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Quantum Mechanics Topics with Applications

Course Reviews

Track :

Engineering

Lessons no : 34

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What will you learn in this course?
  • Master wave functions and quantum states for practical applications in quantum computing and cryptography
  • Apply principles of quantum superposition and entanglement to real-world quantum communication systems
  • Analyze quantum particles' behavior using Schrödinger equation and probability amplitudes in various scenarios
  • Implement quantum measurement techniques and interpret their impact on quantum information processing
  • Utilize quantum mechanics concepts to develop innovative solutions in nanotechnology and quantum sensors
  • Evaluate quantum tunneling and its applications in modern electronic devices and energy systems
  • Design experiments to demonstrate quantum phenomena such as interference and decoherence in laboratory settings
  • Integrate quantum mechanics principles into emerging technologies like quantum dots and quantum cryptography
  • Explain the role of wave-particle duality in developing advanced quantum algorithms and simulations
  • Assess the impact of quantum mechanics on future technological innovations and scientific research

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Lessons | 34
Advanced Quantum Mechanics with Applications Introduction Video
00:05:12

Advanced Quantum Mechanics with Applications Introduction Video
Introduction Postulates of Quantum Mechanics
00:39:30

Introduction Postulates of Quantum Mechanics
Stern Gerlach Experiment Spin Quantization Young s Double Slit Experiment
00:44:53

Stern Gerlach Experiment Spin Quantization Young s Double Slit Experiment
The Mathematical Formalism of Quantum Mechanics Uncertainty Principle
00:51:30

The Mathematical Formalism of Quantum Mechanics Uncertainty Principle
The Density Matrix Formalism Expectation values of Operators
00:31:37

The Density Matrix Formalism Expectation values of Operators
Qunatum Harmonic Oscillator Creation and annihilation Operators
00:37:04

Qunatum Harmonic Oscillator Creation and annihilation Operators
Coherent States and their Properties
00:43:47

Coherent States and their Properties
Applications of Coherent States squeezed states
00:43:40

Applications of Coherent States squeezed states
Symmetries and Conservational Principles in Quantum Mechanics
00:32:04

Symmetries and Conservational Principles in Quantum Mechanics
Rotation Operator and Invariance of Angular Momentum Parity
00:31:30

Rotation Operator and Invariance of Angular Momentum Parity
Spherically Symmetric System and Applications to quantum dots
00:38:56

Spherically Symmetric System and Applications to quantum dots
Spin Angular Momentum Addition of Angular Momentum Clebsch gordan coefficients
00:49:05

Spin Angular Momentum Addition of Angular Momentum Clebsch gordan coefficients
Magnetic Hamiltonian Heisenberg Model
00:38:06

Magnetic Hamiltonian Heisenberg Model
Nuclear Magnetic Resonance NMR
00:19:58

Nuclear Magnetic Resonance NMR
Applications of NMR time evolution of Magnetic Moments
00:42:30

Applications of NMR time evolution of Magnetic Moments
Introduction to Quantum Computing
00:34:52

Introduction to Quantum Computing
Qubits EPR Paradox
00:44:55

Qubits EPR Paradox
Quantum Entanglement QE
00:22:49

Quantum Entanglement QE
Teleportation Quantum Teleportation for one spin
00:36:54

Teleportation Quantum Teleportation for one spin
Entangled state for two spins
00:56:27

Entangled state for two spins
Quantum Gates Walsh Hadamard Transportation No cloning theorem
00:34:39

Quantum Gates Walsh Hadamard Transportation No cloning theorem
Perturbation Theory
00:51:39

Perturbation Theory
Stark Effect First order in ground state
00:58:56

Stark Effect First order in ground state
Stark Effect Second order in ground state
00:42:53

Stark Effect Second order in ground state
Variational method Variation of constants Upper bound on ground state energy
00:36:22

Variational method Variation of constants Upper bound on ground state energy
Application of Variational method Hydrogen Helium atom Comparison with perturbation theory
00:45:41

Application of Variational method Hydrogen Helium atom Comparison with perturbation theory
WKB Approximation Bohr Sommerfeld quantization condition
01:12:21

WKB Approximation Bohr Sommerfeld quantization condition
Summary of Approximation methods Time dependent Perturbation Theory
00:50:34

Summary of Approximation methods Time dependent Perturbation Theory
Time dependent Perturbation Theory Fermi s Golden rule Einstein s A and B coefficients
01:00:18

Time dependent Perturbation Theory Fermi s Golden rule Einstein s A and B coefficients
Scattering Theory
01:03:05

Scattering Theory
Linear Response Theory Derivation of Kubo formula
00:50:31

Linear Response Theory Derivation of Kubo formula
Quantum Dynamics Two level system
00:31:15

Quantum Dynamics Two level system
Examples
00:52:02

Examples
Interaction of Radiation with matter Landau levels
00:42:09

Interaction of Radiation with matter Landau levels


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Kevin Cawood

Very applicable to my case in Terrahertz Plasmonic Metalens using Metamaterials and Nano Photonics with Meta Atoms not Hydrogen Atoms but the same principles and mechanics. 2025-05-09

SYED RUKHSAR

Excellent. 2025-01-31

Sadia Zafar

good 2024-12-28

rohit meshram

good 2024-05-01

Sadik Rafe Khan

Nice Course 2024-04-30

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Quantum Mechanics Topics course in hindi, in this course Explore advanced concepts and applications in quantum mechanics, including wave functions, particles, and quantum information.