15:10

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

12:42

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

05:30

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

06:41

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

07:43

Divergence of curl is zero! An intuitive explanation

11:57

The curl of gradient is zero! Two intuitive explanations

29:06

Discovering the relativistic Dirac equation with Paul Dirac and graphene

24:04

Quantum orbital angular momentum

18:33

Feynman introduction to classical angular motion and phenomena

09:57

How an electron binds two protons, the hydrogen molecule ion

23:39

The map of semiconductor materials

08:41

Deriving Kramers Kronig relation and Hilbert transform pair

11:11

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

16:22

Physics of the nanoscale transistor

12:50

Spatial vs momentum translation operators in quantum mechanics

11:55

What is keeping Moore’s law alive?

12:28

Solving the quantum harmonic oscillator with ladder operators

18:05

How to trap ions for quantum computing?

14:54

Two and three qubits quantum gates

13:44

Single qubit and its logic gates

09:39

Mapping the qubit state onto the Bloch Sphere

29:27

Magnetization switching through spin transfer torque

18:39

Magnetization dynamics and the Landau-Lifshitz-Gilbert equation

18:35

Theory of the tunneling magnetoresistance

15:55

Spintronics memories devices, how are information stored?

13:26

Two qubit state: Separable vs Entangled vs Bell states

06:56

Fourier vs Heisenberg uncertainty principle

10:56

Deriving the Heisenberg uncertainty principle

15:06

Most intuitive understanding of the Maxwell equations

09:44

The intuition behind Stokes Curl theorem

06:28

The intuition behind Gauss divergence theorem

16:45

From lumped elements to EM waves, Complete solutions to the transmission lines

20:44

What 3 experiments really tell us about quantum superposition

09:25

Deriving the Dirac Hamiltonian in Graphene

07:03

Seeing the fine structure constant in graphene with light

08:18

Ballistic electronic transport in graphene devices

06:45

Electrostatics of graphene and quantum capacitance

08:55

Calculating electron and hole densities in graphene

18:31

Calculating the band structure of graphene

12:38

Slater-Koster tight binding method for band structure calculation

11:48

How electricity actually works at the nanoscale?

14:18

Linear combination of atomic orbitals (tight-binding method) for electrons in crystalline solids

18:54

Discovery of electromagnetic induction through the lens of Michael Faraday

17:27

Schrodinger equation solutions to the hydrogen atom

11:44

Spherical harmonics for Schrodinger equation

11:43

Deriving the Bloch's theorem

06:49

The Kronig Penney model and the emergence of energy gaps in periodic potentials

12:12

Basics of crystal structure and terminologies, we make it easier to understand in 2D

09:36

Scattering states and the propagation matrix method

08:04

Probability current, the continuity equation and current operator

10:26

How the beautiful unification of electricity and magnetism begins...

08:05

Confined quantum states in finite square well potential

11:07

Free quantum electron wave versus Gaussian packet

06:01

Solving Schrodinger equation for an infinite potential well

08:23

Time independent Schrodinger equation and stationary states

04:07

What is linear vector space?

12:33

Special matrices, adjoint, normal, unitary, hermitian

08:20

Vectors representation and basis set

04:50

Outer product vs inner product, and matrix representation of operator

03:45

Inner product vs dot product