Stellar $\beta^{\pm}$ decay rates of iron isotopes and its implications in astrophysics
Jameel-Un Nabi

TL;DR
This paper presents improved microscopic calculations of stellar $eta^{ ext{±}}$ decay rates for iron isotopes using pn-QRPA theory, revealing these rates are much smaller than previously thought and impacting supernova models.
Contribution
The study provides a detailed, state-by-state calculation of stellar decay rates for iron isotopes, challenging prior assumptions and reducing the importance of certain isotopes in supernova evolution models.
Findings
Stellar $eta$-decay rates of $^{54,55,56}$Fe are 3-5 orders of magnitude smaller than earlier estimates.
Positron decay rates agree with large-scale shell model calculations.
Iron isotopes $^{55,56}$Fe are less relevant for presupernova evolution than previously assumed.
Abstract
-decay and positron decay are believed to play a consequential role during the late phases of stellar evolution of a massive star culminating in a supernova explosion. Recently the microscopic calculation of weak-interaction mediated rates on key isotopes of iron was introduced using the proton-neutron quasiparticle random phase approximation (pn-QRPA) theory with improved model parameters. Here I discuss in detail the improved calculation of decay rates for iron isotopes (Fe) in stellar environment. The pn-QRPA theory allows a microscopic "state-by-state" calculation of stellar rates as explained later in text. Excited state Gamow-Teller distributions are much different from ground state and a microscopic calculation of decay rates from these excited states greatly increases the reliability of the total decay rate calculation specially during the late…
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