Astrophysics Flashcards

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1
Q

Light or freely moving objects follow a particular path in spacetime. What is this path called?

A

Geodesic

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2
Q

By referring to ‘frames of reference’, in which situations would the following apply?

a) Special relativity

and

b) General relativity

A

a) Special relativity deals with motion in inertial (non-accelerating) frames of reference.
b) General relativity deals with motion in non-interial (accelerating) frames of reference.

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3
Q

When stars fuse hydrogen into helium via the proton-proton chain, which two particles are emitted during the fusion reaction?

A

positron and neutrino

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4
Q

What is the unit of luminosity?

A

watts (W)

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5
Q

What is meant by a conservative field?

A

The path taken between two points in the field does not affect the work done (energy) used

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6
Q

On a spacetime diagram, what is the name given to lines representing an object’s motion?

A

World-lines

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7
Q

Which two quantities does the luminosity of a star depend on?

A

The luminosity of a star depends on its radius and surface temperature

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8
Q

In this simplified Hertzsprung-Russell diagram, which types of stars can be found in areas A, B, C and D?

A

A- Main sequence stars

B- (Red) Giants

C- (Red) Supergiants

D- White dwarfs

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9
Q

What is the definition of escape velocity?

A

The minimum velocity required to allow a mass to escape a gravitational field to infinity (and have zero gravitational potential energy)

or

The minimum velocity required to allow a mass to reach infinity

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10
Q

Explain the stages of high mass star’s evolution from when it leaves the main sequence until its eventual fate.

A
  • Higher mass stars can fuse elements in stages all the way up to Iron.
  • These stars produce so much thermal pressure that they move into the supergiant region of the HR diagram.
  • When fusion stops, the star’s core collapses suddenly, and rebounds outwards as a violent supernova explosion.
  • The remaining core is so dense that it becomes a neutron star or black hole.
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11
Q

Describe the effect a mass has on spacetime.

A

Mass **curves **spacetime.

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12
Q

What is the unit of apparent brightness?

A

watts per square metre (Wm-2)

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13
Q

What is the definition of gravitational potential, at a point in space?

A

The work done in moving a unit mass from infinity to that point in space.

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14
Q

What is the definition of the gravitational field strength at a point?

A

The force exerted per unit mass (by a gravitational field).

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15
Q

Describe the effect of placing a clock at a lower altitude in a gravitational field.

A

The clock would run slower at low altitude - gravitational field is stronger and so curves spacetime more.

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16
Q

What is meant by the Schwarzschild radius of a black hole?

A

The Schwarzchild radius is the radius of a spherical mass where the escape velocity from the surface is equal to the speed of light.

OR

The Schwarzschild radius of a black hole is the distance from its centre (singularity) to its event horizon.

17
Q

While in the main sequence for the majority of its lifetime, explain how a star remains stable.

A

The thermal pressure outward produced by fusion is balanced by gravitational attraction.

This is called gravitational equilibrium.

18
Q

Explain the stages of a low to medium mass star’s evolution from when it leaves the main sequence until its eventual fate.

A
  • Low to medium mass stars will stop fusing H to He, their cores will contract due to gravity and will start fusing He into heavier elements such as C and O.
  • They will then move into the giants region of the HR diagram.
  • When He fusion stops, the outer layers drift off to become a planetary nebula.
  • This leaves behind a hot, dense core known as a white dwarf.
19
Q

What is the unit of gravitational potential?

A

Joules per kilogram (J kg-1)

20
Q

State what is meant by the ‘equivalence principle’.

A

It is impossible to tell the difference
between the effects of a uniform gravitational field and
of a constant acceleration.

OR

There is no experiment that can be performed that can distinguish between the effects of a uniform gravitational field and constant acceleration.

21
Q

The world-lines on the following space time diagram represent the motion of different objects, A, B and C.

Describe the motion of objects A, B and C.

A

Object A is stationary

Object B is moving with a constant velocity

Object C is accelerating

22
Q

How would you convert between

  1. astronomical units (AU) and metres?
  2. light years and metres?
A
  1. 1 AU = 1.5 x 1011 m (given in data sheet)
  2. 1 light year = 3 x 108 x 365.25 x 24 x 60 x 60 (= 9.46 x 1015 m) (NOT in data sheet!)
23
Q

Derive the expression shown below for escape velocity.

A

Ek + Ep = 0

½mv2 + (-GMm/r) = 0

½mv2 = GMm/r

v2 = 2GM/r

v = √2GM/r

24
Q

Shown is the relationship used to find the gravitational potential at a point in space.

How could you find the gravitational potential energy of a mass, m, at that point?

A

Multiply the gravitational potential by the mass:

Ep = V x m

25
Q

Which quantity of a star determines its ultimate fate?

A

Its mass.

26
Q

Describe the effect of placing a clock at a higher altitude in a gravitational field.

A

The clock would run faster at high altitude - gravitational field is weaker and so curves spacetime less.

27
Q

What is the value of a field’s gravitational potential at infinity?

A

At infinity, the gravitational potential of a field is zero.

28
Q

What is the main change in the fusion reactions of a star when it leaves the main sequence?

A

Nuclear fusion of hydrogen will cease in the core of the star.

29
Q

Describe the fusion reactions happening in a main sequence star.

A

Fusion of hydrogen occurs in the core of main sequence stars.

30
Q

Every star ultimately becomes a white dwarf, a neutron star, or a black hole.
Which one of these will our Sun become?

A

White dwarf
(our Sun is a low-mass star)