PhysicsChapter 7: Quantum Physics
Einstein's Photoelectric Equation
Einstein explained the photoelectric effect using conservation of energy for individual photons.
Definition
Einstein explained the photoelectric effect using conservation of energy for individual photons.
Stopping Potential
A photon has energy: E=hf When it interacts with an electron, part of this energy is required to release the electron from the material. This minimum energy is: work function `φ` Remaining energy becomes maximum photoelectron kinetic energy: hf = φ + Kmax Therefore: Kmax = hf−φ Since: φ=hf₀ we get: Kmax = h(f−f₀) If stopping potential `V_s` just stops the fastest photoelectrons: **Kmax=eVs Therefore: eVs=hf−φ**
Graph
A graph of `K_max` against `f` has: slope: **h and frequency-axis intercept: f₀**
Formula / Key Relation
**hf=φ+Kmax Kmax=h(f−f₀) Kmax=eVs**
Exam preparation
Exam Focus
Quick revision
Revision Zone
Review the key facts, formulas and checks before you move on.Einstein's Photoelectric Equation
Sticky Notes · Quick Revision
`hf = φ + Kmax`
- `φ=hf₀`
- `Kmax=eVs`
60-second revision
- Einstein’s equation quantitatively explains photoelectric observations.
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