"Atlas of Secular Light Curves of Comets"

TL;DR

This paper compiles a large dataset of comet light curves to analyze their properties, classify comets by age and size, and introduce new parameters, revealing complexities and gaps in current understanding.

Contribution

It presents a comprehensive atlas of comet secular light curves with new parameters like P-AGE and T-AGE, and classifies comets based on these metrics.

Findings

Introduction of P-AGE and T-AGE as robust classification parameters

Identification of new comet classes based on photometric properties

Revealing complexities in comet light curves beyond current models

Abstract

In this work we have compiled 37,692 observations of 27 periodic and non-periodic comets to create the secular light curves (SLCs), using 2 plots per comet. The data has been reduced homogeneously. Our overriding goal is to learn the properties of the ensemble of comets. More than 30 parameters are listed, of which over ~20 are new and measured from the plots. We define two ages for a comet using activity as a proxy, the photometric age P-AGE, and the time-age, T-AGE. It is shown that these two parameters are robust, implying that the input data can have significant errors but P-AGE and T-AGE come out with small errors. This is due to their mathematical definition. It is shown that P-AGE classifies comets by shape of their light curve. The value of this Atlas is twofold: The SLCs not only show what we know, but also show what we do not know, thus pointing the way to meaningful observations. Besides their scientific value, these plots are useful for planning observations. The SLCs have not been modeled, and there is no cometary light curve standard model as there is for some variable stars (i.e. eclipsing binaries). Comets are classified by age and size. In this way it is found that 29P/Schwassmann-Wachmann 1 is a baby goliath comet, while C/1983 J1 Sugano-Saigusa-Fujikawa is a middle age dwarf. There are new classes of comets based on their photometric properties. The secular light curves presented in this Atlas exhibit complexity beyond current understanding.