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Stellar mass

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Astronomers use the term stellar mass to describe the total amount of matter in a star. Because stars vary so much in size, scientists usually measure mass in relation to our Sun. They call the mass of the Sun one solar mass. For instance, the bright star Sirius has about 2 solar masses. This measurement is vital because mass dictates how a star lives and dies. A star's mass is not always a constant number. It can change over time through several different processes. A star might lose mass through stellar wind or pulsational behavior. Conversely, a star can gain mass if it accretes matter from a companion star.

Mass is the primary factor that determines a star's evolutionary path. As stars reach the end of their nuclear fusion lifetimes, they can be grouped by mass. Very-low-mass stars, those below 0.5 solar masses, follow a unique path. They do not enter the asymptotic giant branch, which is a specific stage of stellar evolution. Instead, they evolve directly into white dwarfs. In theory, these stars live so long that none have had time to reach this stage in the history of the universe. Low-mass stars with masses below 1.8 to 2.2 solar masses do enter the asymptotic giant branch. During this stage, they develop a degenerate helium core.

Stars with more mass follow even more complex paths. Intermediate-mass stars undergo helium fusion. This process results in the development of a degenerate carbon-oxygen core. Massive stars are much larger, with a minimum mass of 5 to 10 solar masses. These giants undergo carbon fusion during their lives. Their existence ends violently in a core-collapse supernova explosion. This massive explosion can leave behind a stellar-mass black hole. The mass of a star also works with its radius to determine surface gravity. Giant stars have much lower surface gravity than main sequence stars. In contrast, compact stars like white dwarfs have much higher surface gravity. This gravity can even change how a star's spectrum looks by causing a broadening of absorption lines.

Some stars reach incredible sizes that challenge our understanding of physics. Eta Carinae is one of the most massive stars ever known. It possesses 100 solar masses, but its life is very short. It lasts only a few million years at most. Some studies of the Arches Cluster suggest that 150 solar masses might be the upper limit for stars today. This limit may be linked to Eddington luminosity. This is the maximum amount of light that can pass through a star's atmosphere without pushing its gases into space. However, the star R136a1 in the RMC 136a cluster was measured at 215 solar masses. This discovery questions the 150 solar mass limit. Scientists believe stars larger than 150 solar masses in the R136 cluster may form through collisions. These stars merge in close binary systems to bypass the limit.

History and theory also suggest that the first stars were much larger than those we see now. These are called Population III stars. They formed after the Big Bang and may have reached masses of 300 solar masses or more. They were so large because they lacked elements heavier than lithium. While these supermassive stars are now long extinct, they remain a key theoretical concept. On the other end of the scale, we find extremely small stars. AB Doradus C is the smallest known star undergoing nuclear fusion. It has a mass of only 0.09 solar masses, which is about 93 times the mass of Jupiter. For stars with a composition similar to the Sun, the theoretical minimum mass for fusion is about 75 Jupiter masses. However, in stars with very low metallicity, the minimum mass can be as low as 8.3% of the Sun's mass, or 87 Jupiter masses.

Objects that fall below these minimum mass limits are known as brown dwarfs. These bodies occupy a grey area between true stars and gas giants. It is also important to note that even stable stars like our Sun are constantly changing. The Sun loses mass through the emission of electromagnetic energy and the solar wind. Currently, the Sun expels about 10^9 kilograms of mass every year. This rate will increase as the Sun enters its red giant stage. It will climb to 10^11 kilograms per year at the tip of the red-giant branch. Later, on the asymptotic giant branch, it will reach 10^-13 solar masses per year. Finally, as it creates a planetary nebula, the rate peaks between 10^-5 and 10^-4 solar masses per year. By the time the Sun becomes a white dwarf, it will have lost 46% of its original mass.

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