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24 Cards in this Set

  • Front
  • Back
Alpha particle
Helium nuclei emitted at high speeds
Symbol: ⁴₂H
Charge: 2+
Beta Particle
Electrons emitted at high speeds
Symbol: ⁰₋₁ϐ
Charge: -1
Gamma Radiation
Electromagnetic radiation
Symbol: ⁰₀Υ
Charge: 0
Alpha Emission
The atomic numbr of the parent nucleus decreases by 2 units and the mass number decreases by 4 units
Beta particle Emission
Neutron turns into electron + proton; electron is emitted, and the atomic number icreases by 1.
Radioactive series
Successive transformations in which the emission of an elpha or beta particle results in the formation of an unstable, radioactive nucleus until a stable nucleus is finally produced
Positron
Positive electron - anti-matter
α decay leads to . . .
loss of 2 protons and 2 neutrons
β decay leads to . . .
loss of a neutron, gain of a proton
Positron decay or Electron Capture leads to . . .
Gain of a neutron, loss of a proton
Positron
Positively charged Electron
Symbol: ⁰₊₁e
Charge: +1
Electron Capture
Atomic Number is reduced by 1, but mass remains unchanged.
Elements with ____ protons need ____ neutrons to hold them in the nucleus
Elements with _more_ protons need _more_ neutrons to hold them in the nucleus
If N/Z (mass number / atomic number) is high, we expect _____ in order to get to a more stable state
If N/Z (mass number / atomic number) is high, we expect _decay_ in order to get to a more stable state
Expect _____ decay in an isotope that has too many neutrons to be stable
Expect _beta_ decay in an isotope that has too many neutrons to be stable
Expect _____ ____ or ______ _______ in an isotope that has too few neutrons to be stable
Expect _positron_ _emission_ or _electron_ _capture_ in an isotope that has too few neutrons to be stable
Binding energy
A measure if the force holding a nucleus together
Eb (binding energy) =
The negative energy that would occur if a nucleus were formed directly from its component protons and neutrons
Half-life
The time required for one half of a given quantity of the isotope to undergo radioactive decay
Rate law for the rate of decay (half life)
first order rate law equation:
ln[At] = -kt + ln[A0]
Artificial Transmutations
Changing one element into another by particle bombardment
Nuclear fission
A nuclear reaction in which the bombarded nucleus splits into two lighter nuclei
Binding Energy - Formula
ΔE = (Δm)c^2
Binding Energy per Nucleon - formula
(Binding Energy)
------------------------
# of nucleons