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Mathematical sequence, distributions of chemical elements by the principle of the relation of a charge to mass number (m / z) makes general idea of structural distribution of nuclear charges in the global volume (Pi/6).

www.mendeley.com/profiles/alexander-khripkov1, Doc6(3), Download DOC (243 KB).

 

Thus, all other measurements of projections of charges are in a global uniform surface of a sphere. Dynamic development of projections of density of charges, in static system of primary volume, units connected with mathematical structure: [(2^-1) + (3^-1) + (6^-1)]. Change of conditions of structure in values of unit are defined by the mechanism of the communication, the subsequent distribution of all charges of nuclear symbols. In this case, change of number of a charge is accompanied by system of the spheres sharing positions of projections. Thus, in the conditions of system of spheres there is a dynamic gradation of charges in unit structure. These processes don't influence the static global volume of local distribution of functions of charges of the established units which are in structure of gradation of spherical projections. The offered principle defines any position of counting for any nuclear symbol. In the mathematical table of isotopes process of expansion of Hydrogen due to change of structure of unit is used. Sequence of falling of a charge of Hydrogen to value of number: (0,5039889) makes a projection of a charge of Oxygen in unit structure.

This number doesn't correspond to a half of a charge of Hydrogen. This number corresponds to further distribution of functions of spheres of protons and neutrons as a part of a nucleon in volume of charge structure. The numbers of processes defining structures of communication of the subsequent nucleons are distributed by the principle of projections of charges as a part of each unit. The mechanism of projections is based on the principle of formation of global volume by mathematical structures of the accepted constants. Instability of a position of volume of global unit (Pi/6) in a pose of structure of unit [1 - (Pi/6)] defines value of mass number of Hydrogen, as a projection of own structure. This projection has one feature of division of extent of education in a volume formula. The extent of the transformation (12) consisting of work of part of a cubic root and the doubled square minus the first degree. It is characteristic sequence of development of communication of projections of charges in structure of units. Conditions of charges of Oxygen and Nitrogen are in the structure (Pi) of distribution of functions of formation of volume.

Square root of the relation of charges: [(7^-1) / (8^-1)] is density of a charge of Carbon.

Feedback of structure of distribution: { Pi / [exp ((7^-1) / (8^-1))] } ^4 and Ln { [(6 (expPi)) ^-1] – 2 } correspond to value of a proton.

The relation of global volume to own projection corresponds to approximate value (1/2) communications of a proton and a neutron in static Hydrogen.

This definition is corrected by the same dividing degree (12) for communication conditions: [(Pi/6) / (1 – (Pi/6))] → H^12.

The difference, between a projection of primary volume, corresponds to the basis of a square root of number of a neutron: [Ln (3 √ (0,047197551^-1))] → to mn^2.

Degree of number of a neutron and the basis of a square of a neutron corresponds to number of the radian defining further function of value of projections of neutrons in structure of volume. Degree of a square corresponds differences of initial projections: [2 (Pi/6) = (1 – (Pi/6)) + 1].

The maintenance of integers of charges in structure of unit makes consecutive variable drawing of projections in the linear dependence, divided by fractional numbers. Sum of integers equally to quantity of protons or neutrons. Correction of distribution of number of a charge and quantity of neutrons corresponds to equality of values of the maintenance of neutrons charge number.

Thus, the integer projection contains optical effect of the refraction, dividing integer in structure of unit on components, for example: (1 – 5^-1) = (1 + 4^-1) ^-1.

In this case, value of an integer (5) defines function of number of a charge. Value (1 + 4) defines function of number of neutrons. Nucleon number (m / n) comprises a code of decimal fraction – structure of a numerical matrix of distribution of charges and neutrons of a certain order for each number.

These codes aren't equal in a general view. For example, numbers: (0,824175824) and (0,897435897) contain total number (13) and different codes. Therefore, (13 ≠ 13).

Number code: (0,824175824) = (1+4+1+2+5).

Number code: (0,897435897) = (1+8+1+3). The mechanism of definition of codes is defined by a ratio of projections of various charges in unit structure.

Conditions of a code of number: (0,824175824) contain the module of projections: [(5/8) / (7/15)].

Conditions of a code of number: (0,897435897) contain the module of projections: [(5/6) / (13/14)].

In value: (13/14) the charge (14) = [1 – (13/14)] is used. In value: (5/6) the charge (6) = [1 – (5/6)] is used.

Supersymmetry of distribution of mirror kernels is distributed by quantitative charges of Nitrogen and Oxygen in the conditions of structure of global volume. Definition of genetic numbers of protons and neutrons, is distributed in projections of these charges as functions of protons and neutrons. Thus, value of a charge gets the Nitrogen, containing conditions of the relation of a root of a static neutron to a proton in the eighth degree. Thus, the mechanism of transition of a charge of Oxygen in number of a genetic neutron is accompanied doubled quantitative a static proton in number unit of volume eight. In this case, the code of structure of charges of a neutron of Oxygen contains a set of incomplete projections. In the conditions of mirror kernels of genetic symbols, the projection of the general proton distributes and divides functions of protons and neutrons directly with structure of primary volume. Consecutive communication of codes of nuclear charges makes a gravitational constant of communication of the projections containing the general structure of volume.

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