Key Concepts
An incident ray striking a boundary from a more refractive medium to a less refractive medium at an angle greater than the critical angle experiences total internal reflection.
Total internal reflection is only possible if light is travelling from a more refractive medium to a less refractive medium.
(i.e., n2 < n1)
As the angle of incidence increases, the angle of refraction approaches 90o.
The critical angle is the angle of incidence for which the angle of refraction is 90o. At this angle the refracted ray glances parallel to the boundary.
The incident ray undergoes total internal reflection at any angle greater than the critical angle.
If the incident angle is less than or equal to the critical angle, the refracted ray will be bent away from the normal (provided that n2 < n1).
A high relative index of refraction (the ratio n2/n1) will result in a smaller critical angle.
The critical angle (ic) can be determined from the general form of Snell's Law. At the critical angle, <R = 90o, so sinR = 1, and
sin 90 o = 1
so, 
Students will increase their abilities to: