| Dualism of Light Quanta . -
01-25-2006, 08:50 AM
Dualism of Light Quanta .
A quantum of light is a privileged particle. No other particle can travel with the speed (c = 1). There are two kinds of spins, as a result of which the particle attains motion. 1)Under the action of Planck's spin, which is equal to the unit ( h =1) a quantum of light flies rectilinearly with speed (c = 1). The geometrical form of a circle: (C/D = 3,14). A quantum of light behaves as a particle.
2) Under the action of Goudsmit-Uhlenbeck's spin, ( ħ = h / 2p) a quantum of light rotates around of the diameter and is known as electron. The geometrical form of a circle is transformed into a sphere. This kind of movement is described by Lorentz's transformations . The wave properties of light quantum are shown. The dualism of a particle becomes clear and the paradox disappears completely. When the form of a circle is change into the form of a sphere, the transcendental magnitude (p = 3,14) is change on another transcendental magnitude (е = 2,71). The transformation of a circle to a sphere (spin) is described by the geometry of N. Lobachevsky, F. Klein, A. Poincare. The transformation of sphere into circle is algebraically described by a formula, which was discovered by L. Euler in 1748. cos j + i sin j = e ij
Last edited by dleviwing : 01-25-2006 at 10:40 AM.
Reason: formating
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