7.5 Cyclotron Flashcards

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1
Q

A cyclotron is a type of what??

A

A particle accelerator

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2
Q

What is a particle accelerator?

A

A device that accelerate charged particles and direct them using electric and magnetic fields.

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3
Q

The set up of the cyclotron must be in what?

A

A vacuum

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4
Q

What is required to set up a cyclotron?

A

2 electrode, alternating pd supply, magnetic field perpendicular to plates/electrodes

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5
Q

What is the equation for the frequency of charged particles circling in a magnetic field?

A

2(pi)f = Bq/m

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6
Q

What is special about the electrodes/plates?

A

They’re hollow to allow charged particle entrance

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7
Q

How does a cyclotron work?

A
  • Charged particles are emitted and accelerated towards the oppositely charged electrode/plate
  • The electrodes are charged due to supplied alternating pd,this means that an electric field is created accelerating a charged particle towards oppositely charged plate.
  • The charged particle enters the electrode and by the means of the magnetic field it makes a semi circle to return to the gap
  • Being in the gap requires pd to be alternated so that the charged particle can be attracted towards the opposite plate and thus accelerated by the electric field
  • Momentum of the charged particle will be greater so that the radius of the semi circle to return will be greater . After doing the 180 degrees the charged particle will leave
  • This is constant until the radius of the path is great enough to leave on of the electrodes through a gap
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8
Q

What must the frequency of pd be in a cyclotron? And why

This is in terms of frequency of revolutions of charged particle

A

Since the charged particles only describe half a revolution before pd needs to be alternated. So it means the pd must be alternated every 18p degrees. This means the frequency of pd must be twice the frequency of revolution of charged particles.

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9
Q

What is the magnitude of energy gained when accelerated through the electric field (gap)

A

Full of between the plates

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10
Q

What charge must be the particles used in a cyclotron?

Example

A

Positive charge

E.g.protons

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11
Q

Why do many cyclotrons have a limit to accelerating particles?

A

As the accelerating only lasts while mass is constant

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12
Q

Why is this a problem?

A

The momentum would change so the synchronism with frequency will change

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13
Q

What was made to overcome this problem?

A

Synchro-cyclotrons

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14
Q

How do synchro-cyclotrons work to overcome change in mass?

A

The frequency of pd is lowered in such a manner as to keep accelerating charged particles as their mass increases

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15
Q

Why cannot electrons be used in a cyclotron?

A

As their mass is too small, hence they will change mass too quickly and so the alternating pd wont be able to be synchronised. This means electrons would slow down defeating the effect

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16
Q

Why wouldn’t neutrons work in a cyclotron?

A

They wouldn’t accelerate in the electric field

17
Q

Example of where a cyclotron is used in the real world

A

Proton beam therapy

18
Q

Why are charged particles accelerated in a cyclotron?

A

To reach the electrode/plate of opposite charge

19
Q

Why did charged particles return to the gap after entering the electrode.

A

Lack of electric field means it is moving at constant velocity. The velocity is said to be the second finger (the direction of movement of particle )and it is always at 90 to magnetic field. So this means the force will always be towards the middle, hence the particle will move in a circle, accelerating constantly making a U turn.

20
Q

Why does the momentum increase?

A

Greater acceleration between plates each time they meet the gap means momentum is greater

21
Q

How is an electron volt energy?

A

E = QV and Ek = 1/2 mv^2

QV = 1/2mv^2

eV = 1/2mv^2

When e = charge of electrons

22
Q

How can we work out energy of electron when we have the charge and pd ?

A

Pd x Charge

V×e

23
Q

What is an electron volt?

A

The amount of energy an electron will gain when accelerated through a pd of 1 V

24
Q

Charge of electron?

A

1.6x 10^-19

25
Q

When calculating the frequency of the pd that is synchronized with charged particle arrival what do we need to do?

A

2(pi)f = BQ/m

Then multiply frequency by 2

26
Q

How to work out the amount of circles a charged particle will make in order to reach x energy?

A

At the crossing the charge particle gains an energy equal to pd between. We work out energy gained per revolution (pd x 2 ) and do x/by it to get circles.