that none of the first-generation quantum physicists believed in such dogma and – if they did – that they also thought what I am writing here: that it should not be part of science but part of one’s personal religious beliefs.
So, once again, I repeat that this concept of entanglement – for which John Clauser got a Nobel Prize last year – is in the same category: it is just a fancy word for the simultaneous conservation of energy, linear and angular momentum, and charge. There is ‘no spooky action at a distance’, as Einstein would derogatorily describe it when the idea was first mentioned to him.
Let me end by noting the dishonor of Nobel Prize winner John Clauser once again. Climate change is real: we are right in the middle of it, and it is going to get a lot worse before it gets any better – if it is ever going to get better (which, in my opinion, is a rather big ‘if‘…). So, no matter how many Nobel Prize winners deny it, they cannot change the fact that average temperature on Earth has risen by about 2 degrees Celsius since 1850 already. The question is not: is climate change happening? No. The question now is: how do we adapt to it – and that is an urgent question – and, then, the question is: can we, perhaps, slow down the trend, and how? In short, if these scientists from physics or the medical field or whatever other field they excel in are true and honest scientists, then they would do a great favor to mankind not by advocating geo-engineering schemes to reverse a trend they actually deny is there, but by helping to devise and promote practical measures to allow communities that are affected by natural disaster to better recover from them.
So, I’ll conclude this rant by repeating what I think of all of this. Loud and clear: John Clauser and the other scientific advisors of the CO2 coalition are a disgrace to what goes under the name of ‘science’, and this umpteenth ‘incident’ in the history of science or logical thinking makes me think that it is about time that the Royal Swedish Academy of Sciences does some serious soul-searching when, amongst the many nominations, it selects its candidates for a prestigious award like this. Alfred Nobel – one of those geniuses who regretted his great contribution to science and technology was (also) (ab)used to increase the horrors of war – must have turned too many times in his grave now…
One of the nice things that happened to me on this rather weird exploration of the world of quantum physics – a journey which I now want to leave behind, because I found what I wanted to find: a common-sense interpretation of it all, and a concise model of elementary particles – was that, back in 2020, I was invited to join a low-key symposium on cold fusion (or ‘low energy nuclear reactions’, as the field is now referred to): RNBE-2020. That was followed by rather intense exchanges with a few scientists who work or worked on a theory centered around the concept of deep nuclear electron orbitals. All very interesting, because it confirmed what I think is the case in this field: there are some crooks around, but most research is done by very honest and integer scientists, albeit – admittedly – it’s all a bit on the fringes of mainstream theory.
I summed up my rather skeptical conclusions on these conversations in a 2021 blog post here: cold and hot fusion – just hot air? The ‘hot’ in the title of that post does not refer to real hot nuclear fusion (because that is not just ‘hot’ but extremely hot: we are not talking thousands but millions degrees Celsius here). No, we refer to the rather high temperatures of things like the hydrino scheme which – in my not-so-humble view – has seriously damaged the credibility of the field: these high temperatures are still – visibly – in the thermal range. Indeed, I looked at the videos, and I just see some kind of small copper alloy furnaces melting away. Now, copper alloys melt around 1000° C, and burning hydrogen yields temperatures around 2000° C. Hence, in the absence of any other evidence (such as spectroscopic measurements), I conclude these BLP experiments are just burning ordinary hydrogen. That is sad, because cold fusion and LENR already suffered from poor reputation.
But so I had long email exchanges on more interesting things, and that was nice. Going back to the possibility of deep electron orbitals being real, somehow, I initially entertained the rather vague idea that – who knows, right? – the mix of Zitterbewegung charges (positive and negative) – which, in my ‘mass-without-mass’ model of elementary particles, have zero rest mass – might, perhaps, combine in nuclear oscillations that have not been modeled so far. Indeed, when everything is said and done, I myself broke my teeth – so to speak – on trying to model the neutron itself – stable only inside of a nucleus – as a neutral ring current or nuclear ‘glue’ between protons. I did not succeed, but I still believe it should be possible. And if an analytical model could be found to model the motion of multiple pointlike zbw charges as a stable equilibrium that – as a whole – respects the Planck-Einstein relation, then we might, perhaps, also discover novel ways to unleash the binding energy between them, right?
So, these are some of the good things I want to – carefully and prudently – state about the field. I must now say why I am and remain skeptical. It is fair to say that everyone can easily see and verify how the energy of say, a photon in a laser beam, can dissipate away and, in the process, trigger very different reactions. Reactions that one would not associate with the energies of the incoming photons: all these reactions would qualify as some kind of anomalous heat, I would think. Think, for example, of using a high-powered laser to cut small tree branches, which is possible now. I have not studied the mechanics of this (too bad because I’ve been wanting to study the mechanics of lasers for many years now, but I never found the time to dig into Einstein’s or other theories on how it works – not approximately, but exactly), but I can easily see how the process of Compton scattering would explain why a substantial part of the energy of the photons would be absorbed by (1) outgoing photons with lower energy and (2) electrons with substantially higher kinetic energies. This kinetic energy would then redistribute all over the system (not only other electrons but even the massive nuclei at the center of each atomic and molecular system inside of these easy-to-burn materials, be they paper, carton, or wood). In short, we get heat: thermal energy. And quite a lot of it.
However, this process involves triggering lower-energy reactions: thermal or chemical reactions (fire actually is chemistry). [Also, you can easily see a lot of energy gets lost: using a 2000 W laser to cut branches that are only a few cm in diameter is not very energy-efficient, right? This is a point which I also talk about in my previous post on LENR: what is the energy balance? What is the total input energy and what is the nuclear fuel, respectively, and how do these two elements combine to make you think you’d get net energy out of the whole process?]
Regardless of the total energy equation (input – output), the first question is the more relevant one, because it goes to the core of the what and how of LENR. My blunt appraisal here is that of other skeptics: I cannot imagine how the energy in laser photons could – somehow – build up a sufficient reservoir of energy, to then reach a threshold and trigger an outright and proper nuclear or high-energy reaction.
If it is possible at all, it would have to be some kind of resonance process: a lower frequency feeding into a much higher-frequency phenomenon and gradually increasing its amplitude. How would it do that? That is simple. Harmonic oscillations have several natural frequencies, and the lower-energy oscillation can feed into one or more of these. See my post on music and math for an analytical explanation or – if you want something simpler – just think of a child on a swing, which – once in a while – you give an extra push in the back. You do not necessarily have to do that each and every time the swing comes back. No: you don’t need to push each and every time but, if you do push, you have to do at the right time. 🙂
Going back to LENR, we may think the frequency of a laser may feed into a nuclear oscillation, gradually increasing its amplitude, until the accumulated energy is sufficiently high and reaches some threshold triggering a proper nuclear or high-energy reaction. Frankly, I think this possiblycould explain low-energy nuclear reactions. So, yes, it might be possible.
At the same time, I think it is rather unlikely. Why? At the smallest of scales, the Planck-Einstein relation holds, and so we have discrete energy states. These discrete energy states of protons, electrons, nuclei, atoms or molecules as a whole do not have any in-between states in which you can dump excess or surplus energy from somewhere outside. A photon-electron interaction triggers a reaction, and that’s not gradually but (almost) instantly. So, energy is being emitted as soon as it absorbed. Disequilibrium states do not last very long: atomic systems go back to equilibrium very quickly, and any excess energy is quickly emitted by photons or absorbed as internal heat, which is a (very) low-energy oscillation of the massive bits in whatever material you are using in these experiments (most experiments are on palladium, and the discussions on the effects impurities might have in the experiments are – frankly – a bit worrying). In any case, the point is that these disequilibrium states do surely not last long enough to entertain the kind of resonance processes that, say, made the Tacoma Bridge collapse. To make a long story short, I am and remain skeptical.
However, to my surprise, I was invited to join in a Zoom e-call, and listen to the rather interesting discussion on the future of both the French and International Society for Condensed Nuclear Matter (SFCMNS and ISCMNS, respectively – I will not put the links because they are both revamping their website now) after they had wrapped up their 25th International Conference.
What I saw and heard, made me quite happy: these were all honest and critical scientists looking at real-life experiments that do yield surprising results. Result that contradict my rather skeptical theoretical arguments (above) against LENR being possible. I also noted the Anthropocène Instituteinvests in them. I also note Nobuo Tanaka, former Executive Director of the International Energy Agency (not to be confused with the International Atomic Energy Agency!), spoke at ICCF-24, plus a lot of other very serious people. Also, it is quite obvious that nuclear energy is no longer out. On the contrary, it is in again and – as part of new investments in nuclear research – I think the LENR field should also be reconsidered, despite its chequered past. I also note LENR research in Japan is getting a lot more funding than research in the EU or the US, so perhaps they are seeing something that we do not see (it would be interesting to check what happens in the patents or IPR area on this). 🙂
So, all these considerations add up to more than enough – to me, at least – to continue giving these researchers the benefit of the doubt. We live in a fascinating world and, as the Wikipedia article on cold fusion notes, the discovery of the Mössbauer and other strange nuclear effects was also rather unexpected – in the sense that it had not been foreseen or predicted by some theorist. I do, therefore, not agree with the same Wikipedia article dismissing LENR as ‘pathological‘ or ‘cargo cult‘ science.
If anything, I think mainstream research sometimes also suffers from what critics say of the LENR field: “people are tricked into false results … by subjective effects, wishful thinking or threshold interactions.” But that is only a personal and non-relevant remark, as I am quitting my hobbyist study of physics now. It has lasted long enough (over a decade, really) and – as mentioned a few times already – I think I sort of get it now. As Feynman famously said in the Epilogue to his Lectures: “After all, it isn’t as horrible as it looks.”
I might add: I think the end of physics is near. All that’s left, is engineering. And quite a lot of it. 🙂
My ‘last’ post talks about the end of physics as a science: nothing or nothing much is left to explain but – of course – a lot of engineering is left to be done! 😉
I wrote a post with this title already, but this time I mean it in a rather personal way: my last paper – with the same title – on ResearchGate sums up rather well whatever I achieved, and also whatever I did not explore any further because time and energy are lacking: I must pay more attention to my day job nowadays. 🙂
I am happy with the RG score all of my writing generated, the rare but heartfelt compliments I got from researchers with far more credentials than myself (such as, for example, Dr. Emmanouil Markoulakis of Nikolaos, which led me to put a paper on RG with a classical explanation of the Lamb shift), various friendly but not necessarily always agreeing commentators (one of them commenting here on this post: a good man!), and, yes, the interaction on my YouTube channel. But so… Well… That is it, then! 🙂
As a farewell, I will just quote from the mentioned paper – The End of Physics (only as a science, of course) – hereunder, and I hope that will help you to do what all great scientists would want you to do, and that is to think things through for yourself. 🙂
Brussels, 22 July 2023
Bohr, Heisenberg, and other famous quantum physicists – think of Richard Feynman, John Stewart Bell, Murray Gell-Mann, and quite a few other Nobel Prize winning theorists[1] – have led us astray. They swapped a rational world view – based on classical electromagnetic theory and statistical determinism – for a mystery world in which anything is possible, but nothing is real.
They invented ‘spooky action at a distance’ (as Einstein derogatorily referred to it), for example. So, what actually explains that long-distance interaction, then? It is quite simple. There is no interaction, and so there is nothing spooky or imaginary or unreal about it: if by measuring the spin state of one photon, we also know the spin state of its twin far away, then it is – quite simply – because physical quantities such as energy and momentum (linear or angular) will be conserved if no other interference is there after the two matter- or light-particles were separated.
Plain conservation laws explain many other things that are being described as ‘plain mysteries’ in quantum physics. The truth is this: there are no miracles or mysteries: everything has a physical cause and can be explained.[2] For example, there is also nothing mysterious about the interference pattern and the trajectory of an electron going through a slit, or one of two nearby slits. An electron is pointlike, but it is not infinitesimally small: it has an internal structure which explains its wave-like properties. Likewise, Mach-Zehnder one-photon interference can easily be explained when thinking of its polarization structure: a circularly polarized photon can be split in two linearly polarized electromagnetic waves, which are photons in their own right. Everything that you have been reading about mainstream quantum physics is, perhaps, not wrong, but it is highly misleading because it is all couched in guru language and mathematical gibberish.
Why is that mainstream physicists keep covering up? I am not sure: it is a strange mix of historical accident and, most probably, the human desire to be original or special, or the need to mobilize money for so-called fundamental research. I also suspect there is a rather deceitful intention to hide truths about what nuclear science should be all about, and that is to understand the enormous energies packed into elementary particles.[3]
The worst of all is that none of the explanations in mainstream quantum physics actually works: mainstream theory does not have a sound theory of signal propagation, for example (click the link to my paper on that or – better, perhaps – this link to our paper on signal propagation), and Schrödinger’s hydrogen model is a model of a hypothetical atom modelling orbitals of equally hypothetical zero-spin electron pairs. Zero-spin electrons do not exist, and real-life hydrogen only has one proton at its center, and one electron orbiting around it. Schrödinger’s equation is relativistically correct – even if all mainstream physicists think it is not – but the equation includes two mistakes that cancel each other out: it confuses the effective mass of an electron in motion with its total mass[4], and the 1/2 factor which is introduced by the m = 2meff substitution also takes care of the doubling of the potential that is needed to make the electron orbitals come out alright.
The worst thing of all is that mainstream quantum physicists never accurately modeled what they should have modeled: the hydrogen atom as a system of a real proton and a real electron (no hypothetical infinitesimally and structureless spin-zero particles). If they had done that, they would also be able to explain why hydrogen atoms come in molecular H2pairs, and they would have a better theory of why two protons need a neutron to hold together in a helium nucleus. Moreover, they would have been able to explain what a neutron actually is.[5]
[1] James Stewart Bell was nominated for a Nobel Prize, but died from a brain hemorrhage before he could accept the prize for his theorem.
[2] The world of physics – at the micro-scale – is already fascinating enough: why should we invent mysteries?
[3] We do not think these energies can be exploited any time soon. Even nuclear energy is just binding energy between protons and neutrons: a nuclear bomb does not release the energy that is packed into protons. These elementary particles survive the blast: they are the true ‘atoms’ of this world (in the Greek sense of ‘a-tom’, which means indivisible).
[4] Mass is a measure of the inertia to a change in the state of motion of an oscillating charge. We showed how this works by explaining Einstein’s mass-energy equivalence relation and clearly distinguishing the kinetic and potential energy of an electron. Feynman first models an electron in motion correctly, with an equally correct interpretation of the effective mass of an electron in motion, but then substitutes this effective mass by half the electron mass (meff = m/2) in an erroneous reasoning process based on the non-relativistic kinetic energy concept. The latter reasoning also leads to the widespread misconception that Schrödinger’s equation would not be relativistically correct (see the Annexes to my paper on the matter-wave). For the trick it has to do, Schrödinger’s wave equation is correct – and then I mean also relativistically correct. 🙂
[5] A neutron is unstable outside of its nucleus. We, therefore, think it acts as the glue between protons, and it must be a composite particle.
1. The Wikipedia article on quantum computing describes a quantum computer as “a computer that exploits quantum -mechanical phenomena.” The rest of the article then tries to explain what these quantum-mechanical phenomena actually are.
Unfortunately, the article limits itself to the mainstream interpretation of these and, therefore, suffers from what I perceive to be logical and philosophical errors. Indeed, in the realistic interpretation of quantum mechanics that I have been developing, system wavefunctions are only useful to model our own uncertainty about the system. I subscribe to Hendrik Antoon Lorentz’s judgment at the last Solvay Conference under his leadership: there is no need whatsoever to elevate indeterminism to a philosophical principle. Not in science in general, and not in quantum mechanics in particular. I, therefore, think quantum mechanics cannot offer a substantially new computing paradigm.
Of course, one may argue that, for specific problems, some kind of three- or more-valued logic – rather than the binary or Boolean true/false dichotomy on which most logic circuits are based – may come in handy. However, such logic has already been worked out, and can be accessed using appropriate programming languages. Python and the powerful mathematical tools that come with it (Pandas, NumPy and SciPy) work great with ternary logic using a {true, false, unknown} or a {-1, 0, +1} set of logical values rather than the standard {0, 1} Boolean set. The Wikipedia article on three-valued logic is worth a read and, despite the rather arcane nature of the topic, much better written than the mentioned article: have a look at how operators are used on these three-valued sets in meaningful algebras or logical models, such as that of Kleene, Priest or Lukasiewicz.
2. One may, of course, argue that, even when there is probably no such thing as a new logical quantum computing model or logic, quantum technology may offer distinct advantages when it comes to storage of data about this or that state or, one day, lead to devices with faster clock and/or bus speeds. That appears to be a pipedream too:
To keep, say, an electron in this or that spin state, one must create and steady an electromagnetic field – usually one does so in a superconducting environment, which makes actual mechanical devices used for quantum computing (qubits) look like the modern-day equivalent of Babbage’s analytical machine. In my not-so-humble view, such devices will never ever achieve the sheer material performance offered by current nanometer-scale MOSFETs.
As for bus or transmission speeds, quantum theory does not come with a new theory of charge propagation and, most importantly, is fundamentally flawed in its analysis of how signals actually propagate in, say, a lattice structure. I refer to one of my papers here (on electron propagation in a lattice), in which I deconstruct Feynman’s analysis of the concept of the free and effective mass of an electron. Hence, for long-distance transmission of signals, optical fiber cannot be beaten. For short-distance transmission of signals (say, within an electrical circuit, I refer to the above-mentioned nano-technology which continues to revolutionize the chip industry.
I have been thinking on my explanation of dark matter/energy, and I think it is sound. It solves the last asymmetry in my models, and explains all. So, after a hiatus of two years, I bothered to make a podcast on my YouTube channel once again. It talks about everything. Literally everything !
It makes me feel my quest for understanding of matter and energy – in terms of classical concepts and measurements (as depicted below) – has ended. Perhaps I will write more but that would only be to promote the material, which should promote itself if it is any good (which I think it is).
I should, by way of conclusion, say a few final words about Feynman’s 1963 Lectures now. When everything is said and done, it is my reading of them which had triggered this blog about ten years ago. I would now recommend Volume I and II (classical physics and electromagnetic theory) – if only because it gives you all the math you need to understand all of physics – but not Volume III (the lectures on quantum mechanics). They are outdated, and I do find Feynman guilty of promoting rather than explaining the hocus-pocus around all of the so-called mysteries in this special branch of physics.
Quantum mechanics is special, but I do conclude now that it can all be explained in terms of classical concepts and quantities. So, Gell-Mann’s criticism of Richard Feynman is, perhaps, correct: Mr. Feynman did, perhaps, make too many jokes – and it gets annoying because he must have known some of what he suggests does not make sense – even if I would not go as far as Gell-Mann, who says “Feynman was only concerned about himself, his ego, and his own image !”
So, I would recommend my own alternative series of ‘lectures’. Not only are they easier to read, but they also embody a different spirit of writing. Science is not about you, it is about thinking for oneself and deciding on what is truthful and useful, and what is not. So, to conclude, I will end by quoting Ludwig Boltzmann once more:
“Bring forward what is true.
Write it so that it is clear.
Defend it to your last breath.”
Ludwig Boltzmann (1844 – 1906)
Post scriptum: As for the ‘hocus-pocus’ in Feynman’s Lectures, we should, perhaps, point once again to some of our early papers on the flaws in his arguments. We effectively put our finger on the arbitrary wavefunction convention, or the (false) boson-fermion dichotomy, or the ‘time machine’ argument that is inherent to his explanation of the Hamiltonian, and so on. We published these things on Academia.edu before (also) putting our (later) papers ResearchGate, so please check there for the full series. 🙂
Post scriptum (23 April 2023): Also check out this video, which was triggered by someone who thought my models amount to something like a modern aether theory, which it is definitely not the case: https://www.youtube.com/watch?v=X38u2-nXoto. 🙂 I really think it is my last reflection on these topics. I need to focus on my day job, sports, family, etcetera again ! 🙂
From my last post, which talks about movies and space travel, it is obvious I am in a rather meditative mood. Besides movies, I have also been watching Richard Feynman’s 1979 Auckland lectures (video link here) which were ultimately transcribed into what might well be Feynman’s most popular book: The Strange Theory of Light and Matter. I wrote quite a few posts on that (the link on the title will get you to one, or you can also use the search facility on this blog: just type ‘strange theory of light and matter’ and off you go).
In those posts, I do not argue with the story Feynman tells us about how QED ‘works’: I only try to show it is all far less mysterious than both he as well as the author of that little booklet make it out to be. Amplitudes and the coupling constant (which is nothing but the fine-structure constant) are not mysterious: we get them from Nature’s constants (the electron charge and its energy, basically), and then we just need to combine it with an idea of what photons actually are: lightparticles that carry the electromagnetic force. So QED is just electrodynamics but, yes, you need quantum theory because – at the smallest of scales – electromagnetic waves resolve into photons. Real photons. Not virtual ones.
The interesting thing about these lectures – which he gave in last decade of his life (he died in 1988, at a relatively young age) – is that Feynman also explains the basics of QCD: quantum chromodynamics. He explains quark flavors and colors in a rather lighthearted way. I wonder whether he truly believed the QCD theory was any good. We wrote a rather hard-hitting critique of it in our first paper on ResearchGate, in which I refer to the theory as ‘smoking gun physics’, my term for what Feynman referred to as ‘cargo cult science’: something “which has the semblance of science, but is only pseudoscience due to a lack of “a kind of scientific integrity, a principle of scientific thought that corresponds to a kind of utter honesty” on the part of the scientist.” My critique focused on what empirical evidence we actually have for the theory, and did not mention two more fundamental theoretical objections:
(1) the fact that Feynman’s ‘one-color’ parton model offer an equal number of ‘variables’ to explain what might be going on in the field of QCD (so the theory does not respect Occam’s Razor principle: alternative models are possible and the model must, therefore, have too many ‘degrees of freedom’); and
(2) those weird quark mass numbers: why would we ‘invent’ particles that have larger masses than the particles we are trying to explain?
I debunked quite a few ‘mysteries’ in Feynman’s presentations (e.g., his explanation of the boson-fermion dichotomy, or his explanation of 720-degree symmetries in quantum physics), so I think of him as a bit of a ‘mystery wallah‘ as well. Maybe I should bring it all together, one day. But I am not sure if I have the energy and time, and if people are actually still interested in it. We all seem to have more pressing worries now: that war in Ukraine is not good. We are all being misled on it.
That is probably why it makes me think scientists can be misled on a large scale too, which is why my qualification of the Standard Model of physics as ‘cargo cult science’ may now, perhaps, sound somewhat less offensive to those reading me here. 🙂
It has been ages since I last wrote something here. Regular work took over. I did do an effort, though, to synchronize and reorganize some stuff. And I am no longer shy about it. My stats on ResearchGate and academia.edu show that I am no longer a ‘crackpot theorist’. This is what I wrote about it on my LinkedIn account:
QUOTE
With good work-life balance now, I picked up one of my hobbies again: research into quantum theories. As for now, I only did a much-needed synchronization of papers on academia.edu and ResearchGate. When logging on the former network (which I had not done for quite a while), I found many friendly messages on it. One of them was from a researcher on enzymes: “I have been studying about these particles for around four years. All of the basics. But wat are they exactly? This though inspired me… Thank u so much!” I smiled and relaxed when I read that, telling myself that all those sleepless nights I spent on this were not the waste of time and energy that most of my friends thought it would be. 🙂
Another one was even more inspiring. It was written by another ‘independent’ researcher. Nelda Evans. No further detail in her profile. From the stats, I could see that she had downloaded an older manuscript of mine (https://lnkd.in/ecRKJwxQ). This is what she wrote about it to me: “I spoke to Richard Feynman in person at the Hughes Research Lab in Malibu California in 1967 where the first pulsed laser was invented when some of the students from the UCLA Physics Dept. went to hear him. Afterward I went to talk to him and said “Dr. Feynman, I’ve learned that some unknown scientists were dissatisfied with probability as a final description of Quantum Mechanics, namely Planck, Einstein, Schrodinger, de Broglie, Bohm,…” When I finished my list he immediately said “And Feynman”. We talked about it a little, and he told me “I like what you pick on.” My guess is that he might have told you something similar.”
That message touched me deeply, because I do feel – from reading his rather famous Lectures on Physics somewhat ‘between the lines’ – that Richard Feynman effectively knew all but that he, somehow, was not allowed to clearly say what it was all about. I wrote a few things about that rather strange historical bias in the interpretation of ‘uncertainty’ and other ‘metaphysical’ concepts that infiltrated the science of quantum mechanics in my last paper: https://lnkd.in/ewZBcfke.
So… Well… I am not a crackpot scientist anymore ! 🙂 The bottom-line is to always follow your instinct when trying to think clearly about some problem or some issue. We should do what Ludwig Boltzmann (1844-1906) told us to do: “Bring forward what is true. Write it so that it is clear. Defend it to your last breath.”
[…] Next ‘thing to do’, is to chat with ChatGPT about my rather straightforward theories. I want to see how ‘intelligent’ it is. I wonder where it will hit its limit in terms of ‘abstract thinking.’ The models I worked on combine advanced geometrical thinking (building ‘realistic’ particle models requires imagining ‘rotations within rotations’, among other things) and formal math (e.g. quaternion algebra). ChatGPT is excellent in both, I was told, but can it combine the two intelligently? 🙂
UNQUOTE
On we go. When the going gets tough, the tough get going. 🙂 For those who want an easy ‘introduction’ to the work (at a K-12 level of understanding of mathematics), I wrote the first pages of what could become a very new K-12 level textbook on physics. Let us see. I do want to see some interest from a publisher first. 🙂
I had not touched physics since April last year, as I was struggling with cancer, and finally went in for surgery. It solved the problem but physical and psychological recovery was slow, and so I was in no mood to work on mathematical and physical questions. Now I am going through my ResearchGate papers again. I start with those that get a fair amount of downloads and – I am very pleased to see that happen – those are the papers that deal with very fundamental questions, and lay out the core of an intuition that is more widely shared now: physicists are lost in contradictions and will not get out of this fuzzy situation until they solve them.
[Skeptical note here: I note that those physicists who bark loudest about the need for a scientific revolution are, unfortunately, often those who obscure things even more. For example, I quickly went through Hossenfelder’s Lost in Math (and I also emailed her to highlight all that zbw theory can bring) but she did not even bother to reply and, more in general, shows no signs of being willing to go back to the roots, which are the solutions that were presented during the early Solvay conferences but, because of some weird tweak of the history of science, and despite the warnings of intellectual giants such as H.A. Lorentz, Ehrenfest, or Einstein (and also Dirac or Bell in the latter half of their lifes), were discarded. I have come to the conclusion that modern-day scientists cannot be fashionable when admitting all mysteries have actually been solved long time ago.]
The key observation or contradiction is this: the formalism of modern quantum mechanics deals with all particles – stable or unstable – as point objects: they are supposed to have no internal structure. At the same time, a whole new range of what used to be thought of as intermediate mental constructs or temporary classifications – think of quarks here, or of the boson-fermion dichotomy – acquired ontological status. We lamented that in one of very first papers (titled: the difference between a theory, a calculation and an explanation), which has few formulas and is, therefore, a much easier read than the others.
Some of my posts on this blog here were far more scathing and, therefore, not suitable to write out in papers. See, for example, my Smoking Gun Physics post, in which I talk much more loudly (but also more unscientifically) about the ontologicalization of quarks and all these theoretical force-carrying particles that physicists have invented over the past 50 years or so.
My point of view is clear and unambiguous: photons and neutrinos (both of which can be observed and measured) will do. The rest (the analysis of decay and the chain of reactions after high-energy collisions, mainly) can be analyzed using scattering matrices and other classical techniques (on that, I did write a paper highlighting the proposals of more enlightened people than me, like Bombardelli, 2016, even if I think researchers like Bombardelli should push back to basics even more than they do). By the way, I should probably go much further in my photon and neutrino models, but time prevented me from doing so. In any case, I did update and put an older paper of mine online, with some added thoughts on recent experiments that seem to confirm neutrinos have some rest mass. That is only what is to be expected, I would think. Have a look at it.
[…]
This is a rather lengthy introduction to the topic I want to write about for my public here, which is people like you and me: (amateur) physicists who want to make sense of all that is out there. So I will make a small summary of an equation I was never interested in: Dirac’s wave equation. Why my lack of interest before, and my renewed interest now?
The reason is this: Feynman clearly never believed Dirac’s equation added anything to Schrödinger’s, because he does not even mention it in his rather Lectures which, I believe, are, today still, truly seminal even if they do not go into all of the stuff mainstream quantum physicists today believe to be true (which is, I repeat, all of the metaphysics around quarks and gluons and force-carrying bosons and all that). So I did not bother to dig into it.
However, when revising my paper on de Broglie’s matter-wave, I realized that I should have analyzed Dirac’s equation too, because I do analyze Schrödinger’s wave equation there (which makes sense), and also comment on the Klein-Gordon wave equation (which, just like Dirac’s, does not make much of an impression on me). Hence, I would say my renewed interest is only there because I wanted to tidy up a little corner in this kitchen of mine. 🙂
I will stop rambling now, and get on with it.
Dirac’s wave equation: concepts and issues
We should start by reminding ourselves what a wave equation actually is: it models how waves – sound waves, or electromagnetic waves, or – in this particular case – a ‘wavicle’ or wave-particle – propagate in space and in time. As such, it is often said they model the properties of the medium (think of properties such as elasticity, density, permittivity or permeability here) but, because we do no longer think of spacetime as an aether, quantum-mechanical wave equations are far more abstract.
I should insert a personal note here. I do have a personal opinion on the presumed reality of spacetime. It is not very solid, perhaps, because I oscillate between (1) Kant’s intuition, thinking that space and time are mental constructs only, which our mind uses to structure its impressions (we are talking science here, so I should say: our measurements) versus (2) the idea that the 2D or 3D oscillations of pointlike charges within, say, an electron, a proton or a muon-electron must involve some kind of elasticity of the ‘medium’ that we commonly refer to as spacetime (I’d say that is more in line with Wittgenstein’s philosophy of reality). I should look it up but I think I do talk about the elasticity of spacetime at one or two occasions in my papers that talk about internal forces in particles, or papers in which I dig deep into the potentials that may or may not drive these oscillations. I am not sure how far I go there. Probably too far. But if properties such as vacuum permittivity or permeability are generally accepted, then why not think of elasticity? However, I did try to remain very cautious when it comes to postulating properties of the so-called spacetime vacuum, as evidenced from what I write in one of the referenced papers above:
“Besides proving that the argument of the wavefunction is relativistically invariant, this [analysis of the argument of the wavefunction] also demonstrates the relativistic invariance of the Planck-Einstein relation when modelling elementary particles.[1] This is why we feel that the argument of the wavefunction (and the wavefunction itself) is more real – in a physical sense – than the various wave equations (Schrödinger, Dirac, or Klein-Gordon) for which it is some solution. In any case, a wave equation usually models the properties of the medium in which a wave propagates. We do not think the medium in which the matter-wave propagates is any different from the medium in which electromagnetic waves propagate. That medium is generally referred to as the vacuum and, whether or not you think of it as true nothingness or some medium, we think Maxwell’s equations – which establishes the speed of light as an absolute constant – model the properties of it sufficiently well! We, therefore, think superluminal phase velocities are not possible, which is why we think de Broglie’s conceptualization of a matter particle as a wavepacket – rather than one single wave – is erroneous.[2]“
The basic idea is this: if the vacuum is true nothingness, then it cannot have any properties, right? 🙂 That is why I call the spacetime vacuum, as it is being modelled in modern physics, a so-called vacuum. 🙂
[…] I guess I am rambling again, and so I should get back to the matter at hand, and quite literally so, because we are effectively talking about real-life matter here. To be precise, we are talking about Dirac’s view of an electron moving in free space. Let me add the following clarification, just to make sure we understand exactly what we are talking about: free space is space without any potential in it: no electromagnetic, gravitational or other fields you might think of.
In reality, such free space does not exist: it is just one of those idealizations which we need to model reality. All of real-life space – the Universe we live in, in other words – has potential energy in it: electromagnetic and/or gravitational potential energy (no other potential energy has been convincingly demonstrated so far, so I will not add to the confusion by suggesting there might be more). Hence, there is no such thing as free space.
What am I saying here? I am just saying that it is not bad that we remind ourselves of the fact that Dirac’s construction is theoretical from the outset. To me, it feels like trying to present electromagnetism by making full abstraction of the magnetic side of the electromagnetic force. That is all that I am saying here. Nothing more, nothing less. No offense to the greatness of a mind like Dirac’s.
[…] I may have lost you as a reader just now, so let me try to get you back: Dirac’s wave equation. Right. Dirac develops it in two rather dense sections of his Principles of Quantum Mechanics, which I will not try to summarize here. I want to make it easy for the reader, so I will limit myself to an analysis of the very first principle(s) which Dirac develops in his Nobel Prize Lecture. It is this (relativistically correct) energy equation:
E2 = m02c4 + p2c2
This equation may look unfamiliar to you but, frankly, if you are familiar with the basics of relativity theory, it should not come across as weird or unfathomable. It is one of the many basic ways of expressing relativity theory, as evidenced from the fact that Richard Feynman introduces this equation as part of his very first volume of his Lectures on Physics, and in one of the more basic chapters of it: just click on the link and work yourself through it: you will see it is just another rendering of Einstein’s mass-equivalence relation (E = mc2).
The point is this: it is very easy now to understand Dirac’s basic energy equation: the one he uses to then go from variables to quantum-mechanical operators and all of the other mathematically correct hocus-pocus that result in his wave equation. Just substitute E = mc2 for W, and then divide all by c2:
So here you are. All the rest is the usual hocus-pocus: we substitute classical variables by operators, and then we let them operate on a wavefunction (wave equations may or may not describe the medium, but wavefunctions surely do describe real-life particles), and then we have a complicated differential equation to solve and – as we made abundantly clear in this and other papers (one that you may want to read is my brief history of quantum-mechanical ideas, because I had a lot of fun writing that one, and it is not technical at all) – when you do that, you will find non-sensical solutions, except for the one that Schrödinger pointed out: the Zitterbewegung electron, which we believe corresponds to the real-life electron.
I will wrap this up (although you will say I have not done my job yet) by quoting quotes and comments from my de Broglie paper:
Prof. H. Pleijel, then Chairman of the Nobel Committee for Physics of the Royal Swedish Academy of Sciences, dutifully notes this rather inconvenient property in the ceremonial speech for the 1933 Nobel Prize, which was awarded to Heisenberg for nothing less than “the creation of quantum mechanics”[1]:
“Matter is formed or represented by a great number of this kind of waves which have somewhat different velocities of propagation and such phase that they combine at the point in question. Such a system of waves forms a crest which propagates itself with quite a different velocity from that of its component waves, this velocity being the so-called group velocity. Such a wave crest represents a material point which is thus either formed by it or connected with it, and is called a wave packet. […] As a result of this theory, one is forced to the conclusion to conceive of matter as not being durable, or that it can have definite extension in space. The waves, which form the matter, travel, in fact, with different velocity and must, therefore, sooner or later separate. Matter changes form and extent in space. The picture which has been created, of matter being composed of unchangeable particles, must be modified.”
This should sound very familiar to you. However, it is, obviously, not true: real-life particles – electrons or atoms traveling in space – do not dissipate. Matter may change form and extent in space a little bit – such as, for example, when we are forcing them through one or two slits[2] – but not fundamentally so![3]
We repeat again, in very plain language this time: Dirac’s wave equation is essentially useless, except for the fact that it actually models the electron itself. That is why only one of its solutions make sense, and that is the very trivial solution which Schrödinger pointed out: the Zitterbewegung electron, which we believe corresponds to the real-life electron. 🙂 It just goes through space and time like any ordinary particle would do, but its trajectory is not given by Dirac’s wave equation. In contrast, Schrödinger’s wave equation (with or without a potential being present: in free or non-free space, in other words) does the trick and – against mainstream theory – I dare say, after analysis of its origins, that it is relativistically correct. Its only drawback is that it does not incorporate the most essential property of an elementary particle: its spin. That is why it models electron pairs rather than individual electrons.
We can easily generalize to protons or other elementary or non-elementary particles. For a deeper discussion of Dirac’s wave equation (which is what you probably expected), I must refer, once again, to Annex II of my paper on the interpretation of de Broglie’s matter-wave: it is all there, really, and – glancing at it all once again – the math is actually quite basic. In any case, paraphrasing Euclid in his reply to King Ptolemy’s question, I would say that there is no royal road to quantum mechanics. One must go through its formalism and, far more important, its history of thought. 🙂
To conclude, I would like to return to one of the remarks I made in the introduction. What about the properties of the vacuum? I will remain cautious and, hence, not answer that question. I prefer to let you think about this rather primitive classification of what is relative and not, and how the equations in physics mix both of it. 🙂
[1] To be precise, Heisenberg got a postponed prize from 1932. Erwin Schrödinger and Paul A.M. Dirac jointly got the 1933 prize. Prof. Pleijel acknowledges all three in more or less equal terms in the introduction of his speech: “This year’s Nobel Prizes for Physics are dedicated to the new atomic physics. The prizes, which the Academy of Sciences has at its disposal, have namely been awarded to those men, Heisenberg, Schrödinger, and Dirac, who have created and developed the basic ideas of modern atomic physics.”
[2] The wave-particle duality of the ring current model should easily explain single-electron diffraction and interference (the electromagnetic oscillation which keeps the charge swirling would necessarily interfere with itself when being forced through one or two slits), but we have not had the time to engage in detailed research here.
[3] We will slightly nuance this statement later but we will not fundamentally alter it. We think of matter-particles as an electric charge in motion. Hence, as it acts on a charge, the nature of the centripetal force that keeps the particle together must be electromagnetic. Matter-particles, therefore, combine wave-particle duality. Of course, it makes a difference when this electromagnetic oscillation, and the electric charge, move through a slit or in free space. We will come back to this later. The point to note is: matter-particles do not dissipate. Feynman actually notes that at the very beginning of his Lectures on quantum mechanics, when describing the double-slit experiment for electrons: “Electrons always arrive in identical lumps.”
[1] The relativistic invariance of the Planck-Einstein relation emerges from other problems, of course. However, we see the added value of the model here in providing a geometric interpretation: the Planck-Einstein relation effectively models the integrity of a particle here.
When I wrote my first PS in November last year, I thought it would be my last blog post here – but the stats keep going up. Good enough here on WordPress, and even better on ResearchGate: a 170+ score now and still rising fast: top 1% climber still – despite that I have published nothing since a year now – which got me into the top 25% bracket of RG researchers in less than two years – and, while it is far from going viral, further rise looks a bit inevitable now.
It clearly shows that I am not mad and that you are reading serious physics here – but without the usual hocus-pocus and ‘mystery’ that leaves so many young and-not-so-young people disgusted. I repeat: there is no serious puzzle in physics any more. All that is being done now, is to further work out the consequences of the fundamental laws of physics that were written down about a hundred years ago (de Broglie wrote his thesis in 1924, so this centenary is almost there). For those who are seeking to simplify further by resorting to some kind of ‘meta-symbolism’ or an even more ‘holistic’ perspective (whatever that might mean), I think the exchange below (from my ResearchGate account) might be useful. For the rest, I have nothing to add anymore. It is all there ! 🙂
M (7 days ago): Dear JL – I was amazed to find your piece on the jitter-bugging phenomena [sic] (not hypothesis). I think you may find my more holistic perspective useful in fine-tuning your work. I hope you agree, and I would love to collaborate. After all, as far as I know, your work is the first substantive effort in nearly 60 years+ (in this very fertile direction). Cheers, etc. ~ M
M (7 days ago): Dear JL – Bravo!!! I just saw the abstract of your paper on conserving the enthusiasm of young people afflicted by modern SM-QM nonsense, dogma, etc. I am now even more motivated to have your help reviewing, editing, and developing my next-gen ontology of the cosmos. Cheers ~ M
My rapid-fire answers (yesterday and today):
Txs man ! This developed partly because (1) I had too much time on my hands (a difficult past five years as I came back from abroad and my mom and bro died from cancer – I had to go through cancer surgery myself) and (2) helping my son getting through his exams on quantum physics as part of his engineering studies (he is just as much as a rebel as me and (also) wanted more ‘common-sense’ explanations. The ‘orbital’ or ‘circular’ motion concept for interpreting de Broglie’s wavefunction (orbital frequencies instead of linear ones) is the key to everything. 🙂 No magic. 🙂 Charge and motion are the only concepts that are real. 🙂 There is no copyright to what I produced (a lot is just about building further on strands the ‘Old Great’ (including Schroedinger himself) had in mind) so feel free to use it and further develop. My blog post on Paul Ehrenfest’ s suicide is probably still the most ‘accessible’ introduction to it all. It is also tragic – as tragic (or more, probably) as Dirac’s depression when he sort of ‘turned his back’ on the young wolves he used to support – but still… https://readingfeynman.org/2020/05/27/ehrenfest-and-other-tragedies-in-physics/
[…]
I also did some YouTube videos to ‘market’ it all – but there is only so much one can do. It is a weird situation. APS, WSP and even Springer Verlag wanted to do something with me but they all backed off in the end. Fortunately I do not suffer from much ego (one advantage of my experience in war-torn countries such as Afghanistan and in Ukraine (March)) – so I take everything lightly. My “Post Scriptum” to my papers – https://www.researchgate.net/publication/356556508_Post_Scriptum – is a read of 15 minutes only and guides all of the material. Have fun with it ! Life is short. I know – having come clean out of cancer (unlike my mom and my bro), so every day is a perfect day now. As for day job: https://www.linkedin.com/in/jean-louis-van-belle-85b74b7a/
[…]
As for the formalism that you are introducing, I would recommend close(r) study of: (1) https://en.wikipedia.org/wiki/Geometrodynamics : my physics is a ‘mass without mass’ approach – but I do not believe charge can be further reduced (we need the concept to distinguish between matter and anti-matter, for example – geometry does not suffice to explain all degrees of freedom there); (2) The failure of Wittgenstein’s formalism – as he admitted himself in what is commonly referred to as the ‘Wittgenstein II’ (nothing more than some of his comments in letters on his little booklet). I studied Wittgenstein as part of my philosophy studies and I am not too impressed. I feel we need a bit of ‘common’ language to add nuance and meaning to the mathematical symbols. Without the ambiguity in them, they do not mean all that much to me. Also see: https://en.wikipedia.org/wiki/Ordinary_language_philosophy
[…]
To add – I also believe step (3) of the geometrodynamics is not possible. We can do without the mass concept (and still it is useful to use in the higher-level physics), but not without charge or fields. Charge and field are not further reducible. The last slide of my ‘philosophy and physics’ presentation on YouTube shows the fundamental ‘categories’ I believe in (categories in an Aristotelian sense). These concepts can be both ‘relative’ or ‘absolute’ (not-relative, in the sense of (special/general) relativity theory). https://www.youtube.com/watch?v=sJxAh_uCNjs&t=16s
One more thing, despite my criticism on ‘Wittgenstein-like’ formalism, his first statement in his Tractatus should obviously be the point of departure of any ‘metaphysics’ or epistemology: 1.1 Die Welt ist die Gesamtheit der Tatsachen, nicht der Dinge. Perhaps it is the only thing we can seriously say about ‘the world’ or ‘reality’. It serves as a ‘good enough’ definition to me, in any case. 🙂
After a long break (more than six months), I have started to engage again in a few conversations. I also looked at the 29 papers on my ResearchGate page, and I realize some of them would need to be re-written or re-packaged so as to ensure a good flow. Also, some of the approaches were more productive than others (some did not lead anywhere at all, actually), and I would need to point those out. I have been thinking about how to approach this, and I think I am going to produce an annotated version of these papers, with comments and corrections as mark-ups. Re-writing or re-structuring all of them would require to much work.
The mark-up of those papers is probably going to be based on some ‘quick-fire’ remarks (a succession of thoughts triggered by one and the same question) which come out of the conversation below, so I thank these thinkers for having kept me in the loop of a discussion I had followed but not reacted to. It is an interesting one – on the question of ‘deep electron orbitals’ (read: the orbitals of negative charge inside of a nucleus exist and, if so, how one can model them. If one could solve that question, one would have a theoretical basis for what is referred to as low-energy nuclear reactions. That was known formerly as cold fusion, but that got a bit of a bad name because of a number of crooks spoiling the field, unfortunately.
PS: I leave the family names of my correspondents in the exchange below out so they cannot be bothered. One of them, Jerry, is a former American researcher at SLAC. Andrew – the key researcher on DEPs – is a Canadian astrophysicist, and the third one – Jean-Luc – is a rather prominent French scientist in LENR.]
From: Jean Louis Van Belle Sent: 18 November 2021 22:51 Subject: Staying engaged (5)
Oh – and needless to say, Dirac’s basic equation can, of course, be expanded using the binomial expansion – just like the relativistic energy-momentum relation, and then one can ‘cut off’ the third-, fourth-, etc-order terms and keep the first and second-order terms only. Perhaps it is equations like that kept you puzzled (I should check your original emails). In any case, this way of going about energy equations for elementary particles is a bit the same as those used in perturbation equations in which – as Dirac complained – one randomly selects terms that seem to make sense and discard others because they do not seem to make sense. Of course, Dirac criticized perturbation theory much more severely than this – and rightly so. 😊 😊 JL
From: Jean Louis Van Belle Sent: 18 November 2021 22:10 Subject: Staying engaged (4)
Also – I remember you had some questions on an energy equation – not sure which one – but so I found Dirac’s basic equation (based on which he derives the ‘Dirac’ wave equation) is essentially useless because it incorporates linear momentum only. As such, it repeats de Broglie’s mistake, and that is to interpret the ‘de Broglie’ wavelength as something linear. It is not: frequencies, wavelengths are orbital frequencies and orbital circumferences. So anything you would want to do with energy equations that are based on that, lead nowhere – in my not-so-humble opinion, of course. To illustrate the point, compare the relativistic energy-momentum relation and Dirac’s basic equation in his Nobel Prize lecture (I hope the subscripts/superscripts get through your email system so they display correctly):
Divide the above by c2 and re-arrange and you get Dirac’s equation: W2/c2 – pr2 – m2/c2 = 0 (see his 1933 Nobel Prize Lecture)
So that cannot lead anywhere. It’s why I totally discard Dirac’s wave equation (it has never yielded any practical explanation of a real-life phenomenon anyway, if I am not mistaken).
Cheers – JL
From: Jean Louis Van Belle Sent: 18 November 2021 21:49 Subject: Staying engaged (3)
Just on ‘retarded sources’ and ‘retarded fields’ – I have actually tried to think of the ‘force mechanism’ inside of an electron or a proton (what keeps the pointlike charge in this geometric orbit around a center of mass?). I thought long and hard about some kind of model in which we have the charge radiate out a sub-Planck field, and that its ‘retarded effects’ might arrive ‘just in time’ to the other side of the orbital (or whatever other point on the orbital) so as to produce the desired ‘course correction’ might explain it. I discarded it completely: I am now just happy that we have ‘reduced’ the mystery to this ‘Planck-scale quantum-mechanical oscillation’ (in 2D or 3D orbitals) without the need for an ‘aether’, or quantized spacetime, or ‘virtual particles’ actually ‘holding the thing together’.
Also, a description in terms of four-vectors (scalar and vector potential) does not immediately call for ‘retarded time’ variables and all that, so that is another reason why I think one should somehow make the jump from E-B fields to scalar and vector potential, even if the math is hard to visualize. If we want to ‘visualize’ things, Feynman’s discussion of the ‘energy’ and ‘momentum’ flow in https://www.feynmanlectures.caltech.edu/II_27.html might make sense, because I think analyses in terms of Poynting vectors are relativistically current, aren’t they? It is just an intuitive idea…
Cheers – JL
From: Jean Louis Van Belle Sent: 18 November 2021 21:28 Subject: Staying engaged (2)
But so – in the shorter run – say, the next three-six months, I want to sort out those papers on ResearchGate. The one on the de Broglie’s matter-wave (interpreting the de Broglie wavelength as the circumference of a loop rather than as a linear wavelength) is the one that gets most downloads, and rightly so. The rest is a bit of a mess – mixing all kinds of things I tried, some of which worked, but other things did not. So I want to ‘clean’ that up… 😊 JL
From: Jean Louis Van Belle Sent: 18 November 2021 21:21 Subject: Staying engaged…
Please do include me in the exchanges, Andrew – even if I do not react, I do read them because I do need some temptation and distraction. As mentioned, I wanted to focus on building a credible n = p + e model (for free neutrons but probably more focused on a Schrodinger-like D = p + e + p Platzwechsel model, because the deuteron nucleus is stable). But so I will not do that the way I studied the zbw model of the electron and proton (I believe that is sound now) – so that’s with not putting in enough sleep. I want to do it slowly now. I find a lot of satisfaction in the fact that I think there is no need for complicated quantum field theories (fields are quantized, but in a rather obvious way: field oscillations – just like matter-particles – pack Planck’s quantum of (physical) action which – depending on whether you freeze time or positions as a variable, expresses itself as a discrete amount of energy or, alternatively, as a discrete amount of momentum), nor is there any need for this ‘ontologization’ of virtual field interactions (sub-Planck scale) – the quark-gluon nonsense.
Also, it makes sense to distinguish between an electromagnetic and a ‘strong’ or ‘nuclear’ force: the electron and proton have different form factors (2D versus 3D oscillations, but that is a bit of a non-relativistic shorthand for what might be the case) but, in addition, there is clearly a much stronger force at play within the proton – whose strength is the same kind of ‘scale’ as the force that gives the muon-electron its rather enormous mass. So that is my ‘belief’ and the ‘heuristic’ models I build (a bit of ‘numerology’ according to Dr Pohl’s rather off-hand remarks) support it sufficiently for me to make me feel at peace about all these ‘Big Questions’.
I am also happy I figured out these inconsistencies around 720-degree symmetries (just the result of a non-rigorous application of Occam’s Razor: if you use all possible ‘signs’ in the wavefunction, then the wavefunction may represent matter as well as anti-matter particles, and these 720-degree weirdness dissolves). Finally, the kind of ‘renewed’ S-matrix programme for analyzing unstable particles (adding a transient factor to wavefunctions) makes sense to me, but even the easiest set of equations look impossible to solve – so I may want to dig into the math of that if I feel like having endless amounts of time and energy (which I do not – but, after this cancer surgery, I know I will only die on some ‘moral’ or ‘mental’ battlefield twenty or thirty years from now – so I am optimistic).
So, in short, the DEP question does intrigue me – and you should keep me posted, but I will only look at it to see if it can help me on that deuteron model. 😊 That is the only ‘deep electron orbital’ I actually believe in. Sorry for the latter note.
Cheers – JL
From: Andrew Sent: 16 November 2021 19:05 To: Jean-Luc; Jerry; Jean Louis Subject: Re: retarded potential?
Dear Jean-Louis,
Congratulations on your new position. I understand your present limitations, despite your incredible ability to be productive. They must be even worse than those imposed by my young kids and my age. Do you wish for us to not include you in our exchanges on our topic? Even with no expectation of your contributing at this point, such emails might be an unwanted temptation and distraction.
Dear Jean-Luc,
Thank you for the Wiki-Links. They are useful. I agree that the 4-vector potential should be considered. Since I am now considering the nuclear potentials as well as the deep orbits, it makes sense to consider the nuclear vector potentials to have an origin in the relativistic Coulomb potentials. I am facing this in my attempts to calculate the deep orbits from contributions to the potential energies that have a vector component, which non-rel Coulomb potentials do not have.
For examples: do we include the losses in Vcb (e.g., from the binding energy BE) when we make the relativistic correction to the potential; or, how do we relativistically treat pseudo potentials such as that of centrifugal force? We know that for equilibrium, the average forces must cancel. However, I’m not sure that it is possible to write out a proper expression for “A” to fit such cases.
Best regards to all,
Andrew
_ _ _
On Fri, Nov 12, 2021 at 1:42 PM Jean-Luc wrote:
Dear all,
I totally agree with the sentence of Jean-Louis, which I put in bold in his message, about vector potential and scalar potential, combined into a 4-vector potential A, for representing EM field in covariant formulation. So EM representation by 4-vector A has been very developed, as wished by JL, in the framework of QED.
We can see the reality of vector potential in the Aharonov-Bohm effect: https://en.wikipedia.org/wiki/Aharonov-Bohm_effect. In fact, we can see that vector potential contains more information than E,B fields. Best regards
Jean-Luc Le 12/11/2021 à 05:43, Jean Louis Van Belle a écrit :
Hi All – I’ve been absent in the discussion, and will remain absent for a while. I’ve been juggling a lot of work – my regular job at the Ministry of Interior (I got an internal promotion/transfer, and am working now on police and security sector reform) plus consultancies on upcoming projects in Nepal. In addition, I am still recovering from my surgery – I got a bad flue (not C19, fortunately) and it set back my auto-immune system, I feel. I have a bit of a holiday break now (combining the public holidays of 11 and 15 November in Belgium with some days off to bridge so I have a rather nice super-long weekend – three in one, so to speak).
As for this thread, I feel like it is not ‘phrasing’ the discussion in the right ‘language’. Thinking of E-fields and retarded potential is thinking in terms of 3D potential, separating out space and time variables without using the ‘power’ of four-vectors (four-vector potential, and four-vector space-time). It is important to remind ourselves that we are measuring fields in continuous space and time (but, again, this is relativistic space-time – so us visualizing a 3D potential at some point in space is what it is: we visualize something because our mind needs that – wants that). The fields are discrete, however: a field oscillation packs one unit of Planck – always – and Planck’s quantum of action combines energy and momentum: we should not think of energy and momentum as truly ‘separate’ (discrete) variables, just like we should not think of space and time as truly ‘separate’ (continuous) variables.
I do not quite know what I want to say here – or how I should further work it out. I am going to re-read my papers. I think I should further develop the last one (https://www.researchgate.net/publication/351097421_The_concepts_of_charge_elementary_ring_currents_potential_potential_energy_and_field_oscillations), in which I write that the vector potential is more real than the electric field and the scalar potential should be further developed, and probably it is the combined scalar and vector potential that are the ’real’ things. Not the electric and magnetic field. Hence, illustrations like below – in terms of discs and cones in space – do probably not go all that far in terms of ‘understanding’ what it is going on… It’s just an intuition…
Cheers – JL
From: Andrew Sent: 23 September 2021 17:17 To: Jean-Luc; Jerry; Jean Louis Subject: retarded potential?
Dear Jean-Luc,
Becasue of the claim that gluons are tubal, I have been looking at the disk-shaped E-field lines of the highly-relativistic electron and comparing it to the retarded potential, which, based on timing, would seem to give a cone rather than a disk (see figure). This makes a difference when we consider a deep-orbiting electron. It even impacts selection of the model for impact of an electron when considering diffraction and interference.
Even if the field appears to be spreading out as a cone, the direction of the field lines are that of a disk from the retarded source. However, how does it interact with the radial field of a stationary charge?
Do you have any thoughts on the matter.
Best regards,
Andrew
_ _ _
On Thu, Sep 23, 2021 at 5:05 AM Jean-Luc wrote:
Dear Andrew, Thank you for the references. Best regards, Jean-Luc
Le 18/09/2021 à 17:32, Andrew a écrit : > This might have useful thoughts concerning the question of radiation > decay to/from EDOs. > > Quantum Optics Electrons see the quantum nature of light > Ian S. Osborne > We know that light is both a wave and a particle, and this duality > arises from the classical and quantum nature of electromagnetic > excitations. Dahan et al. observed that all experiments to date in > which light interacts with free electrons have been described with > light considered as a wave (see the Perspective by Carbone). The > authors present experimental evidence revealing the quantum nature of > the interaction between photons and free electrons. They combine an > ultrafast transmission electron microscope with a silicon-photonic > nanostructure that confines and strengthens the interaction between > the light and the electrons. The “quantum” statistics of the photons > are imprints onto the propagating electrons and are seen directly in > their energy spectrum. > Science, abj7128, this issue p. 1324; see also abl6366, p. 1309
I wrote a lot of papers but most of them – if not all – deal with very basic stuff: the meaning of uncertainty (just statistical indeterminacy because we have no information on the initial condition of the system), the Planck-Einstein relation (how Planck’s quantum of action models an elementary cycle or an oscillation), and Schrödinger’s wavefunctions (the solutions to his equation) as the equations of motion for a pointlike charge. If anything, I hope I managed to restore a feeling that quantum electrodynamics is not essentially different from classical physics: it just adds the element of a quantization – of energy, momentum, magnetic flux, etcetera.
Importantly, we also talked about what photons and electrons actually are, and that electrons are pointlike but not dimensionless: their magnetic moment results from an internal current and, hence, spin is something real – something we can explain in terms of a two-dimensional perpetual current. In the process, we also explained why electrons take up some space: they have a radius (the Compton radius). So that explains the quantization of space, if you want.
We also talked fields and told you – because matter-particles do have a structure – we should have a dynamic view of the fields surrounding those. Potential barriers – or their corollary: potential wells – should, therefore, not be thought of as static fields. They result from one or more charges moving around and these fields, therefore, vary in time. Hence, a particle breaking through a ‘potential wall’ or coming out of a potential ‘well’ is just using an opening, so to speak, which corresponds to a classical trajectory.
We, therefore, have the guts to say that some of what you will read in a standard textbook is plain nonsense. Richard Feynman, for example, starts his lecture on a current in a crystal lattice by writing this: “You would think that a low-energy electron would have great difficulty passing through a solid crystal. The atoms are packed together with their centers only a few angstroms apart, and the effective diameter of the atom for electron scattering is roughly an angstrom or so. That is, the atoms are large, relative to their spacing, so that you would expect the mean free path between collisions to be of the order of a few angstroms—which is practically nothing. You would expect the electron to bump into one atom or another almost immediately. Nevertheless, it is a ubiquitous phenomenon of nature that if the lattice is perfect, the electrons are able to travel through the crystal smoothly and easily—almost as if they were in a vacuum. This strange fact is what lets metals conduct electricity so easily; it has also permitted the development of many practical devices. It is, for instance, what makes it possible for a transistor to imitate the radio tube. In a radio tube electrons move freely through a vacuum, while in the transistor they move freely through a crystal lattice.” [The italics are mine.]
It is nonsense because it is not the electron that is traveling smoothly, easily or freely: it is the electrical signal, and – no ! – that is not to be equated with the quantum-mechanical amplitude. The quantum-mechanical amplitude is just a mathematical concept: it does not travel through the lattice in any physical sense ! In fact, it does not even travel through the lattice in a logical sense: the quantum-mechanical amplitudes are to be associated with the atoms in the crystal lattice, and describe their state – i.e. whether or not they have an extra electron or (if we are analyzing electron holes in the lattice) if they are lacking one. So the drift velocity of the electron is actually very low, and the way the signal moves through the lattice is just like in the game of musical chairs – but with the chairs on a line: all players agree to kindly move to the next chair for the new arrival so the last person on the last chair can leave the game to get a beer. So here it is the same: one extra electron causes all other electrons to move. [For more detail, we refer to our paper on matter-waves, amplitudes and signals.]
But so, yes, we have not said much about semiconductors, lasers and other technical stuff. Why not? Not because it should be difficult: we already cracked the more difficult stuff (think of an explanation of the anomalous magnetic moment, the Lamb shift, or one-photon Mach-Zehnder interference here). No. We are just lacking time ! It is, effectively, going to be an awful lot of work to rewrite those basic lectures on semiconductors – or on lasers or other technical matters which attract students in physics – so as to show why and how the mechanics of these things actually work: not approximately, but how exactly – and, more importantly, why and how these phenomena can be explained in terms of something real: actual electrons moving through the lattice at lower or higher drift speeds within a conduction band (and then what that conduction band actually is).
The same goes for lasers: we talk about induced emission and all that, but we need to explain what that might actually represent – while avoiding the usual mumbo-jumbo about bosonic behavior and other useless generalizations of properties of actually matter- and light-particles that can be reasonably explained in terms of the structure of these particles – instead of invoking quantum-mechanical theorems or other dogmatic or canonical a priori assumptions.
So, yes, it is going to be hard work – and I am not quite sure if I have sufficient time or energy for it. I will try, and so I will probably be offline for quite some time while doing that. Be sure to have fun in the meanwhile ! 🙂
Post scriptum: Perhaps I should also focus on converting some of my papers into journal articles, but then I don’t feel like it’s worth going through all of the trouble that takes. Academic publishing is a weird thing. Either the editorial line of the journal is very strong, in which case they do not want to publish non-mainstream theory, and also insist on introductions and other credentials, or, else, it is very weak or even absent – and then it is nothing more than vanity or ego, right? So I think I am just fine with the viXra collection and the ‘preprint’ papers on ResearchGate now. I’ve been thinking it allows me to write what I want and – equally important – how I want to write it. In any case, I am writing for people like you and me. Not so much for dogmatic academics or philosophers. The poor experience with reviewers of my manuscript has taught me well, I guess. I should probably wait to get an invitation to publish now.
A few days ago, I mentioned I felt like writing a new book: a sort of guidebook for amateur physicists like me. I realized that is actually fairly easy to do. I have three very basic papers – one on particles (both light and matter), one on fields, and one on the quantum-mechanical toolbox (amplitude math and all of that). But then there is a lot of nitty-gritty to be written about the technical stuff, of course: self-interference, superconductors, the behavior of semiconductors (as used in transistors), lasers, and so many other things – and all of the math that comes with it. However, for that, I can refer you to Feynman’s three volumes of lectures, of course. In fact, I should: it’s all there. So… Well… That’s it, then. I am done with the QED sector. Here is my summary of it all (links to the papers on Phil Gibbs’ site):
The last paper is interesting because it shows statistical indeterminism is the only real indeterminism. We can, therefore, use Bell’s Theorem to prove our theory is complete: there is no need for hidden variables, so why should we bother about trying to prove or disprove they can or cannot exist?
Jean Louis Van Belle, 21 October 2020
Note: As for the QCD sector, that is a mess. We might have to wait another hundred years or so to see the smoke clear up there. Or, who knows, perhaps some visiting alien(s) will come and give us a decent alternative for the quark hypothesis and quantum field theories. One of my friends thinks so. Perhaps I should trust him more. 🙂
As for Phil Gibbs, I should really thank him for being one of the smartest people on Earth – and for his site, of course. Brilliant forum. Does what Feynman wanted everyone to do: look at the facts, and think for yourself. 🙂
I ended my post on particles as spacetime oscillations saying I should probably write something about the concept of a field too, and why and how many academic physicists abuse it so often. So I did that, but it became a rather lengthy paper, and so I will refer you to Phil Gibbs’ site, where I post such stuff. Here is the link. Let me know what you think of it.
As for how it fits in with the rest of my writing, I already jokingly rewrote two of Feynman’s introductory Lectures on quantum mechanics (see: Quantum Behavior and Probability Amplitudes). I consider this paper to be the third. 🙂
Post scriptum: Now that I am talking about Richard Feynman – again ! – I should add that I really think of him as a weird character. I think he himself got caught in that image of the ‘Great Teacher’ while, at the same (and, surely, as a Nobel laureate), he also had to be seen to a ‘Great Guru.’ Read: a Great Promoter of the ‘Grand Mystery of Quantum Mechanics’ – while he probably knew classical electromagnetism combined with the Planck-Einstein relation can explain it all… Indeed, his lecture on superconductivity starts off as an incoherent ensemble of ‘rocket science’ pieces, to then – in the very last paragraphs – manipulate Schrödinger’s equation (and a few others) to show superconducting currents are just what you would expect in a superconducting fluid. Let me quote him:
“Schrödinger’s equation for the electron pairs in a superconductor gives us the equations of motion of an electrically charged ideal fluid. Superconductivity is the same as the problem of the hydrodynamics of a charged liquid. If you want to solve any problem about superconductors you take these equations for the fluid [or the equivalent pair, Eqs. (21.32) and (21.33)], and combine them with Maxwell’s equations to get the fields.”
So… Well… Looks he too is all about impressing people with ‘rocket science models’ first, and then he simplifies it all to… Well… Something simple. 😊
Having said that, I still like Feynman more than modern science gurus, because the latter usually don’t get to the simplifying part.
I don’t know where I would start a new story on physics. I am also not quite sure for whom I would be writing it – although it would be for people like me, obviously: most of what we do, we do for ourselves, right? So I should probably describe myself in order to describe the audience: amateur physicists who are interested in the epistemology of modern physics – or its ontology, or its metaphysics. I also talk about the genealogy or archaeology of ideas on my ResearchGate site. All these words have (slightly) different meanings but the distinctions do not matter all that much. The point is this: I write for people who want to understand physics in pretty much the same way as the great classical physicist Hendrik Antoon Lorentz who, just a few months before his demise, at the occasion of the (in)famous 1927 Solvay Conference, wanted to understand the ‘new theories’:
“We are representing phenomena. We try to form an image of them in our mind. Till now, we always tried to do using the ordinary notions of space and time. These notions may be innate; they result, in any case, from our personal experience, from our daily observations. To me, these notions are clear, and I admit I am not able to have any idea about physics without those notions. The image I want to have when thinking physical phenomena has to be clear and well defined, and it seems to me that cannot be done without these notions of a system defined in space and in time.”
Note that H.A. Lorentz understood electromagnetism and relativity theory as few others did. In fact, judging from some of the crap out there, I can safely say he understood stuff as few others do today still. Hence, he should surely not be thought of as a classical physicist who, somehow, was stuck. On the contrary: he understood the ‘new theories’ better than many of the new theorists themselves. In fact, as far as I am concerned, I think his comments or conclusions on the epistemological status of the Uncertainty Principle – which he made in the same intervention – still stand. Let me quote the original French:
“Je pense que cette notion de probabilité [in the new theories] serait à mettre à la fin, et comme conclusion, des considérations théoriques, et non pas comme axiome a priori, quoique je veuille bien admettre que cette indétermination correspond aux possibilités expérimentales. Je pourrais toujours garder ma foi déterministe pour les phénomènes fondamentaux, dont je n’ai pas parlé. Est-ce qu’un esprit plus profond ne pourrait pas se rendre compte des mouvements de ces électrons. Ne pourrait-on pas garder le déterminisme en en faisant l’objet d’une croyance? Faut-il nécessairement ériger l’ indéterminisme en principe?”
What a beautiful statement, isn’t it? Why should we elevate indeterminism to a philosophical principle? Indeed, now that I’ve inserted some French, I may as well inject some German. The idea of a particle includes the idea of a more or less well-known position. Let us be specific and think of uncertainty in the context of position. We may not fully know the position of a particle for one or more of the following reasons:
The precision of our measurements may be limited: this is what Heisenberg referred to as an Ungenauigkeit.
Our measurement might disturb the position and, as such, cause the information to get lost and, as a result, introduce an uncertainty: this is what we may translate as an Unbestimmtheit.
The uncertainty may be inherent to Nature, in which case we should probably refer to it as an Ungewissheit.
So what is the case? Lorentz claims it is either the first or the second – or a combination of both – and that the third proposition is a philosophical statement which we can neither prove nor disprove. I cannot see anything logical (theory) or practical (experiment) that would invalidate this point. I, therefore, intend to write a basic book on quantum physics from what I hope would be Lorentz’ or Einstein’s point of view.
My detractors will immediately cry wolf: Einstein lost the discussions with Bohr, didn’t he? I do not think so: he just got tired of them. I want to try to pick up the story where he left it. Let’s see where I get. 🙂
I’ve been asked a couple of times: “What about Bell’s No-Go Theorem, which tells us there are no hidden variables that can explain quantum-mechanical interference in some kind of classical way?” My answer to that question is quite arrogant, because it’s the answer Albert Einstein would give when younger physicists would point out that his objections to quantum mechanics (which he usually expressed as some new thought experiment) violated this or that axiom or theorem in quantum mechanics: “Das ist mir wur(sch)t.”
In English: I don’t care. Einstein never lost the discussions with Heisenberg or Bohr: he just got tired of them. Like Einstein, I don’t care either – because Bell’s Theorem is what it is: a mathematical theorem. Hence, it respects the GIGO principle: garbage in, garbage out. In fact, John Stewart Bell himself – one of the third-generation physicists, we may say – had always hoped that some “radical conceptual renewal”[1] might disprove his conclusions. We should also remember Bell kept exploring alternative theories – including Bohm’s pilot wave theory, which is a hidden variables theory – until his death at a relatively young age. [J.S. Bell died from a cerebral hemorrhage in 1990 – the year he was nominated for the Nobel Prize in Physics. He was just 62 years old then.]
So I never really explored Bell’s Theorem. I was, therefore, very happy to get an email from Gerard van der Ham, who seems to have the necessary courage and perseverance to research this question in much more depth and, yes, relate it to a (local) realist interpretation of quantum mechanics. I actually still need to study his papers, and analyze the YouTube video he made (which looks much more professional than my videos), but this is promising.
To be frank, I got tired of all of these discussions – just like Einstein, I guess. The difference between realist interpretations of quantum mechanics and the Copenhagen dogmas is just a factor 2 or π in the formulas, and Richard Feynman famously said we should not care about such factors (Feynman’s Lectures, III-2-4). Modern physicists fudge them away consistently. They’ve done much worse than that, actually. They are not interested in truth. Convention, dogma, indoctrination – – non-scientific historical stuff – seems to prevent them from that. And modern science gurus – the likes of Sean Carroll or Sabine Hossenfelder etc. – play the age-old game of being interesting: they pretend to know something you do not know or – if they don’t – that they are close to getting the answers. They are not. They have them already. They just don’t want to tell you that because, yes, it’s the end of physics.
[1] See: John Stewart Bell, Speakable and unspeakable in quantum mechanics, pp. 169–172, Cambridge University Press, 1987.
Reading Feynman 