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- W2004879591 abstract "Abstract By use of semiclassical mean-field methods, we study the dependence of the curvature-energy coefficient and other surface properties of nuclear matter upon the energy-density functional. This is done both by solving the Euler-Lagrange equation with a simplified phenomenological functional and by obtaining a variational solution with a fourth-order extended Thomas-Fermi functional. The calculated curvature-energy coefficient a c decreases with increasing value of the bulk nuclear incompressibility coefficient K for physically relevant values of K , but always remains larger than 3 MeV in either approach when the volume-energy coefficient, saturation density, surface-energy coefficient and surface diffuseness are constrained to their experimental values. The calculated values of the curvature-energy coefficient a c are significantly larger than experimental values obtained from analyses of fission-barrier heights and ground-state masses of nuclei throughout the periodic table. Among possible resolutions of this anomaly, we suggest that relativistic effects or correlations may play a significant role in the nuclear surface, or that the leptodermous expansion may break down in regions of large curvature, such as occurs for highly deformed shapes and for light nuclei." @default.
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- W2004879591 date "1988-11-01" @default.
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- W2004879591 title "Anomaly in the nuclear curvature energy" @default.
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- W2004879591 doi "https://doi.org/10.1016/0375-9474(88)90152-2" @default.
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