Can someone explain this? ΔxΔp≥h/2
heisenberg uncertainty principle
Watch mystery of light by walter lewin, it will give you good knowledge about light including this heisenberg uncertainty principle.
But can't you briefly explain it here?
it tells about the uncertainty in momentum and position of small particles
like photons and atoms?
turing come to twiddla i need u
It is the limit of experimental detection. No device even theoretically can possible have a greater accuracy than this. x is positions, p is momentum, and h is Planck's constant 6.62x10^(-34). This equation shows that experimental detection will always have one or the other as a limiting agent. If we want a high degree accuracy measurement for the position, the momentum becomes more vague. If we want a very specific measurement for the momentum, the measurement of the position will be uncertain. Since the product of these two measurements are are limited by the number 1/2 Planck's constant (which is very small), this fact has little effect on macroscopic objects. Even the effect on atoms is quite small. It's only on the level of electrons or smaller that this inequality really starts to matter. I wish I was a quantum physicist and could tell you more, but I'm not, so here's wiki: http://en.wikipedia.org/wiki/Uncertainty_principle Look at the argument's like "Heisenberg's microscope" to get an idea on the origin of these ideas.
as for you arvind I'll look, but I just woke up, so who know is I can help.
I have a few questions on that, what is plancks constant good for, is it like the pi of momentum? What is experimental detection?
it is smallest quantity of energy
comes in package called quanta
Isn't that "quant"?
quanta is plural, singular in quantum
Oh, so does that mean that quantum mechanics is about the energy in photons and atoms and such?
yeah, it is physics of very small
where things act sometime like wave , other time like particle
That should be the most important part of phisyics, right?
yes, but also very difficult
Im sure its worth it, i mean if you have a better understanding of the smallest particles of physics you should find more answers about regular physics right?
I think so, but you should know classical physics well before learning quantum
Aw.. How well are we talking about, college level? Can i boost my knowledge in some way?
yes, I recommend watching lewin's lecture series . There are three series ; the third one deal with wave so it should get you started on this stuff
So yes to the college level? Where can i find lewins lectures?
mechanics series http://www.youtube.com/watch?v=PmJV8CHIqFc electricity and magnetism http://www.youtube.com/watch?v=3omwHv3Cmog wave http://www.youtube.com/watch?v=OvDePn41fPY
Also this is from one of the pioneer of quantum mechanics/electrodynamics http://www.youtube.com/watch?v=QeBkMzSLA8w
Should i take mechanics first?
yes
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