Weeks | Topics |
1 |
The Schrödinger equation for N-particle systems, Identical particles, The Pauli principle;
fermiyons bosons, Worked examples
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2 |
The two-body systems, Separation of variabes in the two-body systems,Rotational
İnvariance
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3 |
The Schrödinger equation for noncentral potentials, Worked examples
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4 |
Comutation relations, Raising and lowering operators, Eigensolutions of anglar momentum
Operators
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5 |
Kinetic energy and angular momentum, Worked examples
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6 |
The radial Schrödinger equation, The free particle, Three-dimentional square well potentia
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7 |
The hydrogen atom, The Spectra of hydrogenic atoms, TheVirial Theorem, Worked
examples
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8 |
Midterm Exam
|
9 |
Maxwell’s equations and gauge transformations, Motion of a free electron in auniform
magnetic field, Motion of a bound electron in auniform magnetic field
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10 |
The princible of gauge invariance and flux quantization, Worked examples
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11 |
Matrix representations of wave functions and operators, Matriz algebra, Types of matrix
representations
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12 |
Harmonic osilatör in matrix representations, Matrix representations of angular momentum
oparators, Worked examples
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13 |
Systems with spin one-half, The addition of angular momenta, Worked examples
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14 |
Summary
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