Module 3 Nuclear Chemistry the chemistry of protons

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Module 3 Nuclear Chemistry- the chemistry of protons and neutrons

Module 3 Nuclear Chemistry- the chemistry of protons and neutrons

Key Questions? • When was radioactivity discovered? • What is a nuclear change? •

Key Questions? • When was radioactivity discovered? • What is a nuclear change? • Why do some atoms undergo radioactive decay and others don’t? • What are the products of this decay? • Why are some radioactive isotopes more harmful than others? • What are some useful applications of this process?

Discovery Henri Becquerel (1896) experimented with phosphorescence of certain minerals (uranium) It was later

Discovery Henri Becquerel (1896) experimented with phosphorescence of certain minerals (uranium) It was later found that the radiation from these elements was alpha, beta particles and gamma rays.

Discovery Earnest Rutherford (1899)- found that alpha rays could be stopped by thin pieces

Discovery Earnest Rutherford (1899)- found that alpha rays could be stopped by thin pieces of paper. Whereas beta rays were only stopped by at least 0. 5 cm of lead. Paul Villard (1900)- discovered the high energy, extremely penetrating gamma ray having characteristics of light waves. Very damaging to human tissue

Penetrating Abilities of Radioactive Particles Gamma ( ) Beta ( ) 10 cm lead

Penetrating Abilities of Radioactive Particles Gamma ( ) Beta ( ) 10 cm lead 0. 5 cm Lead paper Alpha ( )

Madame (Marie) Curie (1859 -1906) Won the noble prize along with Henri Becquerel for

Madame (Marie) Curie (1859 -1906) Won the noble prize along with Henri Becquerel for their work on radioactivity. She discovered that some elements are more radioactive than others.

Nuclear Reactions Radioactivity- the result of a natural change of an isotope of one

Nuclear Reactions Radioactivity- the result of a natural change of an isotope of one element into an isotope of a different element resulting in a nuclear reaction

Nuclear Reaction Nucleons- components of the nucleus (protons and neutrons) During a nuclear reaction

Nuclear Reaction Nucleons- components of the nucleus (protons and neutrons) During a nuclear reaction the number of nucleons is conserved but the identity of the element changes by emitting a particle or a ray.

Alpha Emitters Radioactive decay of an atom resulting in the release of an Alpha

Alpha Emitters Radioactive decay of an atom resulting in the release of an Alpha ( ) particle and changing the identity of the atom Alpha ( ) Particle- helium nuclei When used in nuclear equation the charge is often omitted from the particle.

Alpha Emitters: When radium-226 undergoes alpha decay + Results in the formation of an

Alpha Emitters: When radium-226 undergoes alpha decay + Results in the formation of an particle and radon-222 Note- the mass number on the left (226) equal the sum of the mass numbers on the right (4 + 222) as well as the atomic numbers (88 = 2 + 86)

Beta Emitters Radioactive decay of an atom resulting in the nucleus releasing a Beta

Beta Emitters Radioactive decay of an atom resulting in the nucleus releasing a Beta ( ) particle (which is an electron) and as a consequence changes the identity of the atom Beta ( ) particle- an electron

Beta Emitters When uranium-235 decays by beta ( ) emission 235 92 + U

Beta Emitters When uranium-235 decays by beta ( ) emission 235 92 + U Uranium- 235 beta particle 235 93 Np Neptunium- 235 Results in the formation of a beta ( ) particle and neptunium-235 Note- the mass numbers and atomic numbers add up to the same on both sides of the equation.

How does an electron come out of the nucleus? In the nucleus a neutron

How does an electron come out of the nucleus? In the nucleus a neutron releases a beta ( ) particle and turns into a proton. Note- the mass numbers and atomic numbers add up to the same on both sides of the equation.

Gamma rays ( ) After a nucleus emits an alpha or beta particle, it

Gamma rays ( ) After a nucleus emits an alpha or beta particle, it can still contain excess energy. This energy can be released in the form of highly energetic photons called gamma rays ( ).

Gamma rays

Gamma rays

Positron 0 In the nucleus a proton releases a positron (positively e ( )

Positron 0 In the nucleus a proton releases a positron (positively e ( ) +1 charged electron, also known as anti-matter) and turns into a neutron

Positron Emission When nitrogen-13 decays by positron emission e ( ) Results in the

Positron Emission When nitrogen-13 decays by positron emission e ( ) Results in the formation of a positron and carbon-13 0 +1 Note- the mass numbers and atomic numbers add up to the same on both sides of the equation.

Stability of Atomic Nuclei Stability is based on relative number of protons and neutrons.

Stability of Atomic Nuclei Stability is based on relative number of protons and neutrons. With the exception of the hydrogen isotopes, nuclei are stable when the mass number is at least twice as large as the atomic number.

Atomic Stability When a greater neutron/proton ratio exists (beta ( ) decay occurs) (95

Atomic Stability When a greater neutron/proton ratio exists (beta ( ) decay occurs) (95 -44) = 51 neutrons + 44 protons Beta particle More neutrons than protons beta ( ) decay will occur.

Atomic Stability When a greater proton/neutron ratio exists (positron emission occurs) (78 -40) =

Atomic Stability When a greater proton/neutron ratio exists (positron emission occurs) (78 -40) = 38 neutrons 40 protons + positron More protons than neutrons positron decay will occur.

Atomic Stability For elements greater than atomic number 83 (alpha emission occurs decreasing the

Atomic Stability For elements greater than atomic number 83 (alpha emission occurs decreasing the number of protons and neutrons by 2) Atomic number great than 83 Atomic number greater than 83 alpha decay will occur. +

Band of Nuclear Stability 120 110 100 - emitters increasing # of protons Number

Band of Nuclear Stability 120 110 100 - emitters increasing # of protons Number of Neutrons 90 80 Unstable nuclei 70 - emitters 60 decreasing # of protons and Neutrons by 2 50 40 30 20 Positron emission Decreasing # of protons 10 0 0 10 50 80 Number of Protons 100 Stable nuclei

Summary of Radioactive Decay

Summary of Radioactive Decay

Half-life The rate at which a radioactive isotope decays is measured in half-life. The

Half-life The rate at which a radioactive isotope decays is measured in half-life. The term half-life is defined as the time it takes for one-half of the atoms of a radioactive material to disintegrate. Half-lives for various radioisotopes can range from a few microseconds to billions of years.

Half life- the time required for exactly 50% of the original material to decay.

Half life- the time required for exactly 50% of the original material to decay.

Half Lives of Some Elements Element Half-life Uranium-238 4. 5 x 109 years Hydrogen-3

Half Lives of Some Elements Element Half-life Uranium-238 4. 5 x 109 years Hydrogen-3 (tritium) 12. 3 years Carbon-14 5730 years Indium-131 8. 05 days Copper-64 12. 9 hours Zinc-69 55 minutes

Half-Life Calculations We can calculate the fraction of the original isotope that remains after

Half-Life Calculations We can calculate the fraction of the original isotope that remains after a given number of half-lives from the following relationship: Fraction remaining = Where n is the number of half-lives passed

Example: Half-Life Calculation Let’s say you have a fresh sample of 100 grams of

Example: Half-Life Calculation Let’s say you have a fresh sample of 100 grams of zinc-69 isotope which has a half life of 55 minutes. How much of the isotope remains after 165 minutes? 165 minutes = 3 half-lives 55 minutes 1 1 Fraction remaining = 3 = 2 8 or 0. 125 So: 0. 125 x 100 grams = 12. 5 grams of zinc-69 remains after 165 minutes has passed

For a particular isotope with a half life of 120 years, how long will

For a particular isotope with a half life of 120 years, how long will it take for an 120 gram sample to decay to 7. 5 grams? 7. 5 x 120 = 7. 5 [ ] = [ ] 120 = 0. 0625 Fraction remaining 1 1 n = 16 = 0. 0625 so: 2 = n 0. 0625 2 n = 4 the number of half lives passed so n = 4 so: it will take (4 x 120) = 480 years to decay

Applications of Radioactivity Radio carbon dating- determining the age of a sample using the

Applications of Radioactivity Radio carbon dating- determining the age of a sample using the carbon-14 isotope Gamma rays- from cobalt-60 and cesium-137 are used to irradiate food Food radiation- retards the growth of organisms such as molds, bacteria, and yeasts. .

Medicine Radioactive isotopes are used in two distinct ways- diagnosis and therapy. Diagnosis- radioisotopes

Medicine Radioactive isotopes are used in two distinct ways- diagnosis and therapy. Diagnosis- radioisotopes are inserted into the patients body allowing an image to be produced of the problem area.

Medicine Isotope Name Half-life hours 6 Uses 99 Tc Technetium-99 201 Tl Thallium-201 21.

Medicine Isotope Name Half-life hours 6 Uses 99 Tc Technetium-99 201 Tl Thallium-201 21. 5 heart 123 I Iodine-123 13. 2 thyroid 67 Ga Gallium-67 78. 3 Various tumors Thyroid, brain, kidney

Energy- Nuclear Reactions Fission- large amounts of energy are released when heavy atomic nuclei

Energy- Nuclear Reactions Fission- large amounts of energy are released when heavy atomic nuclei split Fusion- large amounts of energy are released when small atomic nuclei are combined.

Fission and Energy About 25 million times more energy is released when a particular

Fission and Energy About 25 million times more energy is released when a particular mass of uranium is used in a fission reaction compared to the same mass of natural gas during conventional combustion.

Nuclear Chain Reaction Energy 142 56 Ba 1 0 1 0 n n n

Nuclear Chain Reaction Energy 142 56 Ba 1 0 1 0 n n n 235 92 U 1 0 235 92 U 92 36 Kr n 235 92 U 1 0 n 235 92 U

Electricity from Nuclear Reactions Light water reactor

Electricity from Nuclear Reactions Light water reactor

Radioactive Waste A major problem with fission energy is the amount of radioactive waste

Radioactive Waste A major problem with fission energy is the amount of radioactive waste that must be stored. Some of which like plutonium is dangerously radioactive for thousands of years.

Radioactive Waste a) canisters for spent fuel rods b) high level radioactive storage facility

Radioactive Waste a) canisters for spent fuel rods b) high level radioactive storage facility at the surface c) underground radioactive waste facility.

Fusion and Energy Fusion releases as mush energy as fission with fewer radioactive by-products

Fusion and Energy Fusion releases as mush energy as fission with fewer radioactive by-products Approximately = 400, 000, 000 calories of heat