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"Han de Bruijn" <Han.deBruijn@DTO.TUDelft.NL> wrote in message
news:6c832$4455b8c8$82a1e228$28484@news2.tudelft.nl...
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| http://hdebruijn.soo.dto.tudelft.nl/QED/index.htm
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| Han de Bruijn
The so-called self-energy of an electron is bogus. Its energy comes
from the quantum "vacuum" which has the infinite energy. It is easy to
see in this mass equation for an electron.
m_e = (e*sqrt(hbar*c)/w_C*w1)(8pi^3/(L_C^2*L1*sqrt(alpha)))
Which reduces to the compton wavelength expression,
Lambda/2pi = hbar/(m_e*c) or to
m_e*c^2 = 2pi*hbar*c/lambda
Where e is electronic charge, sqrt(hbar*c) is quantum "vacuum" charge
(QVC), w_C is electron compton frequency, w_1 is frequency related to
QVC, L_C is electron compton wavelength, L1 is a length associated with
w1 via w1 = 2pi*c/L1 and alpha is the fine structure constant. So we
can see here the infinity doesn't show up simply because if you
integrate over all time, then the electron has infinite energy. But it
is not so-called "self-energy". The above expression is simply
electronic charge interacting with QVC in a certain volume of space.
Very simple.
m_e = charge^2*time^2/volume
Which is what should be expected.
http://www.vacuum-physics.com/QVC/quantum_vacuum_charge.pdf
http://arxiv.org/abs/physics/0601110
FrediFizzx
http://www.vacuum-physics.com
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