phenomenon

red giant variability

Periodic brightness variations and pulsation cycles observed in red giant stars.
25 related articles · 1 formulas

Description

Red giant variability refers to the periodic changes in brightness observed in evolved stars that have exhausted the hydrogen in their cores and expanded into red giants. These stars pulsate with periods ranging from days to hundreds of days, driven by internal oscillations that cause the star's outer layers to expand and contract. The variability is not random; it follows regular patterns that depend on the star's mass, radius, and internal structure, making it a powerful tool for studying stellar evolution and measuring distances.

History

The variability of red giants was noticed in the 19th century with stars like Mira, but the theoretical understanding of pulsation as a diagnostic tool developed in the mid-20th century. The connection between period and luminosity was established by the 1960s, leading to the use of red giants as standard candles.

How it works

The pulsations are primarily driven by the kappa mechanism, where opacity variations in the star's outer layers trap heat, causing the envelope to expand. As the star expands, it cools, becomes more transparent, and then contracts again, setting up a self-sustaining oscillation. For red giants, the dominant mode is often radial, meaning the entire star expands and contracts in unison. The period of these oscillations scales with the square root of the star's density, so measuring the period reveals the star's mean density and, combined with temperature, its mass and radius.

In practice

Red giant variability is used to measure distances to stars within our galaxy and nearby galaxies, and to determine the ages of stellar populations. It also helps calibrate the cosmic distance ladder.

Fun fact

The Sun will become a red giant in about 5 billion years and will pulsate with a period of roughly 5 months, causing its brightness to vary by a few percent.

Concept graph →

Formulas

$$M_{I}^{\rm TRGB} \approx -4.05$$
Tip of the red giant branch standard candle magnitude.
What is in the formula
M_I^TRGBvariableabsolute I-band magnitude at the tip of the red giant branch — absolute magnitude
m_{i}^{\rmtrgb}\approx-4.05 · 2606.05144v2

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