Chapter 19 Radioactivity & Nuclear Energy Chemistry B2A.

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Presentation transcript:

Chapter 19 Radioactivity & Nuclear Energy Chemistry B2A

Review Mass number (A):Protons + Neutrons Atomic number (Z):Protons X A Z Mass number Atomic number Isotopes: atoms with the same number of protons and electrons but different numbers of neutrons. different mass number

Radioactive: nucleus which spontaneously decomposes forming a different nucleus and producing one or more particles. Nuclear Equation: shows the radioactive decomposition of an element. Radioactive Decay β Particle Mass # and Atomic # must be conserved.

Types of Radioactive Decay Alpha (α) particle Beta (β) particle Gamma (γ) ray Positron particle Electron Capture

Alpha particle – helium nucleus ( ) Examples: Net effect is loss of 4 in mass number and loss of 2 in atomic number. Mainly occurs in elements of atomic number 80 or higher. Alpha (α) Particle

Beta (β) Particle Beta particle – electron ( ) Examples: Net effect is to change a neutron into a proton.

Gamma ray – high energy photon of light ( ) No charge, No mass. Example: Net effect is no change in mass number or atomic number. Gamma (γ) Ray

Positron Particle Positron – particle with same mass as an electron but with a positive charge ( ). Example: Net effect is to change a proton into a neutron.

Electron Capture Process in which one of the inner-orbital electrons is captured by the nucleus to change a proton into a neutron. Example:

Types of Radioactive Decay

Sometimes, a decay series occurs until a stable nuclide is formed. Decay Series

Change of one element to another. Bombard elements with particles. Examples: Nuclear Transformation Rutherford 1919: Curie 1933:

Elements with atomic numbers greater than 92 (uranium) which have been synthesized by neutron or positive-ion bombardment. Transuranium Elements

Half-life (t 1/2 ): the time it takes for one half of any sample of radioactive material to decay. Half-Life It does not matter how big or small a sample is.

Example: t 1/2 of Iodine-131 = 8 days 10 mg of I How much will be left over after 32 days? 10 mg × 1/2 × 1/2 × 1/2 × 1/2 = mg 32 days (4 half-lives) Half-Life

Based on the radioactivity of carbon-14. Used to date wood and artifacts Radiocarbon Dating (Carbon-14 Dating)

Radioactive nuclides that can be introduced into organisms and traced for diagnostic purposes. Radiotracers

Nuclear Energy Two types of nuclear processes can produce energy:  Fusion: Combining two light nuclei to form a heavier nucleus.  Fission: Splitting a heavy nucleus into two nuclei with smaller mass numbers.

Effect of Radiation Alpha: most massive and most highly charge Least penetration power Lowest energy