Loading...

M Dash Foundation: C Cube Learning

Invariance: A journal with a difference, where mind meets aspiration

Skip to content

Menu

Home
Analog Electronics
Classical Mechanics
CSIR NET (Physics)
E And M Basics
Electromagnetic theory
Higher Secondary School
Irodov Solutions
Nuclear Physics
Neutrino
Optics
Japanese
OPERA
Particle Physics
Photon
Quantum Lectures
Solid State Physics
Statistical Mechanics
Thermal Physics
Theory of Relativity

Category: Thermal Physics

This is the spectral distribution of the black body radiation. This shows how for a given wavelength the emittance or emissive power increases with temperature. At each temperature there is a value of wavelength at which the emittance is maximum. This maximum shifts towards shorter wavelength when temperature increases. This constitutes the Wien's displacement law.

Courses I developed

Black body radiation, Quantum Lecture 1.

by Invariance, MDASHF i@M
Posted on May 13, 2020May 18, 2020

Maxwell Boltzmann Distribution: Hard sphere; remember a hard sphere is a classical analogy of a rigid sphere whose surfaces do not deform when an external object comes into contact. This essentially means the incoming object is scattered elastically that is without loss of kinetic energy, only momenta magnitude and directions are changed in accordance with the conservation of linear momentum. Photo Credit: mdashf.org

basic physics

Maxwell Boltzmann distribution for a classical ideal gas

by Invariance, MDASHF i@M
Posted on November 26, 2018April 17, 2021

Search for something ?

Search for:

Can I see more?

Click on image to go to Gravatar profile of founder.

Subscribe to updates via email

Enter your email address to follow this blog and receive updates by email.

Email Address:

Join 3,110 other followers

Rss feed.

Copyrights.

This work is licensed under a Creative Commons Attribution-NoDerivs 3.0 Unported License.

Website Built with WordPress.com.

Search for:

Press Enter To Begin Your Search

×

Follow Following
- M Dash Foundation: C Cube Learning
- Already have a WordPress.com account? Log in now.