A three-wave model of the elementary particle

P. Román

G. Costa, F. Scaramuzzi, Livio Scarsi

Terubumi Honjou

1) An elementary particle is the quantum which assumed darkness energy to meet outer space a place and repeats a particle trip, a wave trip, the pulsation of the minus number particle trip. 2)The pulsation is expressed in the wave function of the Schrodinger equation, and the real number axis of the equation is equivalent to horizon (mc²=0) of the pulsation model. 3)The wave packet representing the particle which an equation shows is elementary particle pulsation, and the natural collapse of the wave packet does not occur. It is not a pilot wave leading a particle. 4)The elementary particle has minus number mass by original mass, a minus number particle trip by a particle trip, and it is a particle having size intermittently, and it is by the wave trip with the point that there is not of the size. 5)All mass of the elementary particle converts it into energy by a pulsatile wave trip and are released in the horizon (three-dimensional space) and it is absorbed again and becomes the particle. 6)Negative energy is offset plus every pulsation 1 cycle, and the energy grand total of the place of the dark energy to pulsate becomes zero. (supersymmetry).

San Fu Tuan

Terubumi Honjou

An elementary particle pulsation hypothesis comments on an uncertainty principle in a figure. An elementary particle pulsation hypothesis is physics of the dark energy. According to the elementary particle pulsation hypothesis, In a particle trip and a minus number particle trip, the elementary particle has size intermittently and can establish a position. A particle trip and the minus number particle trip are the four-dimensional space that is not recognizable, five dimensions of space-time. It is called a virtual space. The wave trip is recognizable three-dimensional space, four-dimensional space-time. In a wave trip, the mass of the elementary particle is zero. It is the point that does not have size. The position of the elementary particle is not clear. By a particle trip, the minus number particle trip, the elementary particle can establish a position. There cannot decide a value of the energy. The wave trip can observe numerical value of the energy, but cannot decide the position of the elementary particle.

E. de Prunelé

A solvable model for non relativistic quantum scattering in three-dimensional space of a particle off several interactions centred at n arbitrary points is given. The interaction at one centre can be very different from the interaction at another. Each interaction centred at a given point can be effective on any partial wave with respect to this point. Each centred interaction is a sum of projectors on a finite number of partial waves relative to the centre. Elementary applications are given.