Talk:Quantum mechanics/Archive 2

This page is an archive of past discussions. Do not edit the contents of this page. If you wish to start a new discussion or revive an old one, please do so on the current talk page.

The majority of this discussion occurred in 2004, please do not edit this archive. - Roy Boy ⁸⁰⁰ 00:40, 20 Jun 2005 (UTC)

Where should I add a link to an example of quantum phenomena?

I just turned in a lab report on the Ramsauer-Townsend effect and finished up the article on it I started a week ago. the effect is discussed in quite a few quantum mechanics textbooks and is an example one phenomenon you need quantum mechanics to explain (specifically, the wavelike nature of the electron). i worked on it as part of a course, an introduction to quantum mechanics for junior-year physics undergraduates. is there another page i should edit to add a link to it? --Blick 08:06, Feb 26, 2005 (UTC)

There are hundreds of phenomena that you need quantum mechanics to understand. I don't think making such a list is particularly useful. If you are interested in a topic, just work on it and link to quantum mechanics; there is no need for a return link. -- CYD

Perhaps some mention of the problem that inspired Planck to invent Quantum Mechanics is in order. IIRC, physicists were trying to figure out what electromagnetic waves were in an oven that had a certain amount of heat in it. They knew that an integer multiple of the wavelength of the light in the oven would have to equal one of the dimensions of the oven, but every time they tried to figure it out, they ended up concluding that the oven had infinite energy in it. Planck was able to find the answer by assume that the energy in an electromagnetic wave was quantised such that E ∝ f. This went directly counter to the classical mechanics assumtion that E ∝ Amplitude.

not quite, in classical mechanics it's proportional to both the square of the amplitude and the square of the frequency 63.205.40.243 05:12, 8 Jan 2004 (UTC)

Opening

The opening paragraphs are terrible. This should be linked to quantum eletrodynamic and quantum chromodynamics

Maybe this happens later in the artical...

April 11, 2005: The general reader, first of all, needs to be assured of the unique status of qm, which by now sets it apart from virtually everything else in the field of (scientific) knowledge (continuing loophole discussions notwithstanding). And that we became confident of this by relentless testing, not merely because it is a "theory" which is dear to us, or by faith. To the uninitiated, despite the entertainment value, puzzles and paradoxes tend to somewhat undermine confidence, no matter how stimulating we find them as professionals. With all due respect. -Guest

Transactional Interpretation

quoting removed section:

The transactional interpretation, put forward by John Cramer, describes interactions in terms of standing waves in space-time. These standing waves are formed when advanced (forward in time) and retarded (backward in time) waves interfere. Once formed they look identical to a particle. This interpretation avoids the need for an observer to collapse the wave function. It also makes use of previously discarded backward in time solutions to wave equations, and resolves all of the so-called quantum paradoxes (see above). Despite the elegance of this interpretation, it does not seem to have caught on.

This is an interesting idea, but it is not nearly accepted enough to be mentioned alongside standard interpretations. Also, the idea of four-d support of the wave function in Hilbert Space with an external evolution parameter is hardly new. Many others have suggested it, and to attribute it one person is very misleading. -- Decumanus 21:34, 13 Feb 2004 (UTC)

Thanks for correcting. As many others have thought of it, do you not think it is at least worth mentioning? Not up there with the big ones, but as an interesting note? It seems a very elegant way of resolving a number of nasty problems with the CI. I often wonder how classical theories like general relativity would look if you replaced the notion of particles with the notion of a standing wave in spacetime. My degree level physics isn't up to it though! -- Mike Howells 21:50, 13 Feb 2004 (GMT)

I very much sympathize with your wanting to include mention of such things. It is very difficult in an article on Quantum Mechanics to include it in a way that is worthy of its acceptance (or lack of) among the community of physicists. There is perhaps a way to include such material as the transactional interpretation, but putting it beside more accepted interpretations is not the place. I myself have done much research in this area, but I am extremely cautious about including my own work in physicis article. In fact, I simply don't, as a rule, even though it is published. :) -- Decumanus

In that case, you may wish to do something with the (now orphaned) article on the transactional interpretation. It does get a mention in popular science books like Schrodinger's Kittens, so it perhaps deserves a mention somewhere on Wikipedia? MH

Good point. The article on transactional interpretation itself is certainly worthy, in my opinion, of an article, since it is published research. I don't know the topology of these article pages well enough to know where it should go exactly, as a link, but I'm sure that other people do. If not, perhaps there should be a page on non-standard interpretations of quantum mechanics. The problem is that such a thing opens the door to what we call "crankery". The TI is certainly not in that category, however. There are many such theories that fall into the category of published-yet-still-speculative, especially in regard to quantum systems. -- Decumanus 22:12, 13 Feb 2004 (UTC)

A few concerns

I'm a relative newcomer to this article (responsible for adding the Willis Lamb quote) and the quantum-physics branch of the Wikipedia, and have a few questions:

Why do we have separate articles on, say, quantum states?
Why do we continue to use the obfuscatory and outmoded term "wave function" when we simply mean "state"? ---The field was developed by physicists who were familiar with physical waves and the literal analogy was comforting to them. However the word state has a static connotation which is unsatisfactory, considering the continually fluctuating nature of the wavefunction before a measurement. Ancheta Wis 17:54, 17 Oct 2004 (UTC)
What is the point of including a section of "gee-whiz" quotations, most of which make it sound as though QM is ridiculous as opposed to merely nonintuitive?

Also, I *strongly* object to the statement that the Heisenberg uncertainty principle (presumably the position-momentum one--the time-energy one is a different and more subtle issue) is a result of "wavefunction collapse". Wavefunction collapse (as has been rehashed time and time again) is not a process, furthermore, the uncertainty principle says nothing about measurements separated in time, so even if there really was such a thing as wavefunction collapse (it's just a $10 word for "measurement"), the uncertainty principle, which is about simultaneous measurement, would not be a consequence of it. Forgive me for being pedantic about it, but position-momentum uncertainty principle is a generalisation of a truth about noncommuting observables. (Most phenomena that can be ascribed to the uncertanty principle, (which is an excellent heuristic) and some that usually are not (such as vacuum fluctuations in the light field), are actually the result of a noncommutativity. None result from the "collapse".)

There are many people who think that wavefunction collapse is a process. Indeed there are precise and mathematically rigorous equations which aim to describe it without reference to a concept of measurement or observers. It may be less mathematically elegant but it is certainly more conceptually elegant. [1] Of course this kind of material does not belong on this wiki page, but i don't think it's worth burning bridges unnecessarily.

That one cannot simultaneously diagonalize with respect to noncommuting observables is easy to show mathematically in a few lines to anybody familiar with linear algebra; the general uncertainty principle is a little trickier to obtain but still is an elementary relation between the product of the deviations and the commutator of the associated observables. This is all very simple to a mathematically literate reader, but may be too technical for the target audience of this article. However, I do believe that noncommutativity can be succinctly described in plain English. David Finkelstein's treatment in "What is a Photon?" (OPN Trends, Vol 3 No 1, Oct 2003) would be a good start. (For those interested in simple and direct exposition of quantum mechanics, I actually recommend the entire issue, especially the Loudon, Finkelstein, and Muthukrishnan/Scully/Zubairy articles.) I'm willing to take a crack at it, and also to add some material to the Uncertainty Principle article. I find the current state, with the glaring inaccuracy, to be rather embarassing, especially given that this is supposed to be a featured article.

--[User:bkalafut|bkalafut], 31 March 2004

I'm not sure what you mean about "wavefunction" being obfuscatory and outmoded. I use it all the time. So do all the papers I read, so do my colleagues. The PRB paper I'm in the process of writing will use it.

I completely agree with you on wavefunction collapse, I think it's a horrible concept. But I'm too afraid to say that in a public place, generally speaking. I'm laughed at when I say it's rubbish in real life, and Wikipedia is not the place for personal opinions. It's a horrible, ugly concept, but unfortunately it is very widely used by physicists. It guides their thought and the way they speak about a wide variety of topics. I have to admit it may be conceptually useful at times. It's certainly too important to ignore. What you have to understand is although it's an inelegant way of expressing an elegant mathematical concept, the Copenhagen interpretation is successfully used by many physicists who are fully aware of the mathematical and conceptual issues. They hold several philosophical viewpoints in their head at once, and switch between them freely.

Also you have to consider Wikipedia's audience. The fact is that most readers of this article would not understand the statement "one cannot simultaneously diagonalize with respect to noncommuting observables". Perhaps it is better to stick with the conventional way of speaking, and thus build on what readers may have picked up in school, college and popular science. -- Tim Starling 06:20, Apr 25, 2004 (UTC)

Umm, where in the article is it stated that the uncertainty principle is a result of wavefunction collapse? I don't see it. -- CYD

I think I took it out, or somebody else did. Good riddance! Bkalafut 04:36, 13 May 2004 (UTC)

Regarding Wikipedia's audience, one could explain commutativity as a statement about simultaneous measurability. Perhaps that's too specific to be entirely technically accurate, and I ought to take a closer look at the article I cited--I remember what the article was about, but not specifically what I was referring to. I think I said above that talk of simultaneous diagonalization was too technical for this article; I think we're agreeing on this one. Regarding the term wavefunction, I may be wrong about it being outmoded--it does seem to be in use in quite a few subfields and circles. I still think it's obfuscatory. For one, it's ridiculous to say "the electron's wavefunction", as often happens, instead of the "state of the electron." Wavefunction, in the popular literature, is a $10 word for the $.10 concept "state," and sometimes even for the object itself. (That isn't to say that the vector character is a $.10 concept, rather that it's ridiculous to say that "the electron interferes with its own wavefunction" when it is much more clear to say "the electron interferes with itself.") Furthermore, one sees in the technical literature statements about there being no way to represent a photon (in the sense of a pulse that can only produce on detector click, not in the single-mode sense) or a spin-system as a wavefunction. Two different senses of the word "wavefunction", one technical, and the other slang, but the distinction is probably lost on the lay reader. Also, the analogy inherent in the term is practically useless when applied to things such as the electromagnetic field (which I guess can be represented as a continuous-basis "wavefunction" in terms of coherent states) and many-particle wavefunctions, and it leads to thorough confusion when one starts to talk about "entangled wavefunctions". I understand that wavefunction is accepted slang in some (maybe in most) subfields, and it's even a proper technical term in some cases, it is precisely a consideration of the audience which leads me to favor not using it here.

I've stayed out of the "Copenhagen" debate on epistemology and metaphysics, and I'll stay out here. I have no problem with the concept of "collapse"--and I don't see it as not happening in the Everett Many-Worlds interpretation--my objection is to the term. --Bkalafut 04:36, 13 May 2004 (UTC)

quantum physics, quantum theory

I saw that this was discussed before, but nevertheless I was not happy to see that "quantum physics" and "quantum theory" are listed as simply synonyms of quantum mechanics, when often they are used to make a distinction. I added a couple of sentences to this effect to the introduction, telling that someotime they are meant to mean something slightly different...please check and modify, but, please, dont let them again as simply alternative names.--AstroNomer 09:28, Jun 2, 2004 (UTC)

Are you saying that quantum physics is a superset and quantum theory is a subset? Bensaccount 16:59, 13 Jun 2004 (UTC)

I think what is needed is to have all three articles created (Quantum mechanics, quantum physics, & quantum theory) and then note the difference between them.Bensaccount 17:09, 13 Jun 2004 (UTC)

Revaz Dogonadze

The following paragraph has been added by various anons over the last few days.

Revaz Dogonadze was a main author of the quantum-mechanical theory of the elementary act of chemical, electrochemical and biochemical reactions in polar liquids (1970s-1980s) and co-author of the quantum-mechanical model of enzyme catalysis (1970s). He was one of the founders of Quantum Electrochemistry.

I think it does not belongs here. There are thousands of scientists who have done research on quantum mechanics and related topics. The ones that we mention in the article are very, very famous ones: Einstein, Dirac, etc. I do not think that Dogonadze has done research of the same magnitude as Dirac. He is real, he has published papers which are getting cited (53 citations in 2003, according to Science Citation Index) but I suspect he is more like one of hundreds of good physicists whom we do not mention, rather than Einstein, Dirac or one of other Nobel laureates whom we mention here.

I removed it yesterday, because I saw some dubious past contributions from one of IPs that added this paragraph. It got restored by another anon. I would like to hear what other people think, before doing anything again.

Any opinions on this? Andris 22:17, Jun 26, 2004 (UTC)

Dear Andris, Professor Revaz Dogonadze (1931-1985) was one of the greatest scientists of the XX century, founder of the well-known scientific school of Quantum Electrochemistry, main author of a well-known Quantum-Mechanical Theory of the Elementary Act of Chemical, Electrochemical and Biochemical Processes in Polar Liquids. He was author of many classical scientific works. With kind regards, Professor Zurab D. Urushadze. July 26, 2004.

Dear Prof. Urushadze, please, substantiate your claim. If you can give references to scientific books/articles/print encyclopedias (either in English or Russia) that recognize Dogonadze as a distinguished scientist and his works as "classical", that will be very helpful. Andris 08:46, Jul 26, 2004 (UTC)

Dear Andris, thank you for your answer. I inform you about some important links and publications: 1) Famous Electrochemists ( http://chem.ch.huji.ac.il/~eugeniik/history/electrochemists.htm ); 2) Famous Chemists ( http://www.liv.ac.uk/Chemistry/Links/refbiog.html ); 3) People: Quantum Mechanics ( http://physics.designerz.com/physics-quantum-mechanics-people.php ); 4) Journal of Electroanalytical Chemistry and Interfacial Electrochemistry, Vol. 204, 1986, Elsevier Sequoia S.A., Lausanne, Prof. Revaz Dogonadze Memorial Issue (ISSN 00220728); 5) R.R. Dogonadze, E. Kalman, A.A. Kornyshev and J. Ulstrup (Eds), The Chemical Physics of Solvation, Parts A-C, Elsevier, Amsterdam, 1985-1987 (ISBN 0444426744); 6) Alexander M. Kuznetsov and Jens Ulstrup, Electron Transfer in Chemistry and Biology, John Wiley & Sons, 1999 (ISBN 0471967491); 7) Revaz Romanovich Dogonadze (Obituary), Elektrokhimia (Moscow), vol. XXII, No 5, 1986, pp. 714-715 (in Russian); 8) Flagman Kvantovoi Elektrokhimii (about Professor Revaz Dogonadze), compiled by Prof. Zurab Urushadze, Publishing House of the Tbilisi State University, Tbilisi, 1991 (in Russian). I inform you also about the contact details of Dr. Jens Ulstrup, a distinguished scientist, Professor of the Technical University of Denmark: Phone (direct): (+45) 4525 2359, E-mail: ju@kemi.dtu.dk . With best regards, Prof. Zurab Urushadze, July 27, 2004

Dear Prof. Zurab Urushadze, thanks for providing links and for very quick reply. I will look at them. I noticed you have created Zurab Urushadze article. Please, be aware that Wikipedia has a "no auto-biography" policy which says that people should not add information about themselves, their papers or other subjects they are closely related to. Read Wikipedia:Auto-biography for more details. With best regards, Andris 15:58, Jul 28, 2004 (UTC)

Dear Andris, I have NOT CREATED Zurab Urushadze article, I am not author of this article! With best regards, Prof. Zurab Urushadze, July 29, 2004

I agree with Andris. Let's keep only the most important textbook quantum mechanics topics in this article. If it's not in standard quantum mechanics textbooks, then it doesn't belong in this article. Please stop adding it, I am getting tired of this revert war! - Lethe | Talk

Yes. The revert war is quite annoying. I'm new here - so don't pay much attention to what I say... - but I came exactly looking for Quantum mechanics (QM). IMO the article should focus on the breakthroughs leading to QM's creation and evolution. At the level of those made by Planck, Einstein, De Broglie, Heisenberg, Schrödinger,etc.. It should also mention QM's major practical applications. Probably Dogonadze's work would fit there nicely, along with solid state physics (trasistor, laser,...) and others, including quantum information wich seams to me still too recent to deserve a place in "History"--Nabla 15:05, 2004 Aug 7 (UTC)

Dear friends! Professor Revaz Dogonadze (1931-1985) was one of the greatest scientists in the field of Quantum Mechanics, founder of the well-known scientific school of Quantum Electrochemistry, author and co-author of many outstanding, classical works. He was a main author of a Quantum-Mechanical Theory of Kinetics of the Elementary Act of Chemical, Electrochemical and Biochemical Processes in Polar Liquids. With best regards, Professor Zurab D. Urushadze, August 8, 2004.

I doubt your claim. I recently searched arxiv.org which contains about 100,000 recent physics papers. It contains 4 papers referencing Dogonadze's work. A person who is cited by only 4 out of 100,000 recent papers is hardly a "one of greatest scientists". Andris 11:56, Aug 8, 2004 (UTC)

Professor Urushadze, until a consensus is reached that Dogonadze belongs in this article, please stop adding. Thanks. - Lethe | Talk 01:54, Aug 9, 2004 (UTC)

Dear friends, please see following important materials: 1) J.O'M. Bockris, Shahed U.M. Khan, "Quantum Electrochemistry", Plenum Press, New York, 1979, 538 pp. (ISBN 0306311437); 2) Encyclopedia of Electrochemistry, Vol. 2, Interfacial Kinetics and Mass Transport, Edited by Allen J. Bard, Martin Stratmann and Ernesto J. Calvo, Wiley Publishers, 2003, 563 pp. (ISBN 3527303944); 3) Journal of Electroanalytical Chemistry and Interfacial Electrochemistry, Vol. 204 (Revaz Dogonadze Memorial Issue), 1986; 4) Russian Journal of Electrochemistry, 39 (2), 2003 (Dedicated to the seventieth anniversary of R.R. Dogonadze); 5) Nobel Lecture of Rudolph A. Marcus, 1992 ( http://www.nobel.se/chemistry/laureates/1992/marcus-lecture.pdf ). With best regards, Prof. Zurab Urushadze, August 9, 2004.

Why do you keep removing Max Born? --Yath 07:18, 9 Aug 2004 (UTC)

Thanks for the links, Professor Urushadze. I will have a look at them. In the mean time, please stop editing the article until a consensus can be reached. If you can't agree to wait for a consensus view in this matter, and to abide by that view, I am going to ask for moderation. - Lethe | Talk 09:28, Aug 9, 2004 (UTC)

While Professor Dogonadze is indubitably a fine fellow, my opinion is that he does not belong in this article. Consider that it does not mention Fermi and Landau, let alone Fock, Heitler, Hund, Jordan, Klein, Lande, London, Onsager, Oppenheimer, Sommerfeld, Wigner, or any of the scores of other physicists who have arguably made far greater contributions to the theory of quantum mechanics. -- CYD

Because it seems to me that the discussion has not been productive, and we are still involved in a revert war, I have added this page to Wikipedia:Requests for comment in a first step towards resolution. - Lethe | Talk

I came here via the Rfc page. I read through this discussion and browsed several of the references given by Prof. Urushadze, which convinced me that Prof. Dogonadze was an influential scientist who made some important discoveries. However I haven't been convinced that they are important enough to the field of quantum mechanics proper to be included here. And more importantly, as CYD indicates many other scientists go unmentioned in the article whose names and discoveries are familiar to every student of quantum mechanics. The latter cannot be said about Prof. Dogonadze. I would suggest reverting the article to its previous version. regards, High on a tree 03:28, 12 Aug 2004 (UTC)

I agree. I'm a Ph.D. student in physics and I had never heard of Dogonadze until I looked at this discussion. Although I'm sure he's made some outstanding contributions, he is not notable enough to quantum mechanics to be included in this article. He seems suitably represented in the quantum electrochemistry article as well as in his own article. –Floorsheim 06:20, 15 Aug 2004 (UTC)

Totally agree. I've also come over from WP:RFC, and have studied physics. Not only would the reference to Dogonadze be a distortion in this article, the reference in Quantum chemistry should be improved to be a more relevant link to Quantum electrochemistry and the Quantum electrochemistry should be put on Cleanup — it reads more like a biography article on Dogonadze, tells us very little about Quantum electrochemistry and has the wrong title capitalisation. The Revaz Dogonadze article looks alright though. -- Solipsist 19:45, 18 Aug 2004 (UTC)

Dear friends, Quantum Electrochemistry is a new scientific direction of Theoretical Physical Chemistry on Quantum Mechanical aspects of Electrochemistry. Quantum Electrochemistry was developed by Revaz Dogonadze and his pupils in the 1960s-1970s. In 1971 Professor Dogonadze, Professor P. Kirkov (Jugoslavia), Professor J. Ulstrup (Denmark) and others founded the International Summer School on Quantum Mechanical aspects of Electrochemistry (Ohrid, Jugoslavia). The first quantative quantum-mechanical electron transfer theory was created by Dogonadze in 1959-1961. The first quantum mechanical model of proton transfer in polar solvents taking into account the dynamic role of the polar solvent was suggested also by Dogonadze and his pupils in 1967. In 1973-1979 the quantum-mechanical theory of kinetics of atomic-molecular transformation in condensed media was also developed by Dogonadze and his pupils. Professor Dogonadze was co-author of the first quantum-mechanical (physical) model of Enzyme Catalysis (1972-1975). The lowest energy vibration of anthrance serves as an extremely efficient accepting mode for the energy supplied for charge transfer by the external voltage. Such excitation of a vibrational quantum mode is described in the famous treatment of non-radiative transitions of trapped electrons in non-polar semiconductors by R. Kubo and Y. Toyazawa (1955) and has been introduced into the quantum-mechanical theory of electron-transfer reactions of redox ions by Dogonadze and his pupils in 1972. In 1984 Professor Dogonadze was organizer of the International Conference "Electrodynamics and Quantum Phenomena at Interfaces" (Telavi, Republic of Georgia, October 1-6, 1984). With best regards, Prof. Zurab D. Urushadze, August 20, 2004.

That is an impressive summary of the school of quantum electrochemisty, Professor Urushadze, but it does not convince. Has any of this work effected the understanding of quantum mechanics? Why should an important (but not Nobel winning) chemist be along side a series of Nobel winning physicists? I would ask you to please stop adding your text to the article until a consensus has been reached on this talk page that you have made a convincing case. At present, the majority opinion seems to be against you.-Lethe | Talk 17:53, Aug 22, 2004 (UTC)

Is it time for mediation?

At this point, I don't feel like an agreement has been reached, nor like one is near, nor even that productive dialogue is happening, so I would like to go to a next step in dispute resolution, possibly mediation. To summarize the consensus so far, it seems to me that we have a consensus that while the work of Dogonadze is important and noteworthy, it does not belong alongside the the names of the Nobel-winning founding fathers of Quantum Mechanics. (Note that the Nobel prize acceptance speech for quantum electrochemistry that Urushadze links above is not received by Dogonadze, but rather by Rudolph Marcus, and it was not a Nobel for physics, but rather for chemistry. This something which I would consider pretty definitive evidence that the creators of the field of Quantum Electrochemistry may have been among the most influential chemists of all time, their impact on physics in general and quantum mechanics in particular was minimal. Their work was an application, rather than a development in theoretical foundations, of Quantum Mechanics. (Obviously, this last is my own opinion, not necessarily the consensus view))

The following 7 users have reverted the Dogonadze text:

additionally, some others have explicitly voiced support for the noninclusion of the Dogonadze text, including

edits from anonymous users at IP addresses in the 213.157.193.x range, including 4,15,43,45,49,54,65,82,128,171,179,188,196,199,209,219, which are all presumably the single person, Zurab Urushadze, support the view that Dogonadze is "one of the greatest scientists in the field of quantum mechanics", both by reversions of the article, and by comments made on the talk page.

I think steps need to be taken by an outside party for any agreement to be reached by the two parties. The revert war makes up virtually all of the last 50 edits in the history of this article, and shows every sign of continuing in perpetuam. -Lethe | Talk 17:04, Aug 15, 2004 (UTC)

proposed structure for the article

My last edits reflects my view that this is the best way to present a scientific theory:

start with the limitations of previous theories (here: electromagnetism): no quantization and no wave-particle duality
describe the theory, and how it overcomes the limitations of the previous theory (this is the bit that I saw missing, and corrected)
describe predictions of the new theory (here: entanglement)
describe limitations of the new theory

Pcarbonn 12:12, 11 Jul 2004 (UTC)

I have now restructured the article along those lines. See Wikipedia:WikiProject Science to further discuss this. Probably needs some more work though. Pcarbonn 19:46, 16 Jul 2004 (UTC)

This is fine, only you have now, perhaps accidentally, deleted the insertions I had made a few weeks ago to soften any implication that Bell test experiments had conclusively confirmed quantum mechanics. They have not. There are still serious loopholes in all the experiments -- they are still trying to design a loophole-free one. Caroline Thompson 21:49, 16 Jul 2004 (UTC)

Sorry, this was accidental. I had to move quite a few things around, so this may have happened. I would suggest your insert it again in the "Quantum effect" sub-section. (you know this subject better than me) Pcarbonn 19:04, 18 Jul 2004 (UTC)

quantum entanglement, Bell's inequality

I have a question about these two sentences:

"This phenomenon is called entanglement and its difference from ordinary correlation is described by Bell's inequality. Experimental violation of Bell's inequality are, despite the presence of loopholes, currently accepted as one of the major verifications of the quantum theory."

If the difference of the quantum phenomenon (entanglement) and the normal correlation is described by the Bell's inequality, then its verification would be the verification of the quantum theory, wouldn't it? Or better the "ordinary correlation described by Bell's inequality" should be written.

Pál 23:51, 14 Jul 2004 (UTC)

Wave-particle duality vs uncertainty principle

I think the subsection "Quantum mechanical effects" has a false suggestion. Say thinking of the momentum-spatial coordinate uncertainty principle it suggests, that of of them is particle like variable, and the other is wave like. There are two basic representations, the Schrodinger (spatial coordinate) and the Heisenberg (momentum) representation of QM, and both have the wave-particle duality. The relativistic theory prefers the momentum representation, but it does not mean, that either the wave or the particle behaviour is lost. The propagation is wave like and the creation and annihilation is particle like. User:Hidaspal 20:30, 15 Jul 2004 (UTC)

Fine. In the section 'Quantum mechanical effects', I would really like to have an explanation on how those effects are explained by the theory, e.g. by referring how the wave function behaves when those effects are observed. Otherwise, the section just explains what wave-particle duality is, but we can find that in the corresponding article. I'm sure many people would find this interesting. Unfortunately, I don't know enough myself to explain it correctly. Could you help ? Pcarbonn 19:26, 16 Jul 2004 (UTC)

Caption

I just tried to follow the guidelines at Wikipedia:Captions to revise the caption on this page - please check it for correctness and make improvements as needed. (The caption that was there didn't mean much of anything to me, and I studied orbitals in chemistry class a decade ago, so I thought it worthwhile to translate to make the picture more meaningful to the masses.) -- ke4roh 18:39, Jul 30, 2004 (UTC)

I have a problem with the word orbit which implies the electron is a satellite of the nucleus, moving in an orbit - if that were so, this charge would be accelerating, hence radiating energy, which is not observed; in a sense, the electron is everywhere the probability density shows it to be, simultaneously, but it takes an observation to place it. I am replacing the word orbit with orbital Ancheta Wis 07:58, 31 Jul 2004 (UTC)

Funny that there is no slit here

Has the double-slit experiment been superseded by another explanation which actually does not appear here? I fancied it was one of the clearest introductions to the subject, but as of 1 Aug 2004 the word "slit" does not appear in the article... ?? Pfortuny 09:43, 1 Aug 2004 (UTC)

Unraveling some jargon and Historical development

Having just read the article, I think the words operator and wavefunction both deserve some unraveling. These concepts may be intuitive to a physicist, but they are not intuitive to the general public. I don't mean that their explanations need to be mathematically rigorous, but they should describe what these terms mean.

Also, I would love to have the image of hydrogen probability density functions described further. When I was in high school, I saw pictures of these in my physics and chemistry textbooks, and now they make a lot more sense to me. The wavefunctions associated with these pdf's form an orthogonal set, and that is a thing of beauty.

The History section looks and reads like it was tacked on. The history of quantum mechanics is an amazing topic, one that probably deserves its own article. The connection between these early experiments and their role in developing quantum mechanics is de-emphasized in this article. Some important experiments to add:

Discovery of the electron
Franck-Hertz experiment
Young's double-slit experiment, and as applied to electrons (agree with above comment)

Another thing I don't like is the statement about quantum mechanics being incompatible with general relativity in the Interactions... section. While this is true, could someone please explain why it is true? This is a claim that is made in lots of popular accounts of physics, but it is hardly ever backed up. What are the fundamental assumptions of quantum mechanics that are violated by general relativity? This has never been explained well to me. --Hfs 01:23, 2 Aug 2004 (UTC)

Notice that the Young diffraction experiment has been tested with up to buckyballs, which are quite large... Pfortuny 21:19, 7 Aug 2004 (UTC)

Andris is right. It is the absolute square of the inner product. Floorsheim 11:37, 17 Aug 2004 (UTC)

Question of Interpretation

I have not seen this stated anywhere outside this article and would appreciate learning its source:

Immediately after a measurement is performed, the wavefunction becomes one of the wavefunctions compatible with the measurement, i.e. a wavefunction that gives 100% probability for the result obtained. This process is known as wavefunction collapse, and the wavefunctions compatible with the measurement are known as eigenstates of the observable. The probability of collapsing into a given wave function depends on the type of measurement, ...

My question is about the wavefunctions compatible with the measurement are known as eigenstates of the observable. I am thinking back to my teacher, analyzing a spherically symmetric situation, and expanding the solution in spherical harmonics. The shapes of the wavefunctions are eigenfunctions and the constants which satisfy the eigenfunctions are observable via experiment. Thus the experiment and the computation of the constants yield identical results. What does not follow for me is the statement The probability of collapsing into a given wave function depends on the type of measurement, .... The fact that the situation involved spherical harmonics was due to the symmetry of the situation and not due to the type of measurement. The statement as it stands seems to be putting the cart before the horse. Ancheta Wis 03:10, 11 Sep 2004 (UTC)

You can't just have eigenfunctions, they have to be eigenfunctions of an operator. The shapes you're thinking of are eigenfunctions of the Hamiltonian. A measurement causes a collapse to an eigenfunction of the measurement operator, not to an eigenfunction of the Hamiltonian. The eigenfunctions of the measurement operator are called the measurement basis, and a measurement could be seen as a projection onto this basis. This is dealt with in most undergraduate-level quantum physics textbooks, for example Sakurai Modern section 1.4 (ISBN 0-201-53929-2). -- Tim Starling 03:03, Sep 13, 2004 (UTC)

In other words, the characteristics of the measurement apparatus are explicitly included in the results of the measurement or computation. Ancheta Wis 18:27, 17 Oct 2004 (UTC)

Suspect text

This text was recently added by an anonymous user. There are several things that are suspect. The style is not quite encyclopedic and googling for names mentioned in it returns very few google hits. (None for "Nikola Kalitzin", 8 hits for "Josiph Rangelov").I removed it for the time being, comments from experts in this area are welcome. Andris 20:45, Sep 21, 2004 (UTC)

What is the physical cause for quantum behaviour of micro particles? Why we use a wave equation of Schrodinger for description of quantum behaviour of micro particles instead to use a corpuscular equation of Hamilton-Jacoby, descripteng the classical behaviour of macro particles? What is a diference between these two equations? What is a difference between classical trajectory and quantum wave function?

It 1952 year Nikola Kalitzin supplements the electromagnetic interaction between the electron electric charge and the electric field of the zero-point electromagnetical fields to classical motion equation of same electron, taking in consideration the Lorentz' friction force of its charge. In this wаy Kalitzin first have obtained why coordinate and impulse of such electron don't comutate. In 1954 year A.A. Sokolov supplements the oscillation force to the electromagnetic interaction whitout to ezplain the cause for this and have obtained more correctly commutation equation.In 1980 year Josiph Rangelov explains what means Kalitzin's takinkg in consideration of the electromagnetic interaction between the electric charge of an electron and the electric field of the zero-poind electromagnetic fields of the fluctuating vacuum and Sokolov's oscillation force. In this way Rangelov explains that the quantum motion of the quantized electron is a sum of two motions : in first the classical motion and in second the stohasstic motion as a result of the electromagnetic interaction of its electric charge and the electric field of the vacuum fluctuations. In results of this the narrow path of the classical corposcule turns in wide highway of the quantum micro particle and classical determinism turns in quantum probability. Therefore if we add the kinetical energy of the micro particle stohastic motion to classical Hamiltonian-Jacoby motion than we would obtain the quantum Schrodinger equation. Therefore quantized micro particles parameters of motion have dispersion instead definite values.

In second Rangelov explain that the electric charge of the reletivistic electron participates in some inner motion, called by Shcrodinger as Zitterbewegung. This inner motion creates the own electromagnetic filds, the own magnetic dipole moment and its inner mechanical angular moment, called spin.

Interesting that all the google hits for Josiph Rangelov seem to be posts from him to a blog or forum. Could this be a case of self-promotion? -- Tim Starling 02:48, Sep 22, 2004 (UTC)

The text in question definitely isn't standard quantum mechanics. --Matt McIrvin 01:19, 25 Sep 2004 (UTC)

Introduction

While the article itself is incredible in content and breadth, the introduction needs some work.

Its not inaccurate in any way but it does need restating. That Quantum mechanics does something better than something else is not really a good introduction to what it is.

"Quantum mechanics is the study of how the universe functions at very small scales, where classical theories break down" might be a good start (I'm not editing it myself yet as my education is in other areas and I read about the subject material purely as a recreational mental exercise). "The study of quantum mechanics revolves around the interactions and behaviors of the particles that make up the universe. When doing experiments and measurements in the atomic and subatomic scales, scientists have found classical physics lacking in an ability to explain their results. Quantum mechanics is a set of theories that attempts to explain these results and interactions."

If you think those would work, feel free to use them, or I can do it myself -- in this case, I'd rather comment and wait for discussion (if any).

Runsguy2003@yahoo.com

User:Osamastech moved this page to Runsguy2003@yahoo.com. I moved it back to Quantum mechanics, and am listing Runsguy2003@yahoo.com on WP:RFD -Lethe | Talk

"Totalitarian principle"

Could someone versed in quantum physics verify the new article Totalitarian principle and look if it is correct, a fringe interpretation or just patent nonsense? Thanks - Marcika 01:23, 16 Nov 2004 (UTC)

I didn't know this principle had a name, but it is definitely something that is really talked about in particle physics. I think it's a good article. -Lethe | Talk

It's fine, see [2] -- Tim Starling 13:50, Nov 16, 2004 (UTC)

Sum of Histories

I have heard that concept long time ago. It is intereseting that "history" becomes an object in physics. Could somebody write an article on it? --wshun 10:04, 5 Dec 2004 (UTC)

See path integral formulation. -- CYD

Phrase "quantum physics"

The phrase "quantum physics" was first used in Johnston's Planck's Universe in Light of Modern Physics.

Do we have a reference for this claim? I can find only three pages in Google that make this claim, and they are all different versions of this Wikipedia article!--Susurrus 05:02, 17 Dec 2004 (UTC)

Quantum darwinism

I just created the quantum darwinism article. Could someone more knowledgable than I please mention it in quantum mechanics and any other relevant articles. Much thanks. --RoyBoy 22:20, 27 Dec 2004 (UTC)