Waves & Optics · Physics

Interference is amplitude addition with phase.

Learn how path difference produces bright and dark fringes, and why coherence is required for a stable pattern.

This topic

Interference of Light

Start with Young’s double-slit, then extend the same phase logic to thin films.

Classic
Young’s double-slit experiment
Two coherent sources create a stable interference pattern on a screen. The geometry connects path difference to positions of bright and dark fringes.
  • Two-slit setup and what is measured
  • Path difference as the key quantity
  • Bright vs dark condition (conceptual)
  • Small-angle geometry idea (intro)
Quantitative
Fringe spacing
Fringe spacing describes how far apart adjacent bright fringes appear on the screen. It depends on wavelength, slit separation, and screen distance.
  • What determines “spacing”
  • Dependence on wavelength
  • Dependence on slit separation
  • How screen distance enters
Extension
Thin-film interference
Reflections from the top and bottom of a thin film can interfere. The key is path difference inside the film plus possible phase shifts on reflection.
  • Two reflected rays picture
  • Optical path length idea (intro)
  • Phase flips on reflection (conceptual)
  • Why soap bubbles show colors
Requirement
Coherence conditions
A stable interference pattern requires a coherent source: phase relationships must persist over the time and distances involved in the setup.
  • Why ordinary light often washes out fringes
  • Temporal coherence and path differences
  • Spatial coherence and slit illumination
  • Practical ways coherence is improved
Practice
Practice & Exercises
Practice using path difference rules, computing fringe spacing, and applying thin-film reasoning with clear assumptions.
  • Bright/dark condition drills
  • Fringe spacing computation sets
  • Thin-film “what color?” concept checks
  • Coherence reasoning questions
  • Exam-style interference problems