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Table 4.

Spectral representation of all the employed RMF EOS.

EOS γ0 γ1 γ2 γ3 p0 % RE
EOS1 0.9368 0.5084 –0.1512 0.0100 2.3e+33 0.5023
EOS2 0.6425 0.7209 –0.2287 0.0172 2.4e+33 0.0518
EOS3 0.6488 0.7571 –0.2360 0.0175 2.2e+33 0.0721
EOS4 1.0026 0.4939 –0.1660 0.0119 1.4e+33 0.0439
EOS5 0.8759 0.5776 –0.1959 0.0147 1.9e+33 0.0542
EOS6 1.1172 0.1133 –0.0317 0.0012 1.1e+33 0.0799
EOS7 1.1334 0.0755 –0.0249 0.0009 1.4e+33 0.0634
EOS8 1.2349 0.0871 –0.0326 0.0013 1.3e+33 0.1359
EOS9 1.3365 0.0650 –0.0342 0.0021 1.0e+33 0.2074
EOS10 1.4053 –0.0054 –0.0168 0.0007 1.1e+33 0.0948
EOS11 0.7885 0.3558 –0.0918 0.0048 2.2e+33 0.2113
EOS12 1.1019 0.1633 –0.0494 0.0023 1.6e+33 0.0668
EOS13 0.6199 0.5032 –0.1221 0.0071 2.5e+33 0.2778
EOS14 1.0968 0.2814 –0.0868 0.0049 1.3e+33 0.1851
EOS15 1.1175 0.2604 –0.0715 0.0034 1.0e+33 0.3341
EOS16 0.9500 0.3657 –0.1142 0.0073 1.7e+33 0.1548
EOS17 0.6207 0.5822 –0.1499 0.0091 2.3e+33 0.2642
EOS18 0.6025 0.6341 –0.1615 0.0098 2.0e+33 0.2765
EOS19 0.6244 0.6703 –0.1802 0.0115 1.8e+33 0.2340
EOS20 0.7339 0.6448 –0.1634 0.0097 1.2e+33 0.2055
EOS21 0.9125 0.5346 –0.1416 0.0088 1.2e+33 0.4828

Notes. The conversion of the 21 EOSs to the spectral representation format Lindblom (2010) is in pressure based forms, where ϵ0/c2 = 2.03 × 1014 g/cm3 and xmax = 10. These are the parameters that have been fitted, along with the highest relative error, referred to as “RE”. The unit of p0 is dyne × cm−2.

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