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Elements of classical structure of physical vacuum Rykov A.V.
With the help of interaction a photon with physical vacuum on the basis of classical representations is established, that there are tied charges, composed by electron and positron. On the basis of the energy equation of photon and deformation the distance between charges in the tied charge is received. The limiting deformation of the tied charge for red border of photon frequency is determined. The dependence of polarization of physical vacuum on deformation of the tied charge is deduced and some energy ratios are considered. Is established, that a key role in all ratios plays of the constant thin structure of radiation • As classical structure of physical vacuum (PV) we shall understand some structural formations deduced, basically, with the help of classical physics operation on the help of the Coulomb and Newton laws. It means, that the consideration of the problem does not involve relativity (speeds compared to speed of light), quantum mechanics etc. modern physical theories. The author is far from opposition of classical and modern representations and uses the classical approach as the simplified method of a task with the sole purpose  to receive some simple approach to a complex and difficult problem. For penetration into PV structure the phenomenon of “photoeffect” is used, though there are also other ways in the given direction, for example, task after Lamb for thin structure of radiation (1947). Let's consider a photon interaction with PV. For the decision of a task we shall accept, that PV has some structure. Photon, having frequency “ ”, deforms PV structure. Being in structure of PV with the size between its elements “ ”, photons deforms structure on distance . Thus the energy of deformation will be , where  electron charge,  intensity of an electrical field of structure. The photon energy is equal to energy of deformation:
The deformation depends on time (photon Û electromagnetic phenomenon with amplitude ):
Let's define intensity of an electrical field, where  uncertain factor of proportionality:
Let's substitute the received expressions (amplitude from 2 and intensity from 3 in 1):
It is natural to assume  speed of light. Let's define unknown number:
where ,  vacuum magnetic constant,  vacuum electrical constant. In result we have value of return size of thin structure constant. Have received from (5) the known formula for a Plank constant:
The done operation and its result  first certificate about not of hopelessness of the put task. The following stage will be the reference to the “photoeffect” for PV. It is known, that photon with energy turns to a pair of electron+positron. From classical point of view, probably, it is necessary to tell, that photon “beats out” from PV structure the specified pair of particles (photoeffect in the pure state). It is not far from the fact, known in physics, of realization under influence of photon with of the necessary frequency (energy) of pair from virtual particles of PV. A deliberate arbitrariness in a choice of exact size of red border for photon frequency is allowable for our case. Is clear, that actually this frequency can be unsignificant less or on much greater. For definition “ ” we shall take advantage of the equation of energy under the Coulomb law and photon energy :
From (7) we find the value of a structural element of PV:
We have distance between virtual charges of electron and positron, forming the certain tied charge of PV, which in 2,014504 times is less than classical radius. Limiting deformation of the tied PV charge, which is border of its “destruction” at photoeffect is defined from:
The deformation in PV is less than the given size should carry electroelastic character and at the greater size deformation to result in destruction of the tied charge, to birth of pair free electron and positron with zero speed of outcome at exact performance of equality (7). The little bit large photon energy with its frequency for giving unzero speed of outcome of pair of particles is required. A remarkable consequence from the formula (9) 
It indirectly testifies, that the put problem is solved in physical (scientific) frameworks. Under the given formula the connection of strength in PV deformation through constant of thin structure and distance in tied pair of electron+positron is carried out. Let's define the deformation of PV from an electron through the equation of energy of a electrical field of electron and energy of deformation:
The deformation of PV from electron as well as a ratio of classical radius and size of the tied charge is less in 2,0145 times. As in PV the certain tied charge is found out, it will be natural fair to speak about polarization of physical vacuum. The similar judgements about its polarization can be found out and in other authors. Let's establish connection of PV polarization from a electron charge on its surface and on distance of Boor radius:
The polarization decreases on 9 orders at distance from a positive elementary charge up to the first orbit of atom of hydrogen. Let's notice, that and . From here is received connection of polarization and deformation for elementary charges.
As in (14) the structural PV elements are used only, the account of polarization can be executed for any deformations of PV from any physical reasons influencing on PV. For example, account of PV deformation from gravity acceleration of the Earth:
Where and  constant gravitation. Return account of polarization of the tied charges of PV on its deformation from gravity acceleration of Earth:
For the Sun the PV deformation on an orbit of the Earth on the average, designed on Ì/ñ2, will be: and the accordingly polarization of PV is equal . For the control we shall calculate force of an attraction of the Earth on the part of the Sun by two ways: . The divergence in results occurs only at the expense of existing limits of accuracy of definition entrance sizes . If at electromagnetic disturbances the polarization of PV occurs in a cross direction to propagation, at a static electricity and at gravitational influences the polarization of PV occurs in a longitudinal direction [Ðûêîâ À.Â. The law of Newton  Coulomb // UIPE RAS, Ì, 1999, 28 p.]. The size of relative deformation defines speed of light near to powerful sources of gravitation: . For example, the corner of refraction of light which is taking place concerning to a surface the Sun will be , that practically is confirmed on experience. Let's address to power ratio at a photoeffect. The energy Dg (formula 7) goes on break of ties electron+positron in the tied charge of PV and formation of free pair of electron and positron with energy , i.e. Dg,, where the energy of break is designed agrees
Let's notice, that the relation of energy of connection to energy of pair of electron and proton is equal . Thus, constant of thin structure is equal to the relation of energy of connection of the tied PV charge to energy of pair electron and positron at free condition of rest . Continuing the classical approach to structure of PV, we shall notice, that force of elastic deformation
Let's check up correctness of accounts. Energy of deformation Dg. Coincides with complete energy of a photoeffect in PV. Let's write the linear differential equation of the tied charge in the scalar form:
Let's receive linear frequency of own fluctuations of charges in the tied charge. Frequency From expression for cyclic frequency of the equation (20) . RESULTS Attempt to define structure of physical vacuum with the help of interaction of photon with PV has resulted in the following:
The problem of “structure” of physical vacuum is even very far from the decision. Obviously, the quantum approach is necessary for deeper and detailed study of PV on micro level, and at about light speeds of movements of material bodies and particles in PV the account relativity of effects is necessary.


(c) A.V.Rykov 19982000 