The mirrors are perfectly perpendicular
In michelson interferometer experiment, when we see the fringe pattern ,it depends on the angle in which our eye see it. This is due to the angle theta between the eye and and fringe pattern. The second reason is the factor d, the distance between the mirrors M1 amd M2.
The Michelson interferometer is a device used to measure small differences in the path length of light waves. It consists of a beam splitter that divides a light beam into two equal parts, which are then recombined to produce interference fringes. This setup allows for precise measurements of distances, wavelengths, and refractive indices.
They are also formed in photography enlargers and are called, somewhat inaccurately, Newton"s rings. The explanation can be found in Newtonian physics but Light is an energy form and is not effected by gravity, except in the case of a collapsed neutron star or Black Hole! Light goes in a straight line, is not affected by Gravity.
The fringes in interference patterns are circular because they represent regions of constructive and destructive interference of light waves. The circular shape results from the changing phase differences between the interfering waves across the entire wavefront.
. You can read the paper describing how very clear fringes are made by Fresnel biprism well. Paper title : Compact Design of a Nomarski Interferometer and Its Application in the Diagnostics of Coulomb Explosions of Deuterium Clusters
In michelson interferometer the mirros are perpendicular and because of our eye viewed direction and angle theta the fringes are circular
In michelson interferometer experiment, when we see the fringe pattern ,it depends on the angle in which our eye see it. This is due to the angle theta between the eye and and fringe pattern. The second reason is the factor d, the distance between the mirrors M1 amd M2.
two fringes .... since each half a wavelength distance corresponds to a fringe change!
The Michelson interferometer is a device used to measure small differences in the path length of light waves. It consists of a beam splitter that divides a light beam into two equal parts, which are then recombined to produce interference fringes. This setup allows for precise measurements of distances, wavelengths, and refractive indices.
They are also formed in photography enlargers and are called, somewhat inaccurately, Newton"s rings. The explanation can be found in Newtonian physics but Light is an energy form and is not effected by gravity, except in the case of a collapsed neutron star or Black Hole! Light goes in a straight line, is not affected by Gravity.
initially the two beams i.e. one reflected and one transmitted from semi reflecting glass were in different phase but when they superimpose two interference take place - constructive and destructive. since in both the interferences amplitude changes.
Waves traveling through space interfere and produce visible fringes if the conditions are right. In particular, the waves must have some degree of spatial and temporal coherence over a region of space. Fringe localization defines the region of space where interference occurs and fringes with reasonably good contrast are observed. The location of this region relative to the components of the interferometer depends on properties of the source and geometry of the interferometer. In this section, basic properties of fringe localization are illustrated for various types of sources and interferometers. one can divide the different degree of localization in the following way: 1) Localized everywhere: The fringes have high visibility everywhere in the observation space. (Also called non-localized or unlocalized.) 2) Localized: The fringes have high visibility over some surface in the observation space. The fringe localization surface can be curved. 3) Localized at infinity: A lens is used to transform the angular distribution of fringes into a spatial distribution of fringes on an observation plane with high visibility. The observation plane is usually at the back focus of the lens. Otherwise, fringe visibility is too low for observation. (Also called Haidinger's fringes or fringes of equal inclination.) 4) Fringes of equal thickness: Localized fringes, where fringes correspond to contours of constant thickness between two surfaces.
The circular fringes are obtained while viewing the lens through the travelling microscope. It is formed on the lens of the travelling microscope.
The fringes in interference patterns are circular because they represent regions of constructive and destructive interference of light waves. The circular shape results from the changing phase differences between the interfering waves across the entire wavefront.
The Fabry-Perot interferometer is a device used to measure the spectral characteristics of light. It consists of multiple parallel reflective surfaces that create interference fringes from multiple reflections of light. This enables precise measurement of wavelengths and spectral lines in the light source.
A lens that only has one flat surface is called a plano convex lens. The plano convex lens makes fringes circular because the air film is symmetrical.
Biprism produce straight fringe systems while Newton's rings are circular fringe patterns.