Lepton of space in a composition of atom of hydrogen.

Calculation will be carried out{will be spent} for equator.


The lepton of space having the tubular shape and "enveloping" a lepton of Time, in a composition of atom has, also, the tubular shape and the same as, coats with itself a lepton of Time. A charge and mass of quantum at a lepton of space in a composition of atom the same, as at a lepton of Time. It is definable frequency:

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For security of a pressure gradient we count, that velocity and density remain same as with not obturated, "free" lepton:

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Let's discover a wave length and, accordingly, length of quantum of a lepton as the quantum in a composition of a lepton of space "is not unreeled" on tachyons as quantum in a composition of a lepton of time.

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Length of a lepton of Time same, as at a lepton of space. It is definable quantity{amount} of quantums in a lepton of space:

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We determine the complete mass of a lepton of space (or neutrino of space), knowing quantity{amount} of quantums in a lepton of space:

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We determine volume of all lepton, radiating from fathoming, that the density of a lepton of space in a composition of atom is equal to a permittivity of vacuum:

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Sectional area of a ring of a tubular lepton:

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The breadth of a ring can be calculated precisely enough by formula:

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Where R - radius of a tube of an interior lepton of Time.
Energy of a lepton of space:

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In Kalagia it is said, that the fire of Time (interior space of a substance) is latent by light or an outer space of a substance.
Hence, the tubular lepton of space is light, which quantum (we can count his{its} quantum) has no gravitational mass as in his{its} volume there is no pressure drop and slopes of density. The lapse rate of pressure in all a complex of leptons of space shapes a gravitational mass of a lepton of Time and, accordingly, all gravitational mass of atom.
In a lepton of space there is, also, a longitudinal undular process, i.e. there is a longitudinal wave with speed of light - with. This process shapes small additional pressure, inverse on quantity of a permeability of vacuum.

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The wave length is equal to length of quantum, then frequency:

* It is very important quantity!!!

The aggregate energy of exterior leptons of space in a composition of atoms of hydrogen:

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In atom energy of a nucleus, as well as his{its} mass, are outside atom, energy of an electron is in volume of the atom. This energy is shaped by two rotaried rings (see section: « we Simulate atom »). The gravitational mass of an electron is shaped by helicoid quantums inside a nuclear leptonic ring.
In a field with a pressure gradient, the electron with a gravitational mass 9,1х10 ^-31 kg has volume:

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Knowing quantity{amount} of the leptons formative atom, the volume of one lepton of the space participating in shaping of a gravitational mass of an electronic cloud (it is taken into account, that the cloud will be divided{shared} into two halves as rings - two) is definable.

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The diameter of a tube of a lepton will be the same, as diameter of a tube of rings. Then we shall discover length of the lepton included in an electronic cloud:

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Quantity{Amount} of quantums in one lepton of an electronic cloud, knowing length of quantum in a lepton of space:

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Probablly, there should be a whole quantity{amount} - in our case six. Lapses in calculations.
We determine density in one leptonic tube:

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The charge remains constant as frequency remains constant (the rate of flux and arrival of quantums should be equal). As frequency and length of quantum are constant, also velocity remains constant. It is definable pressure:

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In an electronic cloud there is an essential pressure drop, therefore an electronic cloud has a gravitational mass to equal mass of an electron. It is definable the aggregate energy of an electronic cloud:

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Value is much less in comparison with energy of rings.
Settlement radius of atom of hydrogen R H = 4,871 x 10 ^-11 m, length of lepton L i = 6,692 x 10 ^-10 m. In fourteen times more radius. It confirms an opportunity of a motion of a lepton inside atom of hydrogen on a spiral (see section « we simulate atom » fig. 67). As a whole the picture will look as shown in fig. 75.

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