This is an invitation to everyone or anyone to see an artist theory on the physics of light and time!
This theory is based on two postulates
1. Is that the quantum wave particle function Ψ represents the forward passage of time ∆E ∆t ≥ h/2π itself
2. Is that Heisenberg’s Uncertainty Principle ∆×∆p×≥h/4π that is formed by the w- function is the same uncertainty we have with any future event that we can interact with turning the possible into the actual!
@EveryoneIsBoring Nothing is outdated for the means of learning. Even though it is not used, it is neccesary to understand the basic concepts and how the proccesses and understands of sciences have changed over time.
This is really excellent stuff, explained very well without resorting to patronizing gimmicks - 5 stars on all of them. However you ought to resync the audio to the video. Take a look at virtualdub it should be able to do that (it's free).
I just love the flawless logic which it is employed along the entire exposition. Take a look for example when he presents the Meissner effect and states very clearly -from the Maxwell equations - that it cannot be derived from the null resistance. I also was delighted when he shows the construction of the Pb - oxide - Al joint, to form the 'potential barrier'. My great respect for Mr. Leitner - who should be on his eighties - this is a work to be very proud of.
Absolutely great. It may be from 1965, but nothing said is wrong today. It is stated clearly with straight-forward examples that are easy to see and thereby understand. Methodically, Prof. Leitner goes from one observable to another with concise, precise descriptions of infinite conductivity, the Meissner effect and cooper pairs (though he does not name the last one). All other videos I have seen have been, at best, demonstrations. This is an explanation of the highest order.
Interesting video!
This is an invitation to everyone or anyone to see an artist theory on the physics of light and time!
This theory is based on two postulates
1. Is that the quantum wave particle function Ψ represents the forward passage of time ∆E ∆t ≥ h/2π itself
2. Is that Heisenberg’s Uncertainty Principle ∆×∆p×≥h/4π that is formed by the w- function is the same uncertainty we have with any future event that we can interact with turning the possible into the actual!
nickharvey7 2 months ago
I wonder if he knows, that he's on youtube..^^
Volthan 4 months ago
@EveryoneIsBoring Nothing is outdated for the means of learning. Even though it is not used, it is neccesary to understand the basic concepts and how the proccesses and understands of sciences have changed over time.
shadethedarkbringer 5 months ago
I'd be keen to hear Sara Palin's input on this!
michaelmouse1 1 year ago
thanks for posting, i feel like i'm in college again
brianmenendez 2 years ago
sweet - if only science tv was this robust today
dibbuck 2 years ago 10
This is really excellent stuff, explained very well without resorting to patronizing gimmicks - 5 stars on all of them. However you ought to resync the audio to the video. Take a look at virtualdub it should be able to do that (it's free).
Zantorc 2 years ago 7
I just love the flawless logic which it is employed along the entire exposition. Take a look for example when he presents the Meissner effect and states very clearly -from the Maxwell equations - that it cannot be derived from the null resistance. I also was delighted when he shows the construction of the Pb - oxide - Al joint, to form the 'potential barrier'. My great respect for Mr. Leitner - who should be on his eighties - this is a work to be very proud of.
Danitech2999 3 years ago 5
Many thanks!
ale86itn 3 years ago
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ale86itn 3 years ago
Comment removed
ale86itn 3 years ago
Absolutely great. It may be from 1965, but nothing said is wrong today. It is stated clearly with straight-forward examples that are easy to see and thereby understand. Methodically, Prof. Leitner goes from one observable to another with concise, precise descriptions of infinite conductivity, the Meissner effect and cooper pairs (though he does not name the last one). All other videos I have seen have been, at best, demonstrations. This is an explanation of the highest order.
jflomax1 3 years ago 3