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Fission and Fusion Plus reactors and Bombs

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Page 1: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Fission and Fusion

Plus reactors and Bombs

Page 2: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Conservation of Energy

• Something (left) → Something else (right)

• If Σ masses on left > Σ masses on right – Energy released and the reaction happens by itself

– (radioactive decay, fission, fusion, etc)

• If not, energy needed to cause reaction (as in a particle accelerator)

Page 3: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Fission and fusion can yield energy

Page 4: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Nuclear Fission

H:\PH 104\FISSION.mov

Page 5: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Liquid Drop Model

Page 6: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Nuclear Chain Reactions

H:\PH 104\chainreaction.mov

Page 7: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Neutrons From Fission

Possible Fission Fuel

Isotope Average Neutron Released

Slow Fast

233U 2.29 2.45235U 2.07 2.30238U 0 0.97

U - natural 1.34 1.02239Pu 2.08 2.45

Page 8: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Controlled Nuclear Fission

Page 9: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Spontaneous Fission

Page 10: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Fission Fragments

                            

        

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Fission Fragment Example

NOTE:|Chemical Reaction H + H + O = H2O + 3 eV

)n( 3 Sn Mo U n 110

13150

10242

235921

10 + 187 MeV

Million 4.8 eV/18 3

236/MeV 187

(Chemical) sEnergy/Mas

(Fission) sEnergy/Mas

Page 12: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Fission Fragment Decay

Page 13: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Nuclear Fusion

H:\PH 104\fusion.mov

Page 14: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Fusion Reactions in Sun

Energy

Energy

Energy

HHHeHeHe

HeHH

eHHH

11

11

42

32

32

32

21

11

01

21

11

11

Page 15: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Fusion Reactions in The Lab

MeV) 17.6 (~ n HeHH

MeV) 23 (~ HeHH10

42

21

31

42

21

21

Energy

Energy

5~ MeV/236 187

MeV/5 17.6

(Fission) sEnergy/Mas

(Fusion) sEnergy/Mas

Page 16: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Energy NeededEnergy Released

Need Energy to Overcome Electric Force

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Magnetic Confinement

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TOKAMAK

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Inertial Confinement

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Page 21: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Beam Line

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Page 23: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

NIF Target Chamber

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Page 26: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Cold Fusion

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History• 1932 - Chadwick discovers neutron

• 1934 – Fermi studies systematics of neutron capture.

• 1934 – Otto Hahn, Lise Meitner, Fritz Strassman conducted similar experiments, but didn’t publish.

• 1938 - Meitner fled to Switzerland and with her nephew, Otto Frish, conclusively demonstrated fission

• 1939 – Leo Szilard and Walter Zinn found neutrons also emitted – Chain Reaction

CCn 136

126

10

Page 32: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Lise Meitner 1878-1968• In 1917, she and chemist Otto Hahn discovered protactinium.

• She was given her own physics section at the Kaiser Wilhelm Institute of Chemistry

• In 1923, she discovered the cause of something known as the Auger effect

• 1933, Meitner was acting director of the Institute for Chemistry

• 1938, Meitner escaped to Holland. • She took a lab position in Stockholm, worked

w/ Niels Bohr and continued to correspond with Hahn and other German scientists.

Page 33: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

• Hahn and Meitner met clandestinely in Copenhagen in November 1938 to plan a new round of experiments.

• The experiments which provided the evidence for nuclear fission were done at Hahn's laboratory in Berlin.

• She was the first person to realize that the nucleus of an atom could be split into smaller parts

Page 34: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

• It was politically impossible for the exiled Meitner to publish jointly with Hahn in 1939. Hahn published the chemical findings in January 1939 and Meitner published the physical explanation two months later with her nephew, physicist Otto Robert Frisch, and named the process "nuclear fission“

• 1944, Hahn received the Nobel Prize for Chemistry for the discovery of nuclear fission.

• 1966 Hahn, Fritz Strassmann and Meitner together were awarded the Enrico Fermi Award.

Page 35: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Nuclear Reactors and the

Nuclear Fuel Cycle

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Fission

Page 37: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Chain Reaction

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Controlled Nuclear Fission

Page 39: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Neutrons From Fission

Possible Fission Fuel

Isotope Average Neutron Released

Slow Fast

233U 2.29 2.45235U 2.07 2.30238U 0 0.97

U - natural 1.34 1.02239Pu 2.08 2.45

Page 40: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Reactor Components• Moderator

– Small A– Small probability of absorbing neutrons;

• Water• Heavy water (deuterium)• Graphite

• Coolant• Control Rods

– Absorbers that suck up neutrons• Cadmium, indium, boron

• Delayed neutrons (0.7%)

Page 41: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Fuel Needed to Run a 1000 MW(e) Coal-Fired and Nuclear Power Plant

Time of Operation Fuel Used During

Operation 1 Hour 1 Day 1 Year

Coal Plant 350 Tons 8.4x103 Tons

3.0x106 Tons

Nuclear Plant 0.3 Pounds

7.2 Pounds 1.3 Tons

Page 42: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Uranium Isotopes

Page 43: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Enrichment Numbers

• Low-Enriched Uranium (LEU) or Reactor Grade Fuel = 3-5% U235

• Highly-Enriched Uranium (HEU) or Weapons Grade Fuel = 80-95% U235

Page 44: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

World Uranium Reserves• Australia 24%• Kazakhstan 17• Canada 13• South Africa 9• Russia 6• Nambia 6• US 4• Niger 3• Uzbekistan 3

Most Uranium currently comes from Canada, followed by Australia and

Niger

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Uranium Mine in Niger (Sahara Desert)

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Conversion of Uranium Ore to “Yellow Cake”

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Uranium Mining

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Enrichment Starts with UF6

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Calutron (Mass Spectrometer)

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Enrichment - Centrifuge

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Centrifuge Cascade

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Centrifuge Cascade

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Uranium Is Encased in Solid Ceramic Pellets

Page 56: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Fuel Pellet

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Nuclear Fuel Assembly

Fuel Pellet

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Reactor Core

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Boiling Water Reactor

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PWR

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CANDU

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Graphite Reactor

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Plutonium Production

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Characteristics of Waste from a Reactor for Each Fuel Element

Age (Years)

Heat (Watts)

Activity (Ci)

Dose at Surface

(Rem/Hr) 0 180,000 1.5x108 8x106 1 4,800 2.5x106 234,000 5 930 6x105 46,800

10 550 4x105 23,400 50 250 1x105 8,646

100 150 5x104 2,150 500 45 2.5x103 58

1000 26 1.7x103 9.6 10,000 6.4 4.5x102 1.8

Page 67: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –
Page 68: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

www.ieer.org/sdafiles/ vol_5/5-1/purexch.

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Plutonium Fuel Cycle

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Breeder Reactor

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TMI

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Smithsonian

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First Entry

Summer1980

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Reactor Core

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Chernobyl Reactor

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Aftermath

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Contamination

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Page 86: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Reactor 1

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Reactor 2

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Reactor 3

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Reactor 4

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Operational Reactors435

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Permanently Shut Down140

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Percent Share ofElectrical Energy

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ReactorsBy Age

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Under Construction

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Why?

•http://www.oncorgroup.com/community/education/

knowledgecollege/energy_library/elec_nuc.asp

•Efficient!

•No Atmospheric Pollution

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Cons

• Potential for serious disaster. i.e. Chernobyl, Three Mile Island, etc.

• Fuel is expensive to mine, enrich, and transport

• Once fuel is spent no easy way to get rid of it!

• Nuclear Waste

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Nuclear Weapons

Classified

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History Part 2• 1939 – Neils Bohr and John Wheeler proposed

detailed theory (Liquid Drop Model)

• 1939 – Fermi unsuccessfully tried to alert US Navy of importance of research

• 1939 – Einstein’s famous letter to Roosevelt (Szilard, and Wigner)

• 1941 – Britain joins US effort

• 1942 – Fermi, first reactor in Chicago, Oppenheimer in charge.

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Neutrons From Fission

Possible Fission Fuel

Isotope Average Neutron Released

Slow Fast

233U 2.29 2.45235U 2.07 2.30238U 0 0.97

U - natural 1.34 1.02239Pu 2.08 2.45

Page 100: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Manhattan Project

Gen Groves Oppenheimer

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Oak Ridge - K-25 Enrichment Plant - 235U

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K-25 Enrichment Plant

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1st ReactorFermi’s First Reactor

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Fermi’s First Reactor

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Hanford Reactor – 239Pu

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Hanford Reactor

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Los Alamos – Science, Assembly

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Critical “Mass”

• How much material needed to sustain a chain reaction and build a weapon.

• Depends on– Mass– Shape– Density– Configuration

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Critical Masses

Fuel Critical Mass W/O

With Tamper

(U)

With Tamper

(Be)

Natural Uranium

No!

20 % 235U 160 kg 65 kg

50 % 235U 68 kg 25 kg

100 % 235U 47 kg 16 kg 14 kg

80 % 239Pu 5.4 kg

100 % 239Pu 10 kg 4.5 kg 4 kg

Ben2Ben 84

10

94

10

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Explosion Sequence

80206543210 2......,.........2................,.........2,2,2,2,2,2,2

Numbers of Fissions

Boom!

The whole process takes about 1 µs and the last five generations release about 98% of the energy in 10-8s.

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Yield

• Yield of Nuclear Weapons in equivalent exposive power of tonnes of TNT – (1 tonne = 1000 kg)

• 1 kT = 1000 tonnes is equivalent to 4.2x1012 J of energy – (from 0.056 kg of 235U)

• 1 MT = 1 million tonnes of TNT

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Gun-Barrel Device

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Little Boy: A Gun-Type Bomb

28” in diameter, 10” long, 9,000 lbs50 kg of Uranium, 70% 235UCritical mass = 17” in diameterY = 12.5 kT

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Neutron Trigger

n C He Be 10

126

42

94

Po Be

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Plutonium Bomb

• In a Reactor three isotopes of Plutonium produced

• 239Pu, 240Pu, 241Pu

• 240Pu and 241Pu undergo spontaneous fission

• A gun barrel design too slow to prevent a “fizzle”

Spontaneous Fission 240Pu and 241Pu

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Plutonium Bomb

• In a Reactor three isotopes of Plutonium produced

• 239Pu, 240Pu, 241Pu

• 240Pu and 241Pu undergo spontaneous fission

• A gun barrel design too slow to prevent a “fizzle”

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Fat Man: Implosion-type bomb

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Fat Man: Implosion-Type Bomb

60” in diameter, 10”8” long5 kg of PuY = 20 kT

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Nuclear Fusion

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Second Use of Fusion

• Actual Fusion Explosion

• Used Liquid tritium and deuterium

• Size of a building

• 10 MT 1952

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Important Elements of Fusion Bomb

H He n Li 31

42

10

63

Lithium Hydride (LH) but made with deuteriumLithium deuteride LD

Just need a source of neutrons and lots of energy and high temperatures

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Fission Bomb!

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Fusion Weapon

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Sequence of Events1. High explosive detonates – compresses Pu and

trigger

2. Fission occurs

3. Neutrons reflected by casing changes lithium to tritium

4. X-rays focused by Styrofoam unto LD target

5. Fusion occurs releasing energy AND NEUTRONS

6. If outer casing made of 238U, a second large fission explosion occurs! (If made of 235U, an even bigger fission explosion (x2))

Possible Fission Fuel

Isotope Average Neutron Released

Slow Fast

233U 2.29 2.45235U 2.07 2.30238U 0 0.97

U - natural 1.34 1.02239Pu 2.08 2.45

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Bravo Test 1954

• 1st deliverable weapon

• 15 MT

• Didn’t realize extra yield from outer casing.

Page 129: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –
Page 130: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –
Page 131: Fission and Fusion Plus reactors and Bombs. Conservation of Energy Something (left) → Something else (right) If Σ masses on left > Σ masses on right –

Federation of American Scientists