An Ultra-compact Object from Semi-classical Gravity
I. Prasetyo, H. S. Ramadhan, A. Sulaksono

TL;DR
This paper investigates whether a semi-classical gravity modification can produce distinct ultra-compact objects from those predicted by general relativity, finding that the effects are negligible for physically relevant parameter ranges.
Contribution
It analyzes the negative branch of a semi-classical gravity-modified TOV equation and shows it does not significantly alter ultra-compact object properties compared to GR.
Findings
Mass-radius curves are indistinguishable from GR results.
The parameter $l_p$ must be much larger than Planck length.
No significant gravitational echo effects are produced.
Abstract
In a recent report, Carballo-Rubio [1] utilizes the semi-classical theory of gravity to obtain a generalized Tolman-Oppenheimer-Volkoff (TOV) equation. This model has a new coupling constant implying two different modified TOV equation forms characterized by the sign of . The negative branch reduces to the ordinary GR-TOV in the limit of , while the positive one does not. In the positive branch, Carballo-Rubio was able to find the exact solutions using the constant- trick. In this work, we investigate whether this theory's negative branch can also provide a different feature of the ultra-compact object compared to those obtained from the GR-TOV equation. We study ultra-compact objects with an isotropically ideal fluid matter where we use a simple but physically motivated equation of state with =1 and =1/3. In general, we obtain that…
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