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So you're saying you've heard that answer before and that's not the answer you want?
originally posted by: darkorange
Thank you. My very question was to clear wave like particle answer. You did not get my point.
Of course, the intuitive expectation is that energy is not quantized. When you pedal a bicycle, do you expect it to jump suddenly from a speed of 1 kph to 3 kph, without ever going any speeds in-between, such as 2 kph? Of course not. Energy does not appear to be quantized to us on the scale of a bicycle.
originally posted by: ImaFungi
Can you conceive of any hypothetical example of how it would be possible or make sense in any reality that could ever be possible, for energy to not be quantized?
originally posted by: Arbitrageur
Of course, the intuitive expectation is that energy is not quantized. When you pedal a bicycle, do you expect it to jump suddenly from a speed of 1 kph to 3 kph, without ever going any speeds in-between, such as 2 kph? Of course not. Energy does not appear to be quantized to us on the scale of a bicycle.
Well yes before planck that's how the universe was assumed to be. So in a large part classical physics its not quantized. Energy could work quite fine if it was continuous instead of broken up into packets.
originally posted by: ImaFungi
originally posted by: Arbitrageur
It means that the energy is quantized.
Can you conceive of any hypothetical example of how it would be possible or make sense in any reality that could ever be possible, for energy to not be quantized?
Visualizing Entanglement In Real Time
Entanglement is one of the “spookier” aspects of quantum mechanics. In classical physics, the states of two distinct objects (their positions, velocities, spins, etc.) are specified completely separately from each other. Knowing what this tomato is doing gives you no information, in principle, about what that carrot is doing. But quantum mechanics says there is only one “state of the whole world,” which refers to absolutely everything in it. And, of course, the quantum state is specified as a superposition of possible measurement outcomes, rather than one definite possibility. So the quantum state of two vegetables might take the form “the tomato is in the refrigerator and the carrot is on the kitchen counter, or the carrot is in the refrigerator and the tomato is on the counter.” Although usually we talk about spins and polarizations of particles rather than locations of foodstuffs.
Entanglement is by no means a mystery, in the same way that the measurement problem is a mystery. It’s just a straightforward prediction of quantum mechanics, repeatedly verified by experiments. But it bugs us, because it seems “nonlocal.” In the state described above, I can look at the tomato and instantly infer what the carrot is doing, without ever looking at it. This bothers people, although it doesn’t lead to anything dangerous or immoral, like communication faster than light. That’s because physical information still travels slower than light. Someone wondering about the carrot doesn’t gain any information just because you measured the location of the tomato; you still have to tell them what answer you got.
Still, entanglement is pretty cool. And now Anton Zeilinger’s group in Vienna, one of the leading labs working on quantum experiments, has queried the Zeitgeist and responded in a way appropriate to our internet age: they made a YouTube video. (Since they are also old-fashioned scientists, they also wrote a paper.)
Let me try to explain this as I understand it, but I’ll confess up front this is a bit outside my comfort zone so real experts should chime in. Here we have two entangled photons, which can be polarized either H (horizontal) or V (vertical). The quantum state is of the form HV + VH, which means that we don’t know what either polarization is, but we know that the two polarizations must be opposite of each other. (If the state had been HH + VV, we still wouldn’t know either one, but we would know they were the same.) We send each photon through a merry path, observe one of them (that’s on the left), and see what happens to the other one (on the right). We’re looking at an image of where the individual photons land on a screen. You can see how the state of photon #2 is affected by what’s happening to photon #1.
Doesn’t it seem like you could use this to send information faster than light, if photon #2 is instantly affected by what we do to photon #1? I believe the trick here is that we’re not taking an image of all of the #2 photons. We’re only taking images of #2 if photon #1 was registered in a certain state. That is, we send photon #1 through a filter that only lets horizontal polarizations through. If photon #1 gets through, we turn on the camera and image photon #2. If it doesn’t, the camera never triggers, and photon #2 hits the screen harmlessly. So no superluminal chitchat, you science-fiction fans out there.
Nevertheless, pretty awesome. Quantum mechanics is sufficiently non-intuitive that we would only ever come up with it by having it forced on us by data. Even though experiments like this are completely explained by quantum mechanics as we currently know it, every little demonstration helps us appreciate it a bit more viscerally. As we strive toward a deeper understanding, that’s a crucially important part of the process.
I don't know what that means. The observations appear to have built-in probabilities, but they are very predictable on a large-scale statistical basis, even if an individual observation is somewhat unpredictable because it is only probabilistic.
originally posted by: bottleslingguy
I think our "box" is not big enough to fit the whole story inside it with "our" mathematics. how about entertaining the notion that what we see as far as what creates reality is an internal thing not bound by external observations?
Besides the dinosaurs? Our great-great...(times a few million) grandparents were there, whatever kind of creatures they were.
who was the observer when dinosaurs existed?
originally posted by: dragonridr
Well yes before planck that's how the universe was assumed to be. So in a large part classical physics its not quantized. Energy could work quite fine if it was continuous instead of broken up into packets.
originally posted by: ImaFungi
originally posted by: Arbitrageur
It means that the energy is quantized.
Can you conceive of any hypothetical example of how it would be possible or make sense in any reality that could ever be possible, for energy to not be quantized?
originally posted by: ImaFungi
originally posted by: dragonridr
Well yes before planck that's how the universe was assumed to be. So in a large part classical physics its not quantized. Energy could work quite fine if it was continuous instead of broken up into packets.
originally posted by: ImaFungi
originally posted by: Arbitrageur
It means that the energy is quantized.
Can you conceive of any hypothetical example of how it would be possible or make sense in any reality that could ever be possible, for energy to not be quantized?
Lets say there was an area of continuous energy;
How would it exist (instead of energy, we should really be saying matter here, not that I mind in the distinction)?
If there was 1 separate area of continuous energy, or can the idea of continuous energy existing only exist if the entire universe is absolute 1 area of continuous energy with no discreteness?
If not;
Then imagine in the universe an area, 1 foot by 1 foot by 1 foot area of continuous energy/matter;
Hypothetically, how would that exist, it would just be what our understanding of fundamental particles are, but larger?
it would have no components, but just be a perfect blob of matter?
Would there be any space in it, or every planck length would perfectly be that matter?
And if at time and space x1, we plotted the position of every planck length within the area of this object;
Through out the objects collective movement as a single object through space, x2, x3, x4, x5, etc.
Would it be possible for any of the matter that exists at any of the planck lengths within the area of the object, to move relative to one another?
That sounds easier said than done.
Initially, we want to avoid all impacts on the cable from objects larger than 1 cm (this becomes less stringent as the cable grows). Based on the system proposed by Johnson Space Center the space elevator would need to avoid a piece of space debris every fourteen hours on average (see table 10.3.1). With an understanding of cable dynamics, a good computer system and the proposed anchor facility (Chapter 6: Anchor) this level of active avoidance is feasible.
Is a Symphony of music which does not have a second of silence (milli, pico, is that possible?) continuous or discrete?
originally posted by: Phage
a reply to: ImaFungi
Is a Symphony of music which does not have a second of silence (milli, pico, is that possible?) continuous or discrete?
Not possible. Unless you are in a perfectly anechoic environment.
Or in a sufficient vacuum to preclude the production of sound. Which would make a symphony pointless.
What does that have to do with what I said or your question?
What is not continuous about it if there is no silence, if from start to finish sound can consistently be registered?
What does that have to do with what I said or your question?
And you may say a single note is a discrete unit, but then it is also seen that a single note is not a single particulate, but requires a wave nature, a vibration, in short, multiple relative mass movement.
What does that have to do with what I said or your question? Apparently you have little understanding of musical theory or notation.
Well I guess you would say notes are by nature discrete, because they are a pitch, an exact wave range;
Apparently you have little understanding of the definition of sound.
s a sound wave discrete or continuous?
I agree.
I dont get what continuous means
originally posted by: Arbitrageur
So you're saying you've heard that answer before and that's not the answer you want?
originally posted by: darkorange
Thank you. My very question was to clear wave like particle answer. You did not get my point.
I posted two videos in the OP. The first one by Sean Carroll explains how we don't understand the true interpretation of quantum mechanics. The second video by Russ Blake attempts to explain all observations without any wave-particle duality and without any quantum mechanics at all. So if that's the kind of answer you want, watch Russ Blake's video, but it's almost certainly wrong, as would be any answer that denies the wave-particle duality of the behavior of subatomic particles. If the answer you're looking for is one which explains subatomic particles without wave-particle duality, maybe you're asking the wrong question, or maybe I still don't understand your question.
The right kind of question is: "How can we better understand Nature?". The wrong kind of question is "How do photons work in terms of things I'm familiar with in the everyday world?" The former is much more likely to lead to the path of truth, than the latter which appears to lead only to at best gross distortions of how nature behaves.
Of course, the intuitive expectation is that energy is not quantized. When you pedal a bicycle, do you expect it to jump suddenly from a speed of 1 kph to 3 kph, without ever going any speeds in-between, such as 2 kph? Of course not. Energy does not appear to be quantized to us on the scale of a bicycle.
originally posted by: ImaFungi
Can you conceive of any hypothetical example of how it would be possible or make sense in any reality that could ever be possible, for energy to not be quantized?
It's only when we look at small enough parts that we see things that no longer look familiar to us. An analogy is your monitor. Look at a picture on your monitor, and you may see a good image representing what was photographed. But, get out a powerful magnifying glass and look closely at your monitor, and what you often see are tiny little colored pixels with spaces in between them. The quantum world when viewed up close looks even more different from the classical world than your monitor looks up close compared to viewing the monitor from a distance.
That wouldn't be an honest answer though. I do think we have good evidence of wave-particle duality of photons, so for you to say you wanted an answer explaining them without wave-particle duality doesn't infer to me that I don't know the answer, it infers to me that you wanted an answer which was either not correct, or at best incomplete.
originally posted by: darkorange
I feel you could have simply said that you don't know the answer. It would have been sufficient enough.
Of course not. I got angry only two times in this thread, once when some thread hijackers tried to turn it into a 9/11 thread even after I asked them to stop and post their 9/11 comments in the 9/11 forum, and again when someone said the answers I posted from peer reviewed sources were wrong, and they knew the right answers but they weren't mainstream and they had zero sources to back them up. Even that last bit didn't make me mad until I asked them to stop posting their sourceless claims in this forum which is supposed to be for claims backed by sources, and they refused to go to the appropriate forum with those claims (skunk works).
Instead I had an impression you got angry with me.
originally posted by: Arbitrageur
That wouldn't be an honest answer though. I do think we have good evidence of wave-particle duality of photons