Abstract

We identified a general course of classical nova outbursts in the <em>B − V</em> vs. <em>U − B</em> diagram. It has been reported that novae show spectra similar to A–F supergiants near optical light maximum. However, they do not follow the supergiant sequence in the color-color diagram, neither the blackbody nor the main-sequence sequence. Instead, we found that novae evolve along a new sequence in the pre-maximum and near-maximum phases, which we call the nova-giant sequence. This sequence is parallel to but Δ<em>(U − B)</em> ≈ −0.2 mag bluer than the supergiant sequence. After optical maximum, its color quickly evolves back blueward along the same nova-giant sequence and reaches the point of free-free emission (<em>B − V</em> = −0.03, <em>U − B</em> = −0.97) and stays there for a while, which is coincident with the intersection of the blackbody sequence and the nova-giant sequence. Then the color evolves leftward (blueward in <em>B − V</em> but almost constant in <em>U − B</em>) due mainly to development of strong emission lines. This is the general course of nova outbursts in the color-color diagram, which is deduced from eight well-observed novae including various speed classes. For a nova with unknown extinction, we can determine a reliable value of the color excess by matching the observed track of the target nova with this general course. This is a new and convenient method for obtaining color excesses of classical novae. Using this method, we redetermined the color excesses of nineteen well-observed novae.

Highlights

  • A classical nova is a thermonuclear runaway event on a mass-accreting white dwarf (WD) in a binary. Despite of their overall similarity, optical light curves of novae have a wide variety of timescales and shapes

  • Duerbeck & Seitter (1979) discussed that color evolutions of six novae are remarkably similar in the intrinsic (B − V )[0] versus (U − B)[0] color-color diagram independently of their different nova speed classes. van den Bergh & Younger (1987) derived general trends of color evolutions in nova light curves, i.e., (B − V )0 = 0.23 ± 0.06 at optical maximum and (B − V )0 = −0.02 ± 0.04 at t2, where tm (m = 2 or 3) is the days during which a nova decays by mth magnitude from its optical maximum and (B − V )[0] is the intrinsic B − V color of the nova

  • E(B − V ), of 23 novae assuming that all novae have the same intrinsic (B − V )[0] color at the stabilization stage, i.e., E(B −V ) = (B −V )ss −(B −V )0 = (B −V )ss +0.11, where (B − V )ss is the observed B − V color at the stabilization stage

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Summary

Introduction

A classical nova is a thermonuclear runaway event on a mass-accreting white dwarf (WD) in a binary. Van den Bergh & Younger (1987) derived general trends of color evolutions in nova light curves, i.e., (B − V )0 = 0.23 ± 0.06 at optical maximum and (B − V )0 = −0.02 ± 0.04 at t2, where tm (m = 2 or 3) is the days during which a nova decays by mth magnitude from its optical maximum and (B − V )[0] is the intrinsic B − V color of the nova. These two relations, often show large deviations from the values obtained by other methods.

Nova-giant Sequence in the Color-color Diagram
Common Paths of Novae in the Color-color Diagram
Estimates of Extinctions toward Various Novae
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