Chapter 19 Flashcards
Notation for Symbolizing Isotopes
AZX
A = Mass number (sum of the number of protons and number of neutrons in the nucleus)
Z = Atomic number (# of protons in nucleus)
X = Chemical Symbol
⇒The number of neutrons in the nucleus: (N) = A - Z
Nuclide
A particular isotope of an atom.
Alpha Decay
Occurs when an unstable nucleous emits a particle composed of two protons and two neutrons.
α Particle: 42He
Nuclear Equation
23892U → 23490Th + 42He
- The sum of the atomic numbers on both sides of a nuclear equation must be equal.
- The sum of the mass numbers on both sides must be equal.
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Ionizing Power
The ability of radiation to ionize other molecules and atoms.
Penetrating Power
The ability to penetrate matter.
Beta Decay
Occurs when an unstable nucleus emits an electron.
Neutron → proton + emitted electron
β particle: 0-1e
22888Ra → 22889Ac + 0-1e
Gamma Ray Emission
A form of electromagnetic radiation.
Gamma Ray
- High-energy (short-wavelength) photons
- γ ray: 00y
- Has no charge or mass
Positron
The antiparticle of the electron: it has the same mass as an electron, but the opposite charge.
Positron: 0+1e
Positron Emission
Occurs when an unstable nucleus emits a positron.
Proton → neutron + emitted positron
3015P → 3014Si + 0+1e
Electron Capture
Occurs when a nucleus assimilates an electron from an inner orbital of its electron cloud.
Proton + electron → neutron
9244Ru + 0-1e → 9243Tc
Strong Force
Strongest of the four fundamental forces of physics but acts over the shortest distance.
Responsible for holding the protons and neutrons together in the nucleus of an atom.
N/Z Ratio
- Ratio of neutrons to protons: N/Z
- N/Z too high: Nuclides that lie above the valley of stability have too many neutrons and tend to convert neutrons to protons via beta decay.
- N/Z too low: Nuclides that lie below the valley of stability have too many protons and tend to convert protons to neutrons via positron emission or electron capture.
Magic Numbers
Certain numbers of nucleons that confer unique stability.
N or Z = 2, 8, 20, 28, 50, 82, and N = 126