DeBroglie Wavelength
In 1924 Louis de Broglie suggested that if light waves can behave as particles, then particles such as electrons should also behave as waves. He proposed that every moving particle has a wavelength, now called the de Broglie wavelength:
λ = h / p = h / mv
where λ is the wavelength (m), h is the Planck constant (6.63 × 10-34 J s), p is the momentum of the particle (kg m s-1), m is its mass (kg) and v is its speed (m s-1).
Sign in free to see the rest of this lesson, the R.E.C.I.P.E. recall steps and the quiz
BrainCake is free. Make an account in seconds and pick up where this page stops.
More in Quantum Physics
- Photoelectric Effect
- The Equation for the Photoelectric Effect
- Stopping Potential
- Electron Diffraction
- Electron Microscopes
- Electron Energy Levels
- Excitation and De-excitation
- Line Spectra
All 21 lessons in Quantum Physics · All Edexcel AS-level Physics topics