Murray State's Digital Commons - Scholars Week: Simulations of Magnetar Spin-Down Lifetimes Using Magnetic Braking Models
 

Honors College Senior Thesis Presentations

Simulations of Magnetar Spin-Down Lifetimes Using Magnetic Braking Models

Presenter Information

Sophie WesselFollow

Academic Level at Time of Presentation

Senior

Major

Physics

List all Project Mentors & Advisor(s)

Dr. Joshua Ridley

Presentation Format

Oral Presentation

Abstract/Description

The beginnings of magnetar lifetimes are not very well understood. It is important to improve our understanding of magnetar origins in order to investigate possible evolutionary connections to other classes of NS, such as X-ray dim isolated NSs (XDINSs). Here we follow in the steps of another paper in modeling the spin evolution of magnetars, utilizing two avenues of evolution: one involving exponential B-field decay, and the other involving sub- and super-exponential B-field decay. We replicate the results of the paper, utilizing Monte Carlo methods to generate and evolve synthetic populations of magnetars, which are then compared to the current known magnetar population. We replicate the heat maps generated in their search for optimal model parameters; we also generate for other models heat maps that were not included in the original paper. We then investigate modifications to the B-field decay model in the case of sub-exponential decay, particularly investigating the introduction of a non-decaying core B-field

Fall Scholars Week 2024 Event

Honors College Senior Thesis Presentations

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Simulations of Magnetar Spin-Down Lifetimes Using Magnetic Braking Models

The beginnings of magnetar lifetimes are not very well understood. It is important to improve our understanding of magnetar origins in order to investigate possible evolutionary connections to other classes of NS, such as X-ray dim isolated NSs (XDINSs). Here we follow in the steps of another paper in modeling the spin evolution of magnetars, utilizing two avenues of evolution: one involving exponential B-field decay, and the other involving sub- and super-exponential B-field decay. We replicate the results of the paper, utilizing Monte Carlo methods to generate and evolve synthetic populations of magnetars, which are then compared to the current known magnetar population. We replicate the heat maps generated in their search for optimal model parameters; we also generate for other models heat maps that were not included in the original paper. We then investigate modifications to the B-field decay model in the case of sub-exponential decay, particularly investigating the introduction of a non-decaying core B-field