Novae: I. The maximum magnitude relation with decline time (MMRD) and distance
Nimisha G. Kantharia (National Centre for Radio Astrophysics, Tata, Institute of Fundamental Research, Pune)

TL;DR
This paper revisits and refines the maximum magnitude relation with decline time (MMRD) for novae, providing a physical derivation, improved calibration, and demonstrating its effectiveness for distance estimation across different nova types.
Contribution
It offers a new physical derivation of the MMRD, a better-constrained calibration, and confirms its broad applicability and accuracy for nova distance measurements.
Findings
Derived a physical basis for the MMRD.
Provided a more precise MMRD calibration: M_{V,0} = 2.16 log_{10}t_2 - 10.804.
Showed MMRD's effectiveness as a distance estimator across nova types.
Abstract
The origin and calibration of the maximum absolute magnitude relation with decline time (MMRD) for novae, first derived by Zwicky (1936) empirically validated by McLaughlin (1940) and widely used to estimate distances to classical novae and the near-constancy of the absolute magnitude of novae, 15 days after optical maximum, suggested by Buscombe and de Vaucouleurs (1955) are revisited in this paper and found to be valid. The main results presented in the paper are: (1) A physical derivation of the MMRD based on instantaneous injection of energy to the nova system. (2) A significantly better-constrained MMRD: M_{V,0} = 2.16(+-0.16)log_{10}t_2 - 10.804(+-0.117) using a two step calibration procedure. (3) It is shown that the MMRD is one of the best distance estimators to novae available to us and that accuracy of the distances is predominantly limited by an underestimated peak apparent…
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Taxonomy
TopicsAstronomical Observations and Instrumentation · Astrophysical Phenomena and Observations · Gamma-ray bursts and supernovae
