Velocity Change: While all EM waves travel at m/s in a vacuum, they slow down when entering matter. The degree of slowing is quantified by the refractive index , where .
Directional Shift: When a wave moves from a less dense medium (lower ) to a more dense medium (higher ), it bends towards the normal. Conversely, moving to a less dense medium causes it to bend away from the normal.
Frequency Invariance: During refraction, the frequency of the wave remains constant, while the wavelength decreases in proportion to the decrease in velocity ().
| Interaction | Effect on Wave | Material Example |
|---|---|---|
| Transmission | Wave passes through | Glass (Visible Light) |
| Absorption | Energy becomes heat | Black surface |
| Reflection | Wave bounces back | Mirror or Shiny Metal |
| Refraction | Wave changes direction | Water or Prisms |
The Normal Line: Always draw the normal line perpendicular to the surface at the point of incidence before attempting to draw refracted or reflected rays. Most errors occur from measuring angles from the surface rather than the normal.
Predicting Refraction: Use the 'FAST' mnemonic: Fast to Slow, Towards the normal. If the wave slows down (e.g., air to glass), it must bend toward the normal.
Frequency vs. Wavelength: Remember that frequency is a property of the source and never changes when a wave enters a new medium. Only velocity and wavelength change.
Sanity Check: If a ray enters a denser medium and you have drawn it bending away from the normal, your diagram is physically impossible.