Photon as closed world

Photon as closed world V.T. Vertushkoff Dniepropetrovsk, 49128, Ukraine www.vertushkov.dp.ua [http://www.vertushkov.dp.ua] Date of place: 08.02.2000 The characteristics of the closed world having formed with the annihilation of an electron and a positron have been received. In the past [1] it was proposed, that the physical vacuum serves as the source of energy, detaching with gravitational interaction of masses. The interacting masses compensate the arising vacuum energy ε <0 and acquire a defect of the mass . The closed world, arising from the gravitational collapse of the mass M, is a massless particle. The effect of the attraction into the electrical interaction is also accompanied by a defect of the mass of the interacting charged masses. It is supported the energy 1,02 MeV is detached by vacuum during the annihilation of the almost resting e – and e + . The arising energy of vacuum ε ≈ -1,02 MeV is compensated by the whole of the mass of the rest e – and e + with the energy of the masses E=2m e c 2 1,02 MeV. More over the zone of the space consisting in e - and e + forms the closed world, i.e. the photon equal to zero mass of the rest. A defect of the mass m f forming by a closed system (of the photon) is m f = m f -2m e = -2m e A photon transfers from real space to vacuum (virtual) condition at a moment of its formation. In a statical closed world [1] the masses m e of the resting e – and e + are zero. In consequence of that they do not interact between themselves with the defect of the mass m<0 (an effect of attraction). Let a distance r in accordance with Coulomb’s law equals a radius of the curvature R of the spherical symmetrical closed world containing the resting e – and e + . Thus where E 1,02 MeV is energy of annihilation. Curvature C G of photon’s closed space is (the energy ε -2m e c 2 compensates masses 2m e ). Photon’s energy, as closed world, is the energy of its gravitational field. As seen from the next example. Planck’s massless particle is the closed world containing planck’s charged mass m p . Energy of the external gravitational field of a particle is E =| ε |=m p c 2 [1,2]. On the other hand, the wave length of the particle =2 l g , where l g is planck’s length. Thus the energy of the particle is E=h ν =hc/ =m p c 2 . The formed during the annihilation of e – and e + a photon has the external gravitational field with the energy of vacuum ε = -2m e c 2 . References: [1] V.T. Vertushkoff. Planck's units. [2] V.T. Vertushkoff. Planck's particles Pl and – possible connection with other particles. E-mail: vertushkov@ua.fm V. Vertushkoff Kommunarovskaya str. 16, Flat 332 City Dniepropetrovsk UKRAINE, 49128