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Category: optics

Young's double slit experiment: interference occurs when there is coherence between the sources and the frequency of light are close enough, also closeness in amplitude leads to clarity of the interference pattern. Young's double slit experiment is a wave front splitting type of interference. Photo Credit: mdashf.org

Courses I developed

Young’s double slit experiment

by Invariance, MDASHF i@M
Posted on March 12, 2017January 19, 2020

Harmonic wave: Plane wave front of a harmonic wave. Photo Credit: mdashf.org

Courses I developed

Harmonic plane waves

by Invariance, MDASHF i@M
Posted on March 12, 2017December 7, 2018

Interference of plane harmonic waves: This diagram explains the interference caused by two plane harmonic waves. Plane harmonic waves are plane waves with sinusoidal variations of the field vectors, E and B. The E field has a linear or plane polarisation, i.e. it vibrates on a fixed plane. There are two such waves with different planes coming from a coherent source which leads to interference of these plane waves. Photo Credit: mdashf.org

Courses I developed

Interference of two plane harmonic waves

by Invariance, MDASHF i@M
Posted on March 10, 2017December 9, 2018

Matrix method for thick lens: Matrix transformation of the ray coordinate of a thick lens; the ray coordinates are an important parameter for description of optical systems under the assumption of geometrical or ray optics. How does the coordinate transform under various optical phenomena like reflection and refraction is important in understanding and predicting various optical phenomena. The matrix method gives a powerful and useful way for achieving this. Photo Credit: mdashf.org

Courses I developed

Application of matrix method to thick lens

by Invariance, MDASHF i@M
Posted on March 5, 2017December 10, 2018

Matrix formulation in geometrical optics: Translation refers to ray tracing in a single homogeneous medium. Ray coordinates are transformed from one point to another through a powerful matrix formulation of optical systems. Photo Credit: mdashf.org

Courses I developed

Matrix formulation in geometrical optics

by Invariance, MDASHF i@M
Posted on March 4, 2017December 5, 2018

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