Avoidance of Big Crunch Singularity in the Q-SC-CDM model via nonminimal coupling: Theory and Data Analyses
Yerlan Myrzakulov, Saddam Hussain, Mohd Shahalam

TL;DR
This paper explores a non-minimally coupled scalar field dark energy model that can avoid Big Crunch singularities, analyzes its dynamics, and tests its compatibility with cosmological data, finding it comparable to within uncertainties.
Contribution
It introduces a novel scalar field dark energy model with non-minimal coupling that can eliminate future Big Crunch singularities and provides a comprehensive data analysis showing its viability.
Findings
The model can avoid Big Crunch singularity in certain parameter regimes.
It predicts stable de-Sitter solutions consistent with observations.
The model fits cosmological data similarly to within 68",
Abstract
We investigate a class of scalar field dark energy models non-minimally coupled to gravity, characterized by a double exponential potential and parameterized coupling . We study the cosmological dynamics for a recently proposed descending dark energy model, namely, Q-SC-CDM. Initially, we choose distinct values of coupling parameter. For some values of , the evolution of the universe is split up into three different phases: {\it decelerated expansion (early time), accelerated expansion (late-time) and slow-contraction (future era)}, and provide Big Crunch Singularity at distant future. In other scenario, the phase of slow-contraction vanishes, cosmic acceleration is obtained at current epoch, and the universe gets de-Sitter expansion at distant future. It is remarkable to see that the Big Crunch Singularity is redundant in the later case. Next, we investigate the phase space…
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