Using a semi-empirical theory of interaction between neutrons in atomic nuclei, the average energy of a neutron, the equation of state, and the pressure-compressibility relation is computed for a neutron gas of very high density (n ≈ 10 15 gcm -3 ). The results are applied to the computation of the mass and the radius of a neutron star as a function of the central density. For the critical mass, above which a neutron star cannot exist, a value of 0.96 solar masses is found.
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Open AccessZur Theorie der NeutronensterneJune 2, 2014
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Open AccessFree-Bound Model of the Plasma in EquilibriumJune 2, 2014
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Open AccessDegree of Ionization of a Plasma in EquilibriumJune 2, 2014
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June 2, 2014
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Open AccessUntersuchungen am ElektronenstrahlplasmaJune 2, 2014
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June 2, 2014
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Open AccessEine VB-CI-Beredinung des AmmoniakmolekülsJune 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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Open AccessDie Wärmeleitfähigkeit von GaP und AlSbJune 2, 2014
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June 2, 2014
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June 2, 2014
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Open AccessNotizen: Neue Kristallstruktur von festem NeonJune 2, 2014
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Open AccessNotizen: Zur Erniedrigung des elektrischen Widerstandes bei der Bildung von NickelhydridJune 2, 2014
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Open AccessNotizen:Dickenbestimmung ebener dünner Mehrfachschichten durch Röntgen-Fluoreszenz-analyseJune 2, 2014
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Open AccessNotizen: Gauge Invariance of Vector MesonsJune 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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Open AccessNotizen:Adsorption von Silicium auf Wolframeinkristallflächen im Feldelektronenmikroskop1June 2, 2014
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Open AccessSachverzeichnisJune 2, 2014
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Open AccessAutorenverzeichnisJune 2, 2014