2021
DOI: 10.48550/arxiv.2109.03827
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Detailed numerical implementation of the wide binary test

Abstract: The observed flat rotation curves of galaxies are among a number of astrophysical phenomena which require a larger acceleration than can be provided by the Newtonian gravity of the detected baryons. The main proposed solutions are additional undetected mass in the form of dark matter, or a low-acceleration modification to Newtonian gravity known as Milgromian dynamics (MOND). It is possible to directly test MOND using wide binary stars in the Solar neighbourhood, as these systems should contain a dynamically i… Show more

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Cited by 3 publications
(2 citation statements)
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“…To advance our understanding of this phenomenon, it will be important to achieve more direct tests on the sub-pc scale. Three methods have been proposed to achieve headway: (i) Using very wide binary systems to test the law of gravitation (Hernandez et al 2012;Scarpa et al 2017;Banik et al 2021;Pittordis & Sutherland 2022, but see Clarke 2020Loeb 2022a).…”
Section: Discussionmentioning
confidence: 99%
“…To advance our understanding of this phenomenon, it will be important to achieve more direct tests on the sub-pc scale. Three methods have been proposed to achieve headway: (i) Using very wide binary systems to test the law of gravitation (Hernandez et al 2012;Scarpa et al 2017;Banik et al 2021;Pittordis & Sutherland 2022, but see Clarke 2020Loeb 2022a).…”
Section: Discussionmentioning
confidence: 99%
“…It will therefore be important to jointly fit the wide binary and close binary populations, though it is probably safe to treat the two as independent and the close binaries as Newtonian. A careful statistical treatment is required to determine whether wide binaries can be fit using Newtonian gravity, or if they require a helping hand from Milgrom (for a detailed plan, see Banik, Pittordis & Sutherland 2021b). Properties of the close binary population can be deduced from the tail at high v and from systems with low r sky , where MOND effects should be insignificant.…”
Section: Using the Velocity Distributionmentioning
confidence: 99%