Quantum

Cards (16)

  • Photoelectric effect
    The emission of electrons from a metal when light of high enough frequency is shone on it.
  • Threshold frequency
    The minimum frequency of photons required for photoelectrons to be emitted from the surface of a metal to late through the photoelectric effect. It is equal to the metal‘s work function divided by Planck’s constant.
  • Work function
    The minimum energy required to remove an electron from a metal’s surface.
  • Stopping potential
    The minimum potential difference required to stop the highest kinetic energy electrons from leaving the metal plate in the photoelectric effect.
  • Ionisation
    Is Process of an atom losing an orbital electron and becoming charged.
  • Excitation
    The process of an electron taking in exactly the right quantity of an energy to move to a higher energy level.
  • Electron-volt (eV)

    The work done to accelerate an electron through a potential difference of 1V. 1eV is equal to the charge of an electron (E=qv)
  • Energy levels
    Defined and distinct energies at which electrons can exist in an atom. An electron cannot exist between energy levels
  • Ground state
    The most stable energy level that an electron can exist exist in
  • Ionisation energy
    The energy required to remove an electron from an atom
  • Fluorescence
    Glow of light from a substance exposed to ultraviolet radiation; the atoms de-excite in stages and emit visible photons in the process.
  • Line emission spectrum
    A spectrum of bright lines of on a dark background corresponding to different wavelengths of light that have been emitted from a source.
  • Line absorption spectrum
    A spectrum with dark lines corresponding to different wavelengths of light that have been absorbed
  • De Broglie wavelength
    the wavelength of a matter particle
  • Wave-particle duality
    All particles can be shown to exhibit wave-like properties and waves can be shown to exhibit particle-like properties.
  • Electron diffraction
    The spreading of electrons as they pass through a gap similar size to the magnitude of their De Broglie wavelength. It is evidence of the wave-like properties of particles.