5.1.1- Radioactivity And Nuclear Energy Flashcards

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1
Q

What principle can you use when calculating the closest approach of a scattered particle deflected by 180°

A

That the initial kinetic energy equals the final electric potential energy

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2
Q

Why is electron diffraction more accurate than alpha particle scattering

A

As electrons are leptons they do not interact with the strong nuclear force where as neutrons and alpha particles do

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3
Q

How is this electron diffraction different to the AS level syllabus

A

At AS-level the electrons defected through the gaps between the atoms however hear the electrons diffract around an individual nucleus. This is why Lambda must be near the diameter of the nucleus for maximum diffraction.

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4
Q

How do you convert electron volts (eV) to Joules

A

Multiply by the charge of an electron (1.6x10^-19)

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5
Q

What is the equation for where the first minimum appears with electron diffraction which can be used to work out the diameter of the nucleus.

A

Sinø= 1.22 x wavelength/diameter

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6
Q

What is the typical radius of an atom

A

1x10^-10 m

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7
Q

What is the typical radius of a nucleus

A

1x10^-15 m

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8
Q

What is the constituent part of Gamma radiation

A

Sort-wavelength, high-frequency electromagnetic wave

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9
Q

Why is u (atomic mass units) used when referring to masses

A

To simplify things, one atomic mass unit is equal to 1.661×10^-27 kg, about the mass of a proton or neutron.

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10
Q

What is the penetrating power of alpha particles

A

Absorbed by paper or a few centimetres of air

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11
Q

What is the penetrating power of beta minus radiation

A

Absorbed by around 3 mm of aluminium

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12
Q

What is the penetrating power of beta plus radiation

A

Annihilated by electron so virtually zero range

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13
Q

What is the penetrating power of gamma radiation

A

Absorbed by many centimetres of lead, or several metres of concrete

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14
Q

What are the conclusions from Rutherford scattering

A

The nuclei must be positive to repel alpha particles, they must be very small as very few are deflected by big angles, and most of the mass and positive charge must be contained within a small nucleus as most just pass straight through. (TL:DR- small, positive nucleus with lots of empty space)

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15
Q

Name five sources of background radiation

A
  1. The air- Radon gas released from rocks (largest contributor)
  2. Ground and buildings- the rocks they contain
  3. Cosmic radiations- cosmic rays are high energy particles from space that collide with particles in the upper atmosphere producing nuclear radiation
  4. Living things- radioactive Carbon-14
  5. Man made- medical and industrial sources
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16
Q

What is the decay constant

A

The probability of an atom decaying per unit time

17
Q

What is the activity of a sample

A

The number of atoms that decay each second, measured in Becquerels (Bq)
Is also equivalent to the the rate of change of unstable nuclei.

18
Q

What is the half life of a substance

A

The average time it takes the number of unstable nuclei to halve

19
Q

Name two uses of radioactive isotopes

A
  1. Radiocarbon dating using Carbon-14

2. Medical radioactive tracers- show tissue/organ functions

20
Q

State 4 problems with radiocarbon dating

A
  1. Can only find age of material, not the object
  2. Uncertainty in the amount of C-14 that existed thousands of years ago
  3. Small sample size so statistically unreliable
  4. May have had contamination with other radioactive sources.
21
Q

In what type of nuclei does Alpha mission

A

V.heavy nuclei

22
Q

In which type of nuclei does beta minus decay occur

A

Neutron rich

23
Q

In which type of nuclei does beta plus decay occur

A

Proton rich

24
Q

In which type of nuclei does gamma emission occur

A

Too much energy/excited

Also caused by electron capture

25
Q

What is the mass defect of a nucleus

A

The difference between the mass of a nucleus and the sum of the masses of its constituent nucleons
The energy released when forming the nucleus is equivalent to the mass defect using e=mc^2

26
Q

What is the binding energy of a nucleus

A

The energy that needs to be overcome to pull the nucleons apart in the nucleus, measured in MeV

(This amount of energy needed to pull the nucleons apart is equivalent to the mass defect, using e= mc^2)

27
Q

How many MeV of energy is 1 atomic mass unit (u)

A

931.5 MeV

(The mass of nucleons is often given in the form of u for simplicity, you can use this figure to convert the mass defect in u into MeV (energy).)

28
Q

What is the max value for the binding energy per nucleon?

A

8.7 MeV (Iron)

29
Q

Define the atomic mass unit

A

1/12 the mass of a C-12 atom