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March 24, 20260 citationsOpen Access

CCEGA Tidal Deformability: Equation-of-State Dependence and Three Distinguishable Scenarios for IR1/O5

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MSMarc López Sánchez

Key Points

  • To evaluate the tidal deformability of CCEGA in the context of different equations of state for neutron stars.
  • Numerical calculations of tidal deformability ratios using relativistic polytropes and realistic equations of state.
  • Analysis of data from LIGO-Virgo-KAGRA runs with a focus on Bayesian neutron star merger events.
  • Evaluation of three distinct scenarios based on varying central densities (ρc) and equations of state.
  • Reported a tidal deformability ratio of Λ_CCEGA/Λ_GR = 1.570 using a specific relativistic polytrope.
  • Calibrated estimates with realistic equations of state yield Λ_CCEGA/Λ_GR between 1.2 and 1.4.
  • Three distinguishable scenarios for neutron stars yield tidal deformability values for Λ(1.4) ranging from approximately 314 to 493.

Abstract

The CCEGA tidal deformability ratio ΛCCEGA/ΛGR = 1. 570 reported in Paper XII was computed with a relativistic polytrope (Γ=2. 5) whose central density at 1. 4 Msun is ~10 ρₙuc — substantially higher than realistic equations of state such as APR4 (~5. 5 ρₙuc). Paper XII is not invalidated: its calculation is numerically correct for the stated EOS. With realistic EOS, a perturbative estimate calibrated to the Paper XII result gives ΛCCEGA/ΛGR ~ 1. 2–1. 4. Three scenarios are distinguishable by the LIGO-Virgo-KAGRA IR1/O5 runs with σ_Λ ~ 50 from ~10 BNS events: (1) GR + APR4: Λ (1. 4) ≈ 314; (2) CCEGA with ρc = 5–8 ρₙuc: Λ (1. 4) ≈ 400–530; (3) CCEGA with ρc = 10 ρₙuc (Paper XII): Λ (1. 4) ≈ 493. MPA1 is excluded by GW170817 independently of ρc. The full numerical TOV+Love calculation with realistic EOS is identified as the primary open problem in the neutron-star sector and a direct collaboration target.

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Cite This Study

Marc López Sánchez (2026) studied this question.

synapsesocial.com/papers/69c229b2aeb5a845df0d47afhttps://doi.org/10.5281/zenodo.19158383
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