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Fundamentals of Nuclear Power

Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10 27 kg Neutrons – 1.675 × 10 27 kg

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Page 1: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Fundamentals of Nuclear Power

Page 2: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

The Nucleus

Protons – 1.672 × 1027 kg

Neutrons – 1.675 × 1027 kg

X

NZA

AZ

Page 3: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Strong Nuclear Force

• Holds the protons and neutrons together.• Third Fundamental Force (after gravity and the

electromagnetic forces)• operates on distances like 1015 m• the more protons you have, the more neutrons

needed for stability

Page 4: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Binding Energy

• What does it take to break a nucleus into its constituents?

binding energy = (mass defect)c2

Page 5: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Example: Helium Nucleus

• two protons + two neutrons

• mass of intact helium nucleus

• difference is converted to binding energy

27 27 272(1.672 10 kg) 2(1.675 10 kg) 6.695 10 kg)

kg1064776 27.

MeV328J10534kg)1005030 12227 ...( c

Page 6: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Curve of Binding Energy

Nuclei with the largest binding energyper nucleon are the most stable.-------------------------------

The largest binding energy per nucleon is 8.7 MeV, for mass number A = 56 (Fe).

Beyond bismuth,A = 209, nucleiare unstable.

Page 7: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Nuclear Fission

• We convert mass into energy by breaking large atoms (usually Uranium) into smaller atoms. Note the increases in binding energy per nucleon.

Page 8: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg
Page 9: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

A slow moving neutron induces fission in Uranium 235

Page 10: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Fission products

• The fission products shown are just examples, there are a lot of different possibilities with varying probabilities

Page 11: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Expanding Chain Reaction

• The fission reaction produces more neutrons which can then induce fission in other Uranium atoms.

Page 12: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg
Page 13: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Linear Chain Reaction• Obviously, an expanding chain reaction cannot

be sustained for long (bomb). For controlled nuclear power, once we reach our desired power level we want each fission to produce exactly one additional fission

Page 14: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Tricks of the trade

• Slow moving (thermal) neutrons are more effective at inducing fission, but, fissions produce fast moving electron. We need to slow neutrons down.

• Fissions typically produce several neutrons, but a linear chain reaction only needs one. We need to get rid of a good fraction of our neutrons.

Page 15: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Moderator• Neutrons are slowed

down by having them collide with light atoms (Water in US reactors).

• Highest level of energy transfer occurs when the masses of the colliding particles are equal (ex: neutron and hydrogen)

Page 16: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Control Rods

• Control rods are made of a material that absorbs excess neutrons (usually Boron or Cadmium).

• By controlling the number of neutrons, we can control the rate of fissions

Page 17: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Basic Ideas

• The Uranium is both the fuel and the source of neutrons.

• The neutrons induce the fissions• The Water acts as both the moderator and

a heat transfer medium.• Control rods regulate the energy output by

“sucking up” excess neutrons

Page 18: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Practicalities

• Processing of Uranium• Each ton of Uranium ore

produces 3-5 lbs of Uranium compounds

• Uranium ore is processed near the mine to produce “yellow cake”, a material rich in U3O8.

• Only 0.7% of U in yellow cake is 235U. Most of the rest is 238U which does not work for fission power.

Page 19: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

US Uranium Deposits

Page 20: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

World Distribution of Uranium

Page 21: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Enrichment• To be used in US

reactors, fuel must be 3-5% 235U.

• Yellow cake is converted into UF6 and this compound is enriched using gaseous diffusion and/or centrifuges.

• There are some reactor designs that run on pure yellow cake.

Page 22: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

• NOTE: A nuclear bomb requires nearly 100% pure 235U or 239Pu. The 3% found in reactor grade Uranium CANNOT create a nuclear explosion!

Page 23: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Fuel Pellets• The enriched UF6 is

converted into UO2 which is then made into fuel pellets.

• The fuel pellets are collected into long tubes. (~12ft).

• The fuel rods are collected into bundles (~200 rods per bundle

• ~175 bundles in the core

Page 24: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Cladding

• The material that the fuel rods are made out of is called cladding.

• It must be permeable to neutrons and be able to withstand high temperatures.

• Typically cladding is made of stainless steel or zircaloy.

Page 25: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Controlling the chain reaction depends on

• Arrangement of the fuel/control rods• Quality of the moderator• Quality of the Uranium fuel• Neutron energy required for high

probability of fission

Page 26: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg
Page 27: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Other Options

• Other countries use different reactor designs.• Some use heavy water (D2O) as a moderator.

Some use Graphite as a moderator.• Some are designed to use pure yellow cake

without further enrichment• Liquid metal such as sodium or gasses such as

Helium are possibilities to use for coolants

Page 28: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Nuclear Power in the US

• We currently generate approximately 21 % of our electricity using nuclear power.

• No new nuclear power plants have been “ordered” since the late 1970’s. The last one to come online was in 1996 in Tennessee.

• Even the newest plants are nearing 30 years old and will start to need replacing.

Page 29: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

US Nuclear Power Plants

Page 30: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

World Nuclear Power

Page 31: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Jan 2011

Page 32: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg
Page 33: Fundamentals of Nuclear Power. The Nucleus Protons – 1.672 × 10  27 kg Neutrons – 1.675 × 10  27 kg

Would you have a miniature nuclear plant in your neighborhood?

Yes

Mayb

e N

o

33% 33%33%

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

21 22 23 24 25 26 27 28 29 30

1) Yes

2) Maybe

3) No