| Term | Definition |
|---|---|
| Photon | A quantum (packet) of electromagnetic energy; E = hν |
| Work function (φ) | Minimum energy needed to eject an electron from a metal surface; φ = hν_{0} |
| Threshold frequency (ν_{0}) | Minimum frequency of light required for photoelectric emission |
| Principal quantum number (n) | Integer (1,2,3,...) describing shell, size, and energy of electron |
| Azimuthal quantum number (l) | Integer (0 to n−1) describing subshell and orbital shape |
| Magnetic quantum number (mₗ) | Integer (−l to +l) describing orbital orientation in space |
| Spin quantum number (mₛ) | ±½; describes intrinsic spin direction of electron |
| Orbital | Region of space where probability of finding electron is ≥ 90%; described by n, l, mₗ |
| Node | Point/region where wave function (and thus electron probability) = 0 |
| Radial node | Spherical surface at specific distance from nucleus where ψ^{2} = 0 |
| Angular node | Plane or cone through nucleus where ψ^{2} = 0 |
| Degenerate orbitals | Orbitals with same energy (e.g., 2px, 2py, 2pz) |
| Aufbau principle | Electrons fill orbitals in order of increasing (n+l); lower n first if tie |
| Pauli exclusion principle | No two electrons in same atom have identical set of all four quantum numbers |
| Hund's rule | Electrons maximize unpaired spins in degenerate orbitals (maximum multiplicity) |
| Ground state | Lowest energy configuration of electrons in an atom |
| Excited state | Configuration where one or more electrons occupy higher-energy orbitals |
| Hydrogen-like ion | One-electron species (H, , , ...); Bohr model applies exactly |
| Wave function (ψ) | Mathematical function describing electron in quantum mechanics; ψ^{2} = probability density |
| de Broglie wavelength | λ = h/mv; wavelength associated with any moving particle |
| Stopping potential | Minimum negative voltage to stop photoelectrons; e = KE_max |
| Spectral series | Group of spectral lines with common lower level n_{1} (Lyman, Balmer, etc.) |
| Rydberg constant (R_H) | ; appears in Rydberg formula for hydrogen spectrum |
| Isoelectronic species | Atoms/ions having the same number of electrons (e.g., , , Ne) |
Part of PC-02 — Atomic Structure
Glossary: Key Terms in Atomic Structure
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