Question B4 a) Sketch a graph of the present day abundances of the elements. List the key features of your graph. [5 marks] b) During Big Bang Nucleosynthesis neutrinos freeze out at t≈1s, and Helium production begins around t≈300 s. Give a discussion of the physical processes during this time, and show that the mass fraction of 4He to Hydrogen is approximately 1/4. (You may use the following facts: The temperature of the Universe scales with time as T(t)~ · 1010 K 1º K (15) 12. The number density of a non-relativistic particle of mass m in equilibrium scales as n x e-me²/kBT) [8 marks] c) Explain what is meant by r-process and s-process, and the astrophysical environments in which they take place. Explain, with the aid of a diagram, their importance in the formation of the elements d) [5 marks] Estimate the upper mass of a neutron star in solar mass units. Explain your reasoning, and comment on your answer. (You may assume that the escape velocity for an object mass M and radius R is v = √2GM/R.) [7 marks]
Question B4 a) Sketch a graph of the present day abundances of the elements. List the key features of your graph. [5 marks] b) During Big Bang Nucleosynthesis neutrinos freeze out at t≈1s, and Helium production begins around t≈300 s. Give a discussion of the physical processes during this time, and show that the mass fraction of 4He to Hydrogen is approximately 1/4. (You may use the following facts: The temperature of the Universe scales with time as T(t)~ · 1010 K 1º K (15) 12. The number density of a non-relativistic particle of mass m in equilibrium scales as n x e-me²/kBT) [8 marks] c) Explain what is meant by r-process and s-process, and the astrophysical environments in which they take place. Explain, with the aid of a diagram, their importance in the formation of the elements d) [5 marks] Estimate the upper mass of a neutron star in solar mass units. Explain your reasoning, and comment on your answer. (You may assume that the escape velocity for an object mass M and radius R is v = √2GM/R.) [7 marks]
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![Question B4
a)
Sketch a graph of the present day abundances of the elements. List the key features of
your graph.
[5 marks]
b) During Big Bang Nucleosynthesis neutrinos freeze out at t≈1s, and Helium production
begins around t≈300 s. Give a discussion of the physical processes during this time, and
show that the mass fraction of 4He to Hydrogen is approximately 1/4.
(You may use the following facts: The temperature of the Universe scales with time as
T(t)~
· 1010 K
1º K (15) 12.
The number density of a non-relativistic particle of mass m in equilibrium scales as n x
e-me²/kBT)
[8 marks]
c) Explain what is meant by r-process and s-process, and the astrophysical environments in
which they take place. Explain, with the aid of a diagram, their importance in the formation
of the elements
d)
[5 marks]
Estimate the upper mass of a neutron star in solar mass units. Explain your reasoning, and
comment on your answer.
(You may assume that the escape velocity for an object mass M and radius R is v =
√2GM/R.)
[7 marks]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe2962121-0a97-46bc-b1d6-6f63cad67dd3%2F38fe9ff1-a7ca-4670-9e7a-1120f923b959%2Fiwwjr1_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Question B4
a)
Sketch a graph of the present day abundances of the elements. List the key features of
your graph.
[5 marks]
b) During Big Bang Nucleosynthesis neutrinos freeze out at t≈1s, and Helium production
begins around t≈300 s. Give a discussion of the physical processes during this time, and
show that the mass fraction of 4He to Hydrogen is approximately 1/4.
(You may use the following facts: The temperature of the Universe scales with time as
T(t)~
· 1010 K
1º K (15) 12.
The number density of a non-relativistic particle of mass m in equilibrium scales as n x
e-me²/kBT)
[8 marks]
c) Explain what is meant by r-process and s-process, and the astrophysical environments in
which they take place. Explain, with the aid of a diagram, their importance in the formation
of the elements
d)
[5 marks]
Estimate the upper mass of a neutron star in solar mass units. Explain your reasoning, and
comment on your answer.
(You may assume that the escape velocity for an object mass M and radius R is v =
√2GM/R.)
[7 marks]
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