http://arxiv.org/pdf/0909.3060.pdf
Electric charge enhancements in carbon nanotubes On page 4 of the reference, three of my recently made assertions are demonstrated. 1. Charge is concentrated at the tip of the tube, 2. Tube Charge will be attracted to and amplified by the contract with the lattice where the charge will accumulate. 3. The lattice will respond to the concentrated charge from the tube with an induced counter charge that is capable of lowering the coulomb barrier. In an electron rich hydrogen envelope where there is a large excess of degenerate electrons produced by spark discharge, the figures for charge density listed in the reference will be greatly exceeded. The degenerate electron will pack onto the surface of the nanotubes. This theory is applicable to the Chin type reaction. In addition, remember that excess degenerate electrons will also lower the coulomb barrier broadly by long range opposite charge induction. *If someone can find a reference to paper that shows the spin of free electrons* * * *(i.e. not attached to atoms), I'd love to see it. :)* Look into dirac cones on the surface of three dimensional topologic insulators. The spin will move in synchrony with the circular path of the electron around the cone. I believe this is called strong spin orbit coupling. http://online.kitp.ucsb.edu/online/topomat11/hasan/pdf/Hasan_TopoMat11_KITP.pdf On Tue, May 22, 2012 at 11:06 PM, <[email protected]> wrote: > In reply to Axil Axil's message of Tue, 22 May 2012 22:33:09 -0400: > Hi, > [snip] > >Many delocalized electrons would orbit the diameter of the nano-tube in a > >cooper paired counter rotational spin up spin down couplet. The electron > >motion would be superconductive and the total excess charge would be > >proportional to the length of the nanotube. > > > I'm not sure that free electrons even have spin. > Consider the following and show me where I'm wrong. :) > > Draw an ellipse on a piece of paper. > Cut it out. > Stick a pin through one of the foci. > > The ellipse as a whole can be rotated about the pin. This is "l" (quantum > number). > > The movement of the electron around the circumference of the ellipse is > "s". > > No closed orbit -> no "s". > > If someone can find a reference to paper that shows the spin of free > electrons > (i.e. not attached to atoms), I'd love to see it. :) > > Regards, > > Robin van Spaandonk > > http://rvanspaa.freehostia.com/project.html > >
