Informations

Lecturer

• Udvardi László (practice), web page1, web page2
• András Grabarits (practice)

Timetable

• Practice:
  • Friday 8:30-10:00 KF87
  • Friday 8:30-10:00 F3M01 (for the next 3 occasions K375)

Requirements on attendents

• In-person:
  • Attendence on  70% of the practice courses
• Online:
  • No requirements on attendences

Midterm tests

• 1st Test: 15. October,  2nd Test: 03. December, 12:15-13:45
• Both midterm test can be retaken

 Term requirements

• Number of points for the midterm tests >= 40%
• Fulfilment of the requirements on attendence

Office hours

• E-mail for arrangements

Expected  subjects of the practice courses (translation is going on)

• Clebsch-Gordan coefficients.
• Variational merhods, Harmonic oscillator, Hydrogen atom and Helium atom
• 2. Practical course
• Scattering amplitudes and cross-section in Born's approximaion (Yukawa-potential, Rutherford scattering)
• Computation of phase shifts for potentials with finite support (soft and hard spheres)
• Time-dependent perturbation theory in Dirac picture, expectation value of position operator in Heisenberg picture in homogenous electric field and Heisenberg uncertainty relation in coherent states
• 1. midterm
• Line solenoid, Landau levels: solution in asymmetric gauge and with the presence of electric field
• Klein Gordon equation, continuity equation, Klein paradox, Landau levels
• 1. Supplementary test
• Dirac equation, Dirac Hamiltonian, Derivative of angular momentum
• Klein paradoxon. A szabad Dirac-egyenlet megoldása.
• Nyílt nap
• 1/c²-es energiakorrekciók H-atomra a perturbáció számítás első rendjében, spin-pálya kölcsönhatás. A teljes impulzusmomentum operátor időfüggése.
• 2nd Test