Waves & Optics · Physics

Ray optics is a powerful approximation—when it applies.

Treat light as rays to predict reflection and refraction efficiently, then learn when the approximation breaks down.

This topic

Geometrical Optics

Learn the ray model, what it assumes, and the limits that motivate wave optics later.

Model
Ray approximation
In geometrical optics, light is represented by rays that indicate direction of propagation. The model is highly effective when wavelength is small compared to objects and apertures.
  • Rays as direction markers
  • Wavefront intuition (conceptual)
  • When “straight-line” propagation holds
  • What the model does not capture
Behaviors
Reflection and refraction as ray behavior
Reflection and refraction describe how rays change direction at boundaries. The key is careful geometry: angles are measured from the normal.
  • Normal line and angle definitions
  • Reflection as symmetry about the normal
  • Refraction as direction change in a new medium
  • Qualitative “bend toward/away” reasoning
Limits
Validity limits of geometrical optics
Ray optics fails when wavelength-scale effects matter. Diffraction and interference reveal the wave nature of light and set limits on resolution and shadow sharpness.
  • Why wavelength matters
  • Diffraction as “spreading” at edges
  • Interference patterns vs ray predictions
  • What to expect near small apertures
Practice
Practice & Exercises
Practice drawing rays, identifying normals, and deciding whether the ray model is appropriate for a situation.
  • Ray-diagram interpretation drills
  • Reflection vs refraction identification
  • Angle-from-normal practice
  • When does ray optics fail? concept checks
  • Exam-style geometrical optics sets