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Originally posted by TeslaandLyne
Anything else real can you can think of from what we already knew and
a formula was upgraded to quantum style, can you toss me a bone here.
Quantum modeling came from known energy levels.
Real knowledge came first.
Getting it real was missed even by Newton and Maxwell.
Forces can left out and solutions agreed upon to mislead the underlings.
You think great minds are going to tell you exactly how things work.
Get real.
How many published electrical circuits work out when you build them.
Got you there.
Well I assume the video is real quantum Wave Functions because of the
symbol he showed that tracks in the text books.
edit on 9/30/2012 by TeslaandLyne because: (no reason given)
Originally posted by TeslaandLyne
reply to post by ubeenhad
Sure.
There is no theory in empirical data.
Its all real.
A lot of data is formulated into a law.
Something that actually happens.
www.google.com...
here are some examples
www.google.com...
things like
k , is Boltzmann's constant.
The constant fits the data but is not explained further.
k is perhaps shown by quantum and Einstein methods to be some
fancy probability distribution.
But the process is already known.
The physical measurements and attributes are fixed forever.
There are still unclear areas to some not even going into quantum
or wave functions that may still impact what is real.
Well thats my other side of real physics I suppose.
Originally posted by ubeenhad
reply to post by yampa
Impossible.
You can't describe particle motions with classical mechanics because of the Heisenberg uncertainty principle, among other things. But lets just focus on uncertainty.
"the more accurate you define an objects position the less accurately you can define its momentum."
This is due to the wave-particle duality of all matter.
You cant describe the orbit of an electron with classical mechanics, along with pretty much any quantum mechanical event.
Originally posted by yampa
Originally posted by ubeenhad
reply to post by yampa
Impossible.
You can't describe particle motions with classical mechanics because of the Heisenberg uncertainty principle, among other things. But lets just focus on uncertainty.
"the more accurate you define an objects position the less accurately you can define its momentum."
This is due to the wave-particle duality of all matter.
You cant describe the orbit of an electron with classical mechanics, along with pretty much any quantum mechanical event.
Sorry? Which skeptics are you talking about? afaik there is no current professional dissent against the basic ideas of Quantum Mechanics? You will not find a single mainstream science book which is dissent against the fundamentals of Quantum Mechanics either. Dissent just doesn't exist in the professional forum anymore.
There are trends in academic physics, some ideas go out of favour. String theory seems to be taking a nosedive, for instance. Some theoretical physicists stack more mathematics (or use fake mathematics) on top of the old and call it a new framework But no scientist ever tears the theory down and starts again from basic physical principles using transparent fundamental mathematics. Why would they do that - Quantum Mechanics is what pays their wages?
I think the uncertainty principle says less than you seem to believe. It says nothing about whether it is possible to model general, canonical particle motion using non-probabilistic methods. It says nothing about the ability to provide rational physical mechanics to particle motion theory. The uncertainty principle is basically saying 'your data is only as good as your instruments'. But the issue here isn't whether we can record infinitely detailed data about particle motion, the issue is whether we can model that motion canonically using rational mathematics.
I say that is possible to physically explain reality, without any 'quantum weirdness' and the models which would allow you to do that are already out there if you look properly.
Originally posted by ubeenhad
Please actually find out what uncertainty means. its not saying anything about our instruments. If a photon or any other particle interacts with another one there is uncertainty. it is impossible to get rid of uncertainty because the only way to interact with something is with particle interactions. I cannot stress how wrong you are, and until you can prove you actually have half a clue what unceartaty is im not gunna continue to waste my time. For some good literature I suggest even a laymen level book on QM should set you straight.
What Einstein's E=mc2 is to relativity theory, Heisenberg's uncertainty principle is to quantum mechanics—not just a profound insight, but also an iconic formula that even non-physicists recognize. The principle holds that we cannot know the present state of the world in full detail, let alone predict the future with absolute precision. It marks a clear break from the classical deterministic view of the universe.
Yet the uncertainty principle comes in two superficially similar formulations that even many practicing physicists tend to confuse. Werner Heisenberg's own version is that in observing the world, we inevitably disturb it. And that is wrong, as a research team at the Vienna University of Technology has now vividly demonstrated.
Led by Yuji Hasegawa, the team prepared a stream of neutrons and measured two spin components simultaneously for each, in direct violation of Heisenberg's version of the principle. Yet, the alternative variation continued to hold. The team reported its results in Nature Physics on January 15. (Scientific American is part of Nature Publishing Group.
Originally posted by yampa
Originally posted by ubeenhad
Please actually find out what uncertainty means. its not saying anything about our instruments. If a photon or any other particle interacts with another one there is uncertainty. it is impossible to get rid of uncertainty because the only way to interact with something is with particle interactions. I cannot stress how wrong you are, and until you can prove you actually have half a clue what unceartaty is im not gunna continue to waste my time. For some good literature I suggest even a laymen level book on QM should set you straight.
Which version of the uncertainty principle do you subscribe to?
What Einstein's E=mc2 is to relativity theory, Heisenberg's uncertainty principle is to quantum mechanics—not just a profound insight, but also an iconic formula that even non-physicists recognize. The principle holds that we cannot know the present state of the world in full detail, let alone predict the future with absolute precision. It marks a clear break from the classical deterministic view of the universe.
Yet the uncertainty principle comes in two superficially similar formulations that even many practicing physicists tend to confuse. Werner Heisenberg's own version is that in observing the world, we inevitably disturb it. And that is wrong, as a research team at the Vienna University of Technology has now vividly demonstrated.
Led by Yuji Hasegawa, the team prepared a stream of neutrons and measured two spin components simultaneously for each, in direct violation of Heisenberg's version of the principle. Yet, the alternative variation continued to hold. The team reported its results in Nature Physics on January 15. (Scientific American is part of Nature Publishing Group.
www.scientificamerican.com...
Originally posted by ubeenhad
Find me a source that says uncertainty is due to our measuring devices. A peer reviewed one preferably. Scientific american doesnt cut it lol(which it didn't say)
Originally posted by ubeenhad
You can't describe particle motions with classical mechanics because of the Heisenberg uncertainty principle
edit on 1-10-2012 by ubeenhad because: (no reason given)
Originally posted by ubeenhad
Please, your embarrassing yourself.
edit on 1-10-2012 by ubeenhad because: (no reason given)
Originally posted by TeslaandLyne
I doubt you can locate an electron if you wanted to much less
find the momentum without locating the electron.
This is so stupid and all unreal physics models.
Originally posted by TeslaandLyne
I doubt you can locate an electron if you wanted to much less
find the momentum without locating the electron.
This is so stupid and all unreal physics models.
I am wondering why electrons don't crash into protons, thus destroying the world. The only reasons I can find are because electrons can only exist in electron orbitals and at certain energy levels. Why can electrons only exist in these conditions?
- Mary Woodruff
Iowa State University, Ames, Iowa
A:
Mary- That's a really important and deep question. I've borrowed part of our answer to a related question, because this one is important enough to answer more than once.
Naturally, one would think that because protons are positively
charged, and electrons are negatively charged, the two should attract
and stick together. The reason that doesn't happen can't even begin
to be explained using classical physics. This was one of the key
mysteries that were cleared up right away by the invention of quantum
mechanics around 1925.
The picture you often see of electrons as small objects
circling a nucleus in well defined "orbits" is actually quite wrong.
As we now understand it, the electrons aren't really at any one place
at any time at all. Instead they exist as a sort of cloud. The cloud
can compress to a very small space briefly if you probe it in the
right way, but before that it really acts like a spread-out cloud.
The weird thing about that cloud is that its spread in
space is related to the spread of possible momenta (or velocities) of
the electron. So here's the key point, which we won't pretend to
explain here. The more squashed in the cloud gets, the more spread
out the range of momenta has to get. That's called Heisenberg's
uncertainty principle. It could quit moving if it spread out more,
but that would mean not being as near the nucleus, and having higher
potential energy. Big momenta mean big kinetic energies. So the
cloud can lower its potential energy by squishing in closer to the
nucleus, but when it squishes in too far its kinetic energy goes up
more than its potential energy goes down. So it settles at a happy
medium, with the lowest possible energy, and that gives the cloud and
thus the atom its size.
Originally posted by yampa
Originally posted by TeslaandLyne
I doubt you can locate an electron if you wanted to much less
find the momentum without locating the electron.
This is so stupid and all unreal physics models.
Ask them why the electron doesn't crash into the proton?
I am wondering why electrons don't crash into protons, thus destroying the world. The only reasons I can find are because electrons can only exist in electron orbitals and at certain energy levels. Why can electrons only exist in these conditions?
- Mary Woodruff
Iowa State University, Ames, Iowa
A:
Mary- That's a really important and deep question. I've borrowed part of our answer to a related question, because this one is important enough to answer more than once.
Naturally, one would think that because protons are positively
charged, and electrons are negatively charged, the two should attract
and stick together. The reason that doesn't happen can't even begin
to be explained using classical physics. This was one of the key
mysteries that were cleared up right away by the invention of quantum
mechanics around 1925.
The picture you often see of electrons as small objects
circling a nucleus in well defined "orbits" is actually quite wrong.
As we now understand it, the electrons aren't really at any one place
at any time at all. Instead they exist as a sort of cloud. The cloud
can compress to a very small space briefly if you probe it in the
right way, but before that it really acts like a spread-out cloud.
The weird thing about that cloud is that its spread in
space is related to the spread of possible momenta (or velocities) of
the electron. So here's the key point, which we won't pretend to
explain here. The more squashed in the cloud gets, the more spread
out the range of momenta has to get. That's called Heisenberg's
uncertainty principle. It could quit moving if it spread out more,
but that would mean not being as near the nucleus, and having higher
potential energy. Big momenta mean big kinetic energies. So the
cloud can lower its potential energy by squishing in closer to the
nucleus, but when it squishes in too far its kinetic energy goes up
more than its potential energy goes down. So it settles at a happy
medium, with the lowest possible energy, and that gives the cloud and
thus the atom its size.
van.physics.illinois.edu...
edit on 1-10-2012 by yampa because: (no reason given)
Originally posted by ubeenhad
I dont have to ask.
Its basic Quantum electro dynamics.
It actually makes the same point I was earlyer, if you read it a couple times maybe you will pick up on it and edit that post before i take the time to fully embarrass you.