Ray Optics or Geometrical Optics and Optical Instruments use a graphic of a ray of light to explain numerous phenomena such as reflection, refraction, and dispersion. Ray Optics or Geometrical Optics argues that light travels in a straight path, and each object has an image.
Reflection of Light: When the light ray approaches an extremely smooth surface and the ray of light bounces back, it is referred to as the reflection of light.
A sphere includes a spherical mirror. When one of the surfaces is silvered, the other becomes the reflective surface. The mirror is called a concave mirror when the convex face is silvered and the reflecting surface is concave. It is called a convex mirror when its concave face is silvered, and the convex face is the reflecting face. A few terms related to spherical mirrors are:
Refraction of Light
Refraction occurs when light is transferred obliquely from one medium to another, causing a perceptible shift in the image’s light path.
The ratio of the speed of light in a vacuum to the speed of light in the medium is known as the refractive index.
Snell’s law of refraction states that for the refracting medium to incident medium, a refractive index is the ratio of sine angle of incidence to sine angle of refraction i.e. sin i/sin r= n2/n1. On the other hand, the absolute refractive index refers to the ratio of the speed of light in a medium to the speed of light in a vacuum. n = c/v
An absolute refractive index can be used to identify whether a medium is optically denser or rarer. If medium 1 has a greater absolute refractive index than media 2, medium 1 is said to be optically denser. Medium 1 is optically rarer if its refractive index is lower than medium 2.
Examples: Diamonds, Prisms, Optical Fibre, Mirage, etc.
Refraction can also occur through spherical surfaces like lenses. For a ray of light refracting through the lens, the lens maker’s formula is followed.
Lens maker’s formula for the thin lens will be
1/f = ((n2-n1)/n1) (1/R1 – 1R2).
For convex lenses, R1 is positive, R2 is negative, whereas for concave lenses, R1 is negative, and R2 is positive.
In our daily lives, we employ various optical devices created by combining the properties of reflection, refraction, and dispersion.
Light propagation is described in geometrical optics in terms of rays, which is useful for approximating the routes along which light propagates in specific situations. Certain optical effects, such as diffraction and interference, are not taken into consideration by geometrical optics. The bouncing of incident light waves at the medium’s border is thought of as reflection. According to the law of reflection, the angle of incidence equals the angle of reflection when measured from the conventional.