1 / 57

Polarized Light

Polarized Light. Polarized Light. Polarizing Filters. Natural Polarization. Double Refraction. Polarized Light in Crystals. Privileged Directions. Fast and Slow Directions. Fast and Slow Rays. Retardation. Retardation = n λ. Retardation = (n+1/2) λ. Retardation.

sana
Télécharger la présentation

Polarized Light

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Polarized Light

  2. Polarized Light

  3. Polarizing Filters

  4. Natural Polarization

  5. Double Refraction

  6. Polarized Light in Crystals

  7. Privileged Directions

  8. Fast and Slow Directions

  9. Fast and Slow Rays

  10. Retardation

  11. Retardation = nλ

  12. Retardation = (n+1/2)λ

  13. Retardation • One ray is fast, one slow • v = c/n (n = index of refraction) • Time to traverse thin section = h/v = hn/c • Fast ray takes t = hnf/c • Slow ray takes t = hns/c • Time lag = Δt = hns/c - hnf/c = h(ns – nf)/c • Fast ray leads slow ray by c Δt = h(ns – nf) • This quantity is called retardation • The quantity ns – nf is called birefringence

  14. Retardation • If the retardation = integer number of wavelengths, light recombines with no change, and is blocked • If the retardation = integer number of wavelengths plus 1/2, light recombines perpendicular to its original direction, and is fully transmitted • Materials with zero birefringence (isometric or noncrystalline) are called isotropic

  15. Vibration direction

  16. Vibration Direction • The optical properties of a mineral are determined by vibration direction • The ray path has little role • We have to look at light differently

  17. The Indicatrix • How can we summarize optical behavior in all directions? • The indicatrix is an ellipsoid with radius equal to refractive index for that vibration direction. • Shape of the indicatrix reflects symmetry of crystal

  18. The Indicatrix

  19. The Indicatrix • Isometric or noncrystalline materials have the same RI in all directions (isotropic). The indicatrix is a sphere. • Hexagonal, trigonal and tetragonal minerals have one high symmetry axis (uniaxial). The indicatrix is an ellipsoid of revolution • All other minerals have an indicatrix with 3 unequal axes (biaxial)

  20. The Indicatrix

  21. The Indicatrix and What You See

  22. Optic Axes • If RI doesn’t vary, there is no retardation and no interference color. • This happens if cross section of indicatrix is a circle. • Every mineral has at least one circular cross section. • Direction perpendicular to a circular cross section is called an optic axis.

  23. Optic Axes

  24. What Optical Behavior? • Isotropic minerals are easy – they never show interference colors • Can we somehow see the optical behavior in many directions at once? • If we could turn a grain at will, that would be great • Universal stages are expensive and laborious to use • Can we send light through in many different directions at once and see what happens?

  25. Conoscopic Viewing

  26. Conoscopic Viewing

More Related