You are so cute.
Vorpal debunked the whole thing, so stop pretending it's more than a scam.
You are so cute.
He did debunk the theory, but if, and this is an enormous if, it works practically anyway, then it's still going to be cool.You are so cute.
Vorpal debunked the whole thing, so stop pretending it's more than a scam.
Cooler, in fact. If it works despite the lack of a solid theory, then it would demand explanation. (I think it's misleading to call what's been posted the "theoretical basis", when this is experimentally based.) But that's getting ahead of ourselves.He did debunk the theory, but if, and this is an enormous if, it works practically anyway, then it's still going to be cool.
I'd be quite surprised that it works anyway. If the guy posts such nonsense as the theory, fashioned to look like something legitimate, it's even more likely the experiments are a scam. Reminds me of the "oil sniffer" planes scam back then.He did debunk the theory, but if, and this is an enormous if, it works practically anyway, then it's still going to be cool.
Good point. Still, if it's real... And that is a huge if.I'd be quite surprised that it works anyway. If the guy posts such nonsense as the theory, fashioned to look like something legitimate, it's even more likely the experiments are a scam. Reminds me of the "oil sniffer" planes scam back then.
Some more elaborated notes on the Bohr radius section follow, as well as a little comparative trip back to 2007.I'm honestly not terribly certain what's going on (I won't be taking Physics 'til next semester, and it's a long road from Physics 1 to this kind of stuff) so I'd appreciate the help.
He's claiming that the radius of the nucleus of a hydrogen atom is 1.20 fm, because that's the claimed accuracy of his derivation of the Bohr radius. The justification is a scaling formula. But this scaling is based on the assumption of constant nuclear density, which is rather unlikely to hold to this accuracy—and indeed it does not. Wikipedia notes that R ≈ R0A1/3 holds for heavier nuclei but the front coefficients can vary 1.2-1.5 fm. But just so we're not reliant on it, let's check a popular textbook:• The first step is to calculate a quasi-classical density for the hydrogen nucleus. The radius of the hydrogen atom nucleus is given as R0=1.2x10-15m (R=R0·A1/3 where R0 = 1.2x10-15m and A is the atomic number - these are experimentally determined by electron scattering).
If anything, wikipedia is understating how inaccurate this formula is. If we wish to dig deeper, a more accurate empirical formula was developed by Elton in 1961:Griffiths 'Intoduction to Quantum Mechanics' 2nd ed. said:Problem 8.4 Calculate the lifetimes of U238 and Po212... Hint: The density of nuclear matter is relatively constant, ... . Empirically,
r1 ≅ (1.07 fm) A1/3
Where does this number even come from? Well, the 9.90×10-27 kg/m³ is about overall density of the universe, and this must be the interpretation because that's what we get from the first Friedmann equation. The universe is spatially flat, so it is also the critical density
Not reactionless as in not reacting with something, that's basic Newton's Third. Reactionless as in "do not need to carry a shit-ton of reaction mass with you". I may have forgotten almost everything I learned in High School, but I was once quite good at basic science, and I haven't let it decay quite that far.From what I've read (mostly via NASASpaceFlight), none of the team members think it's reactionless.
So, "ReMass-less"Not reactionless as in not reacting with something, that's basic Newton's Third. Reactionless as in "do not need to carry a shit-ton of reaction mass with you". I may have forgotten almost everything I learned in High School, but I was once quite good at basic science, and I haven't let it decay quite that far.
Still, given what's been said later in the thread, it's looking really really unlikely that it is the real thing. I can still hope, though. Although if it is real, it's for damn sure their theoretical explanation isn't.
Is it pulling energy out of nowhere or just not bothering with reaction mass?The model they try to describe it with is reaction-less by any other name. Pushing off virtual particles that pop into existence purely to allow for momentum to be imparted which then annihilate is the same as being reaction less but with a case of special pleading.
Is it pulling energy out of nowhere or just not bothering with reaction mass?
Engineering and practically....crossing my fingers this is some crazy bullshit that actually works.
Idiot here: What is a 'virtual particle'? When I hear this term my first thought is a particle that is artificially simulated, but I strongly sense that this is not the case.If I had to guess, I'd say that's where you'd get your violation of conservation of momentum: unlike real particles, when virtual particles annihilate, they take all of their energy and momentum with them because no energy or momentum went into their creation
Idiot here: What is a 'virtual particle'? When I hear this term my first thought is a particle that is artificially simulated, but I strongly sense that this is not the case.
A basic principle of quantum mechanics is called the "Heisenberg Uncertainty Principle".
It basically says that there are certain pairs of properties that you can't both measure to arbitrary precision at the same time. The classical example would be an electron. You can measure the position, but as you narrow down the position it also increases your uncertainty in its velocity. If you narrow down exactly where it is you have no idea how fast it is going. Vica versa, if you know exactly how fast it is going you have no clue where it is.
This isn't because our instruments just suck, it is a inherent property of the universe. Explaining why that is would be a bit too complicated for a forum post, but if you want to know more look for wave packets and go from there.
This same thing holds for all fields; electromagnetic, gravitational etc. You can't know both the rate of change in the field and the actual value of a field. Now look at a perfect vacuum. In a classical vacuum there are no particles, all fields are exactly zero and there is no change ever. But this means that both the value of the field and the rate of change would be 0. Something that can't be the case due to Heisenberg.
So in reality a vacuum isn't really empty, but it is very bumpy and constantly fluctuating because the uncertainty principle does not allow it to be empty. So you have this frothing maelstrom of particles and fields popping into existence and immediately disappearing. These particles (and some other weird 'not really there' particles) are called virtual particles and are what this drive supposedly pushes against.
Virtual particles can do a lot of weird stuff; like having negative energy, going back in time or violating momentum conservation. So they're a prime target for crackpot science (like this drive) to use as explanation. They're the carbon nanotubes of quantum mechanics: they can fix every problem. But it is important to note that virtual particles can only do these things if the universe on the whole obeys all the usual laws. So a virtual particle with negative energy MUST be cancelled out by a positive energy virtual particle in its immediate environment. Same goes for all those other violations and that's why this drive can't work.
A lot of popular expositions on virtual particles unintentionally engender some misconceptions, even if they say correct things, because the audience does not always have enough knowledge to interpret it correctly. In this case, I think that the general context is actually more important. To that end, some points:
— Virtual particles are not limited to discussions of the vacuum.
— Virtual particles are not inherently quantum-mechanical, e.g. classical field theory can be interpreted in terms of virtual particles as well.
Fundamentally, a virtual particle is simply an intuitive interpretation of a type of mathematical term that occurs in a particular kind of approximation scheme.
It frequently happens that we can't calculate the predictions of a theory exactly and therefore must resort to some sort of approximation. A general technique to do this when what you're looking for is 'close' to something you do know how to solve exactly is called perturbation theory. Roughly speaking,
{answer to complicated problem} = {answer to simple problem} + {series of correction terms}.However, things can get so complicated that it's very difficult to keep track of all the mathematical terms produced by such a procedure. To deal with this book-keeping problem, people draw graphical diagrams.
A Feynman diagram directly corresponds to some complicated mathematical expression in this scheme, when translated by some simple rules. Since this kind of diagram looks a process in spacetime (particles going from here to there, interacting, etc.), many physicists call the internal lines of a Feynman diagram, which represent an interaction, a virtual particle. Some other physicists (e.g., Steven Weinberg) think this interpretation is inappropriate. Regardless, the physical content is the same either way, but it is an intuitive picture.
...
Being aware of the context of the concept of 'virtual particle' allows one to appreciate just how nutty some crackpots can get on the topic.
Virtual particles are internal lines of a Feynman diagram, so they only ever represent interactions with something else. Even if they lead to other internal lines, they eventually terminate on something real, so that case simply represents a more complicated interaction with something that is not virtual. Therefore, one must either push off something else or produce real particles as exhaust, because virtual particles only ever mediate such interactions.
Moreover, it is impossible to 'rules lawyer' or 'bend' conservation laws using virtual particles: since they are are an interpretation in the context perturbation theory, if they break conservation, so does the theory. It can't be otherwise, because virtual particles are just a part of a specific way to talk about the theory. (A more technical reason is that every Lorentz-invariant theory will have Feynman diagrams that exactly conserve energy and momentum at every vertex, individually.)
One could take things like EmDrive more seriously if they were up-front about breaking energy and momentum conservation. It wouldn't be some grave sin. For example, it was a fad in the 70's to make up wonky theories of gravity that may have energy and momentum conservation; people have experimentally tested broad classes of those and still run such analyses on some observations. Physicists also make up theories with Lorentz violations, even with it being the most cherished principle in fundamental physics, and look for experimental evidence for such violations. Despite twaddle about "science orthodoxy" and "accepting new ideas," the reality is that some ideas aren't even wrong.
...
Ok, this rant has gone long enough, but I might as well mention a more theoretical criticism of Sonny's motivation of {ρvacc²}{4π(cT0)²} = {c4/G}.
Sonny's theoretical motivation is that vacuum energy energy integrated over the horizon being the Planck force. The formula is a vague numerological coincidence that's rather far from the precision Sonny ascribes to it, as covered before, but it also rests on a conceptual mish-mash. If T0 is the age of the universe (approx. Hubble time tH), then cT0 is the light-travel-time distance. However, for a flat FRW universe, the Euclidean formula for sphere surface area 4πR² would only be correct in terms of proper distance, which is not even vaguely approximated by LTT distance (neither at emission nor detection).
Small magical unicorns. It involves reeaaaaaally small magical unicorns. Pegasi and Earth Ponies too. Remember, six different quarks, six Elements of Harmony. Coincidence? I think not!
Well... Can you tell me what Levy-Bruhl thought about Nuer religion or Alasdair MacIntyre's conception of rationality? I can.A lot of popular expositions on virtual particles unintentionally engender some misconceptions, even if they say correct things, because the audience does not always have enough knowledge to interpret it correctly. In this case, I think that the general context is actually more important. To that end, some points:
— Virtual particles are not limited to discussions of the vacuum.
— Virtual particles are not inherently quantum-mechanical, e.g. classical field theory can be interpreted in terms of virtual particles as well.
Fundamentally, a virtual particle is simply an intuitive interpretation of a type of mathematical term that occurs in a particular kind of approximation scheme.
It frequently happens that we can't calculate the predictions of a theory exactly and therefore must resort to some sort of approximation. A general technique to do this when what you're looking for is 'close' to something you do know how to solve exactly is called perturbation theory. Roughly speaking,
{answer to complicated problem} = {answer to simple problem} + {series of correction terms}.However, things can get so complicated that it's very difficult to keep track of all the mathematical terms produced by such a procedure. To deal with this book-keeping problem, people draw graphical diagrams.
A Feynman diagram directly corresponds to some complicated mathematical expression in this scheme, when translated by some simple rules. Since this kind of diagram looks a process in spacetime (particles going from here to there, interacting, etc.), many physicists call the internal lines of a Feynman diagram, which represent an interaction, a virtual particle. Some other physicists (e.g., Steven Weinberg) think this interpretation is inappropriate. Regardless, the physical content is the same either way, but it is an intuitive picture.
...
Being aware of the context of the concept of 'virtual particle' allows one to appreciate just how nutty some crackpots can get on the topic.
Virtual particles are internal lines of a Feynman diagram, so they only ever represent interactions with something else. Even if they lead to other internal lines, they eventually terminate on something real, so that case simply represents a more complicated interaction with something that is not virtual. Therefore, one must either push off something else or produce real particles as exhaust, because virtual particles only ever mediate such interactions.
Moreover, it is impossible to 'rules lawyer' or 'bend' conservation laws using virtual particles: since they are are an interpretation in the context perturbation theory, if they break conservation, so does the theory. It can't be otherwise, because virtual particles are just a part of a specific way to talk about the theory. (A more technical reason is that every Lorentz-invariant theory will have Feynman diagrams that exactly conserve energy and momentum at every vertex, individually.)
One could take things like EmDrive more seriously if they were up-front about breaking energy and momentum conservation. It wouldn't be some grave sin. For example, it was a fad in the 70's to make up wonky theories of gravity that may have energy and momentum conservation; people have experimentally tested broad classes of those and still run such analyses on some observations. Physicists also make up theories with Lorentz violations, even with it being the most cherished principle in fundamental physics, and look for experimental evidence for such violations. Despite twaddle about "science orthodoxy" and "accepting new ideas," the reality is that some ideas aren't even wrong.
...
Ok, this rant has gone long enough, but I might as well mention a more theoretical criticism of Sonny's motivation of {ρvacc²}{4π(cT0)²} = {c4/G}.
Sonny's theoretical motivation is that vacuum energy energy integrated over the horizon being the Planck force. The formula is a vague numerological coincidence that's rather far from the precision Sonny ascribes to it, as covered before, but it also rests on a conceptual mish-mash. If T0 is the age of the universe (approx. Hubble time tH), then cT0 is the light-travel-time distance. However, for a flat FRW universe, the Euclidean formula for sphere surface area 4πR² would only be correct in terms of proper distance, which is not even vaguely approximated by LTT distance (neither at emission nor detection).
Sometimes I wish I'd done a degree in a more obscure field, because saying "I can give you a detailed analysis of the development of armoured warfare in a geopolitical context." doesn't actually sounds very impresive on the webWell... Can you tell me what Levy-Bruhl thought about Nuer religion or Alasdair MacIntyre's conception of rationality? I can.
...
Trade?
Impressive? Perhaps not. Interesting? Most assuredly.Sometimes I wish I'd done a degree in a more obscure field, because saying "I can give you a detailed analysis of the development of armoured warfare in a geopolitical context." doesn't actually sounds very impresive on the web