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- W27690247 abstract "We demonstrate that, within the relativistic ensuremath{sigma}-ensuremath{omega} model, the uniform mean-field solution for infinite nuclear matter is unstable for certain values of the scalar mass. For scalar masses greater than about 690 MeV, there is a state of nuclear matter which has a spatially periodic density and is lower in energy than the uniform state. We also demonstrate that the periodic state of nuclear matter has a lower compressibility than the uniform state, and that the density of the periodic state can be interpreted in terms of alpha-particle clustering. Furthermore, the secondary effects of the instability of nuclear matter can be seen in relativistic calculations of finite nuclei and similar effects are present in electron scattering data." @default.
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- W27690247 date "1990-03-01" @default.
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- W27690247 title "Instability of infinite nuclear matter in the σ-ω model" @default.
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- W27690247 doi "https://doi.org/10.1103/physrevc.41.1234" @default.
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