---
# System prepended metadata

title: 'EPIQUANTI, Partie 1'
tags: [EPIQUANTI, ' 2022']

---

---
tags: EPIQUANTI, 2022
title: "EPIQUANTI, Partie 1"
---
### Ressources
- Fantasies quantiques
- Understandin
### Programme du cours
### Aperçu du CV du prof
### Aperçu SF
### Quizz "Is this Quantic?"
- Quantum Dots?
	- Majorité de la classe non
	- En fait oui
- Firefox Quantum
	- Non
- Samsung Quantum processor
	- Oui, processeur uses 
	- Non, pas 
- Qubole
	- Non
- finisih
### What is it to be to quantic 
- Indivisible
- En dessous d'une certaine taille
- dualité onde particule

### Quantum physics beginnings
- Plank (1900 Discoveries | 1918 Nobel)
	- Black Body Radiation
	- Energy Quanta
	- Planck quantum
- Einstein (1905 | 1921)
	- Photoelectric effect
- Niels Bohr (1913 | 1922)
	- hydrogen atom model
- Stern-Gerlach Experiment
	- atoms angular momentum (spin)
- Wolfgang Pauli (1924 | 1945)
	- exclusion principle
- Louis de Broglie (1924 | 1929)
	- Wave particle duality
- Erwin Schrodinger (1926 | 1933)
	- wave function
- Max Born (1926 | 1954)
	- quantum prodibilities
- Werner Heisenbeg (1927 | 1935)
	- Indertermination
- EPR Paradox (Einstein, Podolski Rosen)
- Erwin Sxhrödinger 
	- Cat
- Etore Majorana (1937)
	- Fermion

### Domain classification

- newtonian
- relativistic
- quantum physics
- quantum fields theory



|            | Small speed       | Great speed           |
| ---------- | ----------------- | --------------------- |
| Great mass | newtonian physics | relativistic physics  |
| Small mass | quantum physics   | quantum fields theory |

### quantum physics 101
- quantization
	- Atoms & ions
	- electons
		- Principal (disnace nucleus)
		- angular
		- magnetic
		- spin
	- photons
		- polarization
		- wavelength
		- phase number
		- orbital angular momentum
- wave particle duality 
	- Interference observed with photons
	-> Photons acting as wav
	- Photons acting as particles
	
- state superposition
- entaglement
- indetermination
	- $\Delta x\Delta p \ge \frac{h}{4\pi}$
- measurement
	- $
- tunnel effect
- non cloning theorem

