Robin,
I think I pointed out a similar relation a while back. My memory is
not very good though. It had to do with the speed of thermal pulses
though very fine metal whiskers. Heat pulses were measured at the
mean speed of the conduction band electrons, which is about 2x10^6 m/
s, which is about twice Frank's constant. I never did find that
article though.
On Dec 21, 2011, at 4:54 PM, [email protected] wrote:
In reply to Mark Iverson's message of Tue, 20 Dec 2011 11:34:04
-0800:
Hi,
alpha*c is the speed you get for the electron in a Bohr orbit,
utilizing the De
Broglie wavelength. What is not apparent from the snippet quoted is
why this
velocity follows from a "screw type of motion".
Might I suggest all Not Off Topic (i.e., technical, aka, ‘signal’)
postings use NOT in the subject line to make them more obvious to
those who care not to waste bandwidth on the personal aspects of
the Rossi saga…
In my latest session of ‘serendipitous surfing’, I was scanning a
PDF of the document in the Ref: section below, and noticed this
little bit of text and the accompanying calculation:
==============================
“This screw type of motion obviously is optional and let us
suppose that it corresponds to the electron motion in Bohr atom at
orbit a0 with energy of 13.6 eV. Then the axial velocity is:
v = (e^2) / ( 2*h*epsilon_sub_0 )
= alpha*c
= 2.18769e6 m/s (3)
where:
e = charge of electron,
h = Planck constant,
c = speed of light,
alpha = fine structure constant
==============================
Now what struck me was the result, 2.188e6 m/s.
This is exactly twice the constant in Znidarsic’s work, 1.094e6 Hz.m
Any connection?
Frank, does this make sense to you?
-Mark
Ref:
Theoretical Feasibility of Cold Fusion According to the BSM -
Supergravitation Unified Theory
Stoyan Sarg Sargoytchev
York University, Toronto, Canada
E-mail: [email protected]
Regards,
Robin van Spaandonk
http://rvanspaa.freehostia.com/project.html
Best regards,
Horace Heffner
http://www.mtaonline.net/~hheffner/
