Nuclear Chemistry I. Radioactivity A.Definitions B.Types of Nuclear Radiation C.Half-Life.

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Presentation transcript:

Nuclear Chemistry I. Radioactivity A.Definitions B.Types of Nuclear Radiation C.Half-Life

A. Definitions  Radioactivity  emission of charged particles & energy from the nucleus of an unstable atom  Radioisotope  short for radio isotope; any atom containing an unstable nucleus

A. Definitions  Radioisotopes spontaneously change into other isotopes over time and are said to undergo nuclear decay.  During nuclear decay, atoms of one element can change into atoms of a different element.  Nuclear radiation  charged particles and energy that are emitted from the nuclei of radioisotopes

B. Types of Nuclear Radiation  Alpha (  )  helium nucleus  no electrons paper 2+  Beta-minus (  -)  electron  more penetrating than alpha 1- lead  Gamma (  )  high-energy photon  no mass  strongest 0 concrete

B. Alpha Decay  Alpha particle is a positively charged particle made up of two protons and two neutrons (same as a helium nucleus).  Least penetrating type of nuclear radiation.  Can be stopped by a sheet of paper or by clothing.  Has no electrons so it has a 2+ charge.  4 2 He is the symbol for an alpha particle.

B. Alpha Decay  Alpha decay is expressed as an equation.

B. Beta Decay  Beta particle is an electron emitted by an unstable nucleus.  Beta particles are abbreviated β or 0 -1 e.  More penetrating than alpha particles.  Pass through paper but can be stopped by a thin sheet of metal.

B. Beta Decay  The beta particle has no mass.  During beta decay a neutron decomposes into a proton and an electron.  The proton stays trapped in the nucleus while the electron is released.

B. Beta Decay  Beta decay is expressed as an equation.

B. Gamma Decay  Gamma ray is a penetrating ray of energy emitted by an unstable nucleus.  The symbol for a gamma ray is .  Has no mass and no charge.  During gamma decay, the atomic number and mass number of the atom remain the same but the energy of the nucleus decreases.

B. Gamma Decay  Gamma decay  Often accompanies alpha or beta decay.  Have the most energy of the three.  Gamma rays can pass through paper and aluminum but is stopped by thick concrete or lead.

Comparing Strength of Nuclear Radiation

Alpha Particles Symbol 4 2 He 2 protons & 2 neutrons Has a charge of +2 Weakest Stopped by paper Beta Particles Symbol β or 0 -1 e An electron Charge of -1 Stronger than Alpha Stopped by sheet of metal Gamma Ray Symbol  No mass No charge (0) Strongest; Only energy Stopped by thick lead or thick concrete

C. Half-life  Half-life (t ½ )  time it takes for half of a sample of radioisotope to decay.  After one half-life, half of the atoms in a sample have decayed, while the other half remains unchanged.

C. Half-Life  First Half-life ½ original isotopes remain ½ decayed  Second Half-life ¼ original isotopes remain ¾ decayed  Third Half-life 1/8 original isotopes remain 7/8 decayed  Unlike chemical reaction rates, which vary with the conditions of a reaction, nuclear decay rates are constant.

Half-Life Progression of Iodine gram sample First ½ life 8.1 days 50 g remains 16.2 days 25 g remains 32.4 days 6.25g remains 40.5 days g remains 24.3 days 12.5 g remains 0 days 100 g Second ½ life Third ½ life Fourth ½ lifeFifth ½ life

C. Half-life Graph

C. Half-Life Practice 1.If we start with 400 atoms of a radioactive substance, how many would remain after one half-life?________ after two half-lives? ________ after three half-lives? _______ 2. If we start with 48 g of a radioactive substance with a 2 hour ½ life, how much is left after two half-lives? _____ after four half-lives?___ how much time has passed for 4 ½ lives? ______ 3.If we start with 16 grams of a radioactive substance that has a 6 day ½ life, How much will remain after three half-lives?________ How much time would have passed?_______ 200 atoms 100 atoms 50 atoms 12 g 3 g 2 grams 18 days 8 hours

6. If a sample originally had 100 grams of Carbon-14, how many atoms will remain after 16,110 years? _______ 4. How long is a half-life for Carbon-14?_________ 5. If only 25% of the Carbon-14 remains, how old is the material containing the Carbon-14?__________ 5730 years years old 12.5 grams C. Half-Life Practice

II. Nuclear Reactions Nuclear Chemistry Nuclear Chemistry A.Nuclear Forces B.Fission C.Fusion

A. Nuclear Forces  Strong nuclear force is the attractive force that binds protons and neutrons together in the nucleus.  Over very short distances the strong nuclear force is much greater than the electric forces among protons.

A. Effect of Size on Nuclear Forces  The greater the number of protons in a nucleus the greater the electric force that repels those protons.  In larger nuclei, the repulsive electric force is stronger than in smaller nuclei.  Larger numbers of electric forces make larger nucleus less stable.

A. Unstable Nuclei  A nucleus becomes unstable (radioactive) when the strong nuclear force can no longer overcome the repulsive electric forces among protons.  All nuclei with more than 83 protons are radioactive.

B. F ission  The splitting of an atomic nucleus into two or more smaller nuclei.  In nuclear fission, tremendous amounts of energy can be produced from very small amounts of mass.

B. Fission  Chain reaction is a process in which neutrons released in fission produce an additional fission in at least one further nucleus.  This nucleus in turn produces neutrons, and the process repeats.  The process may be controlled (nuclear power) or uncontrolled (nuclear weapons).

B. Fission  Critical Mass is the minimum amount of a substance that can sustain a chain reaction.  It takes very little Uranium-235 to reach critical mass.

C. Fusion  The combining of two nuclei to form one nucleus of larger mass.  Produces even more energy than fission.  Occurs naturally in stars.  Inside the sun an estimated 600 million tons of hydrogen undergo fusion each second.

 Fusion requires extremely high temps. (10,000,000◦C).  At these temperatures matter can exist as plasma.  Fusion reactions produce much more energy per gram of fuel and produce less radioactive waste than fission. C. Fusion

Fission Splitting one larger atom into smaller atoms Releases two or three neutrons Releases large amounts of energy Used as a source for electricity Fusion Combining smaller atoms into one larger atom Requires very high temperatures Releases large amounts of energy Not currently a valid source of electricityvs

III. Applications Nuclear Chemistry A.Nuclear Power B.Other Uses of Radiation

A. Nuclear Energy from Fission A. Nuclear Energy from Fission  Nuclear power plants generate about 20% of the electricity in the US.  Nuclear power plant do not emit air pollutants.  However, workers are made to wear protective clothing to reduce their exposure to nuclear radiation.

 Nuclear power plants produce radioactive waste that must be isolated and stored so that it does not harm people or the environment.  If the reactors cooling systems fail, a meltdown might occur.  During a meltdown the core of the reactor melts and radioactive material may be released. A. Nuclear Energy from Fission A. Nuclear Energy from Fission

A. Nuclear Power from Fission  Fission Reactors Cooling Tower

A. Nuclear Power from Fission  Fission Reactors

A. Nuclear Power from Fusion  Fusion Reactors (not yet sustainable)

A. Nuclear Power from Fission  Fusion Reactors (not yet sustainable) Tokamak Fusion Test Reactor Princeton University National Spherical Torus Experiment

A. Fission vs. Fusion Nuclear Power  235 U is limited  danger of meltdown  toxic waste  thermal pollution  Hydrogen is abundant  no danger of meltdown  no toxic waste  not yet sustainable FISSIONFISSION FUSIONFUSION vs.

 Dangers –  Nuclear waste  Nuclear radiation  Benefits –  Medical Cancer Treatment Radioactive tracers  Nuclear Power A. Nuclear Power

B. Other Uses of Radiation  Irradiated Food (p. 676)  Radioactive Dating (p. 683)  Nuclear Medicine (p )