the colours that make up white light have different refractive indices so they refract by slightly different amounts
the ray of light that enters a material is called the incident ray
the angle of light which enters a material is called the incident angle
the ray of light which is refracted as it leaves a material is called the refracted ray
the angle of light which is refracted as it leaves a material is called the refracted angle
when light pass from a less dense to a more dense material, it slows down and bends (refracts) towards the normal. this means the angle of refraction is always less than the angle of incidence
when light moves from a more dense to a less dense material, it speeds up and bends away from the normal. This means the angle of refraction is always greater than the angle of incidence
refraction has two effects
the speed of the waves changes
if the ray of light enters the material at an angle to the normal then it will change direction
an increase in speed means the ray of light will refract away from the normal
a decrease in speed means the ray of light will refract towards the normal
the frequency of the wave remains the same and is determined by the source
absolute refractive indices
these are the ratios of the sine of the angle in a vacuum, not air, to the sine of the angle in the medium
the absolute refractive index is always a value greater than or equal to 1
all angles are measured from the normal
normal is drawn at 90 degrees
absolute refractive index of air
1
the refractive index of a medium depends on the frequency (colour) of the incident light
since violet is refracted more than red it follows that the refractive index for violet light must be greater than the refractive index for red light
critical angle
the angle of incidence which produces an angle of refraction of 90 degrees
if the light is totallyinternallyreflected, the angle of reflection is equal to the angle of incidence according to the law of reflection
if the light is incident at an angle less than the critical angle it will escape from the prism and the angle will be given using Snell's law.