Why are Maxwell equations written in terms of curl and divergence? An intuitive framework

What makes a vector field? An intuitive understanding of its constituents.

Derive Coulomb's law from Maxwell equations... [Concepts Challenge]

Derive Biot Savart's law from Maxwell equations... [Concepts Challenge]

Divergence of curl is zero! An intuitive explanation

The curl of gradient is zero! Two intuitive explanations

Discovering the relativistic Dirac equation with Paul Dirac and graphene

Quantum orbital angular momentum

Feynman introduction to classical angular motion and phenomena

How an electron binds two protons, the hydrogen molecule ion

The map of semiconductor materials

Deriving Kramers Kronig relation and Hilbert transform pair

Response of linear, causal, time invariant system: Convolution, impulse response, Fourier transform

Physics of the nanoscale transistor

Spatial vs momentum translation operators in quantum mechanics

What is keeping Moore’s law alive?

Solving the quantum harmonic oscillator with ladder operators

How to trap ions for quantum computing?

Two and three qubits quantum gates

Single qubit and its logic gates

Mapping the qubit state onto the Bloch Sphere

Magnetization switching through spin transfer torque

Magnetization dynamics and the Landau-Lifshitz-Gilbert equation

Theory of the tunneling magnetoresistance

Spintronics memories devices, how are information stored?

Two qubit state: Separable vs Entangled vs Bell states

Fourier vs Heisenberg uncertainty principle

Deriving the Heisenberg uncertainty principle

Most intuitive understanding of the Maxwell equations

The intuition behind Stokes Curl theorem