Quantum Physics full Course

Quantum physics also known as Quantum mechanics is a fundamental theory in physics that provides a description of the physical properties of nature at the scale of atoms and subatomic particles. It is the foundation of all #quantum #physics including quantum chemistry, quantum field theory, quantum technology, and quantum information science.

In this course you will learn about Quantum #mechanics from the beginning to the end. The following topics of Quantum mechanics have been discussed in this course:

⭐️ Table of Contents ⭐️
⌨️ (0:00:00) Introduction to quantum mechanics
⌨️ (0:16:23) The domain of quantum mechanics
⌨️ (0:24:18) Key concepts of quantum mechanics
⌨️ (0:34:04) A review of complex numbers for QM
⌨️ (0:48:12) Examples of complex numbers
⌨️ (1:01:47) Probability in quantum mechanics
⌨️ (1:12:17) Variance of probability distribution
⌨️ (1:26:16) Normalization of wave function
⌨️ (1:51:47) Position, velocity and momentum from the wave function
⌨️ (2:10:59) Introduction to the uncertainty principle
⌨️ (2:24:32) Key concepts of QM - revisited
⌨️ (2:37:45) Separation of variables and Schrodinger equation
⌨️ (3:09:55) Stationary solutions to the Schrodinger equation
⌨️ (3:15:47) Superposition of stationary states
⌨️ (3:25:37) Potential function in the Schrodinger equation
⌨️ (3:48:10) Infinite square well (particle in a box)
⌨️ (4:00:58) Infinite square well states, orthogonality - Fourier series
⌨️ (4:08:07) Infinite square well example - computation and simulation
⌨️ (4:39:27) Quantum harmonic oscillators via ladder operators
⌨️ (5:16:48) Quantum harmonic oscillators via power series
⌨️ (5:28:32) Free particles and Schrodinger equation
⌨️ (5:34:37) Free particles wave packets and stationary states
⌨️ (6:10:33) Free particle wave packet example
⌨️ (6:13:43) The Dirac delta function
⌨️ (6:20:49) Boundary conditions in the time independent Schrodinger equation
⌨️ (6:24:39) The bound state solution to the delta function potential TISE
⌨️ (6:43:29) Scattering delta function potential
⌨️ (6:55:49) Finite square well scattering states
⌨️ (7:07:39) Linear algebra introduction for quantum mechanics
⌨️ (7:10:34) Linear transformation
⌨️ (7:13:04) Mathematical formalism is Quantum mechanics
⌨️ (7:37:52) Hermitian operator eigen-stuff
⌨️ (8:01:23) Statistics in formalized quantum mechanics
⌨️ (8:24:26) Generalized uncertainty principle
⌨️ (8:54:36) Energy time uncertainty
⌨️ (9:16:33) Schrodinger equation in 3d
⌨️ (9:19:56) Hydrogen spectrum
⌨️ (9:31:14) Angular momentum operator algebra

[dylanmchatton]

If you have the right maths background then yes absolutely, in fact I definitely encourage it. It’s the type of thing I would’ve loved to study in high school (I had most of the relevant maths background myself in the last year or two of high school). You need to know 4 maths topics: 1. Statistical analysis 2. Complex numbers 3. Integration techniques 4. Linear algebra. Based on my quick look through the video you he goes through 1 and 2 in quite good detail, however I recommend doing linear algebra elsewhere to really understand and appreciate what’s going on. I recommend 3blue1brown’s series on linear algebra if you haven’t studied it yourself. It’s easy to follow if you haven’t studied it before.

[SeriousGamer]

I created an equation using really old already existing equations. After solving, it was roughly planc's constant

[jacksonghurst]

Bro This is the best course I have ever seen, thank you so much

[isalieridal]

I AM HYPERFIAXTED ON QUANTUM PJHYSCSIM GONNA BINGE WATCH TEHS HIT OUT OF THIS

[AlloBruxelles]

A nanometer is 10 to the minus 9, not 10

[SubornaKhatun-bk]

Wilson Elizabeth Hernandez Patricia Perez Karen

[vishwanathmali]

Why are there cuts in between, I'm curious, Does dust particle obeys quantum rules with significance? 24:00

[SamCheryl-sq]

Martin Larry Young Deborah Thomas Angela

[ananthakrishna]

can a higher secondry student study this

[neelkanthkundu]

Are the pdf slides available for download ?