Radial oscillations and gravitational wave echoes of strange stars with nonvanishing lambda
Jyatsnasree Bora, Umananda Dev Goswami

TL;DR
This study investigates how the cosmological constant influences radial oscillations and gravitational wave echoes of strange stars, using different equations of state and analyzing their mass-radius relations and mode frequencies.
Contribution
It introduces a detailed analysis of the impact of the cosmological constant on strange star oscillations and gravitational wave echoes, including new calculations of eigenfrequencies and GWE frequencies.
Findings
The effective range of the cosmological constant for strange stars is between 10^{-15} and 3×10^{-13} cm^{-2}.
Eigenfrequencies of fundamental and pressure modes are computed for different EoSs.
Relations between the cosmological constant, mode frequencies, and structural parameters are established.
Abstract
We study the effect of the cosmological constant on radial oscillations and gravitational wave echoes (GWEs) of non-rotating strange stars. To depict strange star configurations we used two forms of equations of state (EoSs), viz., the MIT Bag model EoS and the linear EoS. By taking a range of positive and negative values of cosmological constant, the corresponding mass-radius relationships for these stars have been calculated. For this purpose, first we solved the Tolman-Oppenheimer-Volkoff (TOV) equations with a non-zero cosmological constant and then we solved the pressure and radial perturbation equations arising due to radial oscillations. The eigenfrequencies of the fundamental -mode and first 22 pressure -modes are calculated for each of these EoSs. Again considering the remnant of the GW170817 event as a strange star, the echo frequencies emitted by such stars in presence…
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