Below is the link to my new paper (4 pages)
http://vixra.org/abs/1501.0213
The Theory of Neutron Stars
Summary
Here, within the Scale-Symmetric Everlasting Theory (S-SET), I present the Theory of Neutron Stars. Neutron stars behave as liquid crystal, not a Fermi gas as it is in the mainstream cosmology. It causes that the upper limit for mass of a neutron star is calculated incorrectly and instead one Chandrasekhar limit there appear two. The second concerns the mass of the supernova SN 1987A so we still cannot see a neutron-star remnant in the place of explosion of this supernova. The mainstream cosmology should be reformulated.
The flat structures in the Type neutron-star liquid crystal are the squares with neutrons in their vertices whereas the elongated rectangular prisms consist of parallel neutron squares. In the neutron stars there is a lattice with mean side equal to (A + 4B) / sqrt(2), where A + 4B = 2.7048 fm is the radius of the last shell for the strong interactions which follows from the atom-like structure of baryons. Such conditions lead to the upper limit for mass of neutron star (of the neutron black hole) 24.81 solar masses.
There appear at least two Chandrasekhar limits i.e. masses of stars which explode as supernovae without a neutron-star remnant - they are 1.395 and 11.20 solar masses. The first mass is the very well known Chandrasekhar limit (it is the mass of the Type Ia supernovae).
The two mentioned here Chandrasekhar limits follow from perfect energy flow from core of a star towards its surface via the condensates of the Einstein-spacetime components which are the black holes in respect of the weak interactions. Such perfect energy flow leads to sudden collapse of whole star and, next, to violent full volumetric explosion so there is not created a neutron-star remnant. The condensates are the condensates in centres of muons (52.828 MeV) and centres of baryons (424.124 MeV). Their number densities increase rapidly for the threshold masses of stars. Presented here Theory of Neutron Stars is very simple and leads to observational facts.
http://vixra.org/abs/1501.0213
The Theory of Neutron Stars
Summary
Here, within the Scale-Symmetric Everlasting Theory (S-SET), I present the Theory of Neutron Stars. Neutron stars behave as liquid crystal, not a Fermi gas as it is in the mainstream cosmology. It causes that the upper limit for mass of a neutron star is calculated incorrectly and instead one Chandrasekhar limit there appear two. The second concerns the mass of the supernova SN 1987A so we still cannot see a neutron-star remnant in the place of explosion of this supernova. The mainstream cosmology should be reformulated.
The flat structures in the Type neutron-star liquid crystal are the squares with neutrons in their vertices whereas the elongated rectangular prisms consist of parallel neutron squares. In the neutron stars there is a lattice with mean side equal to (A + 4B) / sqrt(2), where A + 4B = 2.7048 fm is the radius of the last shell for the strong interactions which follows from the atom-like structure of baryons. Such conditions lead to the upper limit for mass of neutron star (of the neutron black hole) 24.81 solar masses.
There appear at least two Chandrasekhar limits i.e. masses of stars which explode as supernovae without a neutron-star remnant - they are 1.395 and 11.20 solar masses. The first mass is the very well known Chandrasekhar limit (it is the mass of the Type Ia supernovae).
The two mentioned here Chandrasekhar limits follow from perfect energy flow from core of a star towards its surface via the condensates of the Einstein-spacetime components which are the black holes in respect of the weak interactions. Such perfect energy flow leads to sudden collapse of whole star and, next, to violent full volumetric explosion so there is not created a neutron-star remnant. The condensates are the condensates in centres of muons (52.828 MeV) and centres of baryons (424.124 MeV). Their number densities increase rapidly for the threshold masses of stars. Presented here Theory of Neutron Stars is very simple and leads to observational facts.