Electromagnetic radiations are waves, of course. The photoelectric effect led A. Einstein to suggest that light of frequency V is made up of distinct energy quanta with the formula epsilon = hv. We try to treat a thin beam of a conical wave train with energy hv as a photon and watch what occurs in order to follow Einstein's advice. We first demonstrate that such a train must be enclosed by a perfect reflection membrane with a lateral border of zero rest mass. Then we show that the membrane is divided into equal portions with the same quantity of various charges by a pair of symmetrical spirals with a maximum stress of infinity (Sigma max infty E2). If the field is sufficiently intensified and the mass and charge requirements are satisfied, the membrane will split into two "pm" charged particles with spins of h/2. The internal mass distribution and charge symmetry have been proved to be helical. Then, we demonstrate that the spin of this class of particles often consists of two components: translational motion and additional self-rotation caused by the translational motion of the spiral structure. Despite the fact that the wave function interpretation is different, we were able to show that the differential equation of motion particle's inner system is satisfied and resembles the Schrodinger equation.
Author(s) Details:
Chen Sen Nian,
Department of Physics, (National) Hua Qiao University Quanzhou, Fujian, P. R. China.
Please see the link here: https://stm.bookpi.org/NTPSR-V6/article/view/7207
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