Lithium burning

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Lithium burning is a

nucleosynthetic process in which lithium is depleted in a star. Lithium is generally present in brown dwarfs and not in older low-mass stars. Stars, which by definition must achieve the high temperature (2.5 × 106 K) necessary for fusing hydrogen
, rapidly deplete their lithium.

7Li

Burning of

hydrogen fusion. Convection in low-mass stars ensures that lithium in the whole volume of the star is depleted.[citation needed] Therefore, the presence of the lithium line
in a candidate brown dwarf's spectrum is a strong indicator that it is indeed substellar.

6Li

From a study of lithium abundances in 53

may be one of the main sources of energy for T Tauri stars. Rapid rotation tends to improve mixing and increase the transport of lithium into deeper layers where it is destroyed. T Tauri stars generally increase their rotation rates as they age, through contraction and spin-up, as they conserve angular momentum. This causes an increased rate of lithium loss with age. Lithium burning will also increase with higher temperatures and mass, and will last for at most a little over 100 million years.

The P-P chain for lithium burning is as follows


p
 
6
3
Li
 
→ 
7
4
Be
(unstable)      
       
7
4
Be
 

e
7
3
Li
+
ν

p
 
7
3
Li
 
→  8
4
Be
 
(unstable)      
        8
4
Be
 
  →   2×  4
2
He
 
+ energy

It will not occur in stars less than sixty times the mass of Jupiter. In this way, the rate of lithium depletion can be used to calculate the age of the star.

Lithium test

The use of lithium to distinguish candidate brown dwarfs from low-mass stars is commonly referred to as the lithium test. Heavier stars like the Sun can retain lithium in their outer atmospheres, which never get hot enough for lithium depletion, but those are distinguishable from brown dwarfs by their size. Brown dwarfs at the high end of their mass range (60–75 MJ) can be hot enough to deplete their lithium when they are young. Dwarfs of mass greater than 65 MJ can burn off their lithium by the time they are half a billion years old; thus, this test is not perfect.[1]

See also

References