Course Name
|
Turkish |
Quantum Mekaniği 1
|
| English |
Quantum Mechanics I |
Course Code
|
FIZ 311E |
Credit |
Lecture
(hour/week) |
Recitation
(hour/week) |
Laboratory
(hour/week) |
| Semester |
-
|
4 |
3 |
2 |
- |
| Course Language |
English |
| Course Coordinator |
Gönül Eryürek
Gönül Eryürek
|
| Course Objectives |
• Historical Progress,
• Matter and Wave,
• Uncertainty Principle,
• Postulates and Wave Function of Quantum
• Mechanics (Operators, Eigenvalue-Eigenfunction, Probability-Normalization, Expectation Value,
• Momentum Space, Commutator, Dirac Notation), Schrödinger Equation (Time dependent-independent,
• Relativistic),
• One Dimensional Systems (Applications),
• Harmonic Oscillator, Formalism (Vectors, Inner
• Product,
• Linear Transformation,
• Eigenvectors,
• Hermitian Transformation,
• Gram-Schmidt Procedure,
• Hilbert Space, Parity-Trace Operators),
• Three Dimensional Systems (Schrödinger Equation in Spherical
• Coordinates,
• Applications
|
| Course Description |
• Historical Progress,
• Matter and Wave,
• Uncertainty Principle,
• Postulates and Wave Function of Quantum
• Mechanics (Operators, Eigenvalue-Eigenfunction, Probability-Normalization, Expectation Value,
• Momentum Space, Commutator, Dirac Notation), Schrödinger Equation (Time dependent-independent,
• Relativistic),
• One Dimensional Systems (Applications),
• Harmonic Oscillator, Formalism (Vectors, Inner
• Product,
• Linear Transformation,
• Eigenvectors,
• Hermitian Transformation,
• Gram-Schmidt Procedure,
• Hilbert Space, Parity-Trace Operators),
• Three Dimensional Systems (Schrödinger Equation in Spherical
• Coordinates,
• Applications
|
| Course Outcomes |
• Historical Progress,
• Matter and Wave,
• Uncertainty Principle,
• Postulates and Wave Function of Quantum
• Mechanics (Operators, Eigenvalue-Eigenfunction, Probability-Normalization, Expectation Value,
• Momentum Space, Commutator, Dirac Notation), Schrödinger Equation (Time dependent-independent,
• Relativistic),
• One Dimensional Systems (Applications),
• Harmonic Oscillator, Formalism (Vectors, Inner
• Product,
• Linear Transformation,
• Eigenvectors,
• Hermitian Transformation,
• Gram-Schmidt Procedure,
• Hilbert Space, Parity-Trace Operators),
• Three Dimensional Systems (Schrödinger Equation in Spherical
• Coordinates,
• Applications |
| Pre-requisite(s) |
(FIZ 252E MIN DD
veya FIZ 252 MIN DD
veya FIZ 201 MIN DD
veya FIZ 201E MIN DD)
ve (MAT 261 MIN DD
veya MAT 261E MIN DD
veya MAT 281 MIN DD
veya MAT 281E MIN DD) |
| Required Facilities |
class-room |
| Other |
none |
| Textbook |
1. Principles of Quantum Mechanics, H.C. Ohanian, Prentice Hall,1990 |
| Other References |
2. Quantum Physics, Stephen Gasiorowicz, Wiley 2003 Third
Edition
3. Principles of Quantum Mechanics, Ramamurti Shankar, Plenum
Press,1980
4. Kuantum Mekaniğine Giriş,B.Karaoğlu, Seçkin Yayıncılık,
2008 Altıncı Baskı |
|
|