Lecture 4: The Synchrotron And Sychrotron Radiation Flashcards

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1
Q

What is the equation for relativistic mass?

A

m = relativistic mass
γ = Lorentz factor
m_0 = rest mass

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2
Q

What is the equation for cyclotron frequency with relativistic particles?

A

f = frequency
T = time period
B = magnetic field
q = charge
γ = Lorentz factor
m_0 = rest mass

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3
Q

What is the equation for the Lorentz factor?

A

v = particle velocity
c = speed of light

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4
Q

What happens to the velocity when a particle becomes relativistic?

A

It saturates, meaning that the mass increases so particles in an accelerator would fail to accelerate any more.

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5
Q

What happens to the frequency of a particle as the particle velocity approaches c? What has to be done to the cyclotron frequency as a result of this?

A

The frequency reduces.
The cyclotron frequency must also be reduced to maintain its conditions.

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6
Q

What is the relationship between frequency, magnetic field, and energy of a synchrotron for a particle at a constant radius?

A
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7
Q

Describe the shape of modern synchrotrons

A

They have straight sides and include bending magnets at the corners.

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8
Q

How often does a particle get accelerated in a synchrotron?

A

Every time it goes around.

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9
Q

Give two examples of synchrotrons

A
  • CERN
  • Diamond light source
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10
Q

Define synchrotron radiation

A

Radiation produced from an accelerated charge.

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11
Q

Describe the basic concept of how EM radiation is generated by an accelerated particle

A
  • A static charge generates an electric field.
  • A charge is moving at a constant velocity generates a static magnetic field and an electric field.
  • An accelerated charge causes the electric and magnetic fields to couple which leads to radiation of power.
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12
Q

Describe the shape of the electric field for a point charge that has been accelerated to a velocity, v, in a short time, ∆t.

A

There are two spheres with different values for electric field because information cannot travel faster than the speed of light so the change in field has only reached so far.

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