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Published byGabriele Paolini Modified over 6 years ago
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Chapter V Interacting Fields Lecture 5 Books Recommended: Lectures on Quantum Field Theory by Ashok Das Advanced Quantum Mechanics by Schwabl
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Quantum Electrodynamics (QED)
Interaction Hamiltonian We use following normalized definition for One particle state
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For fermions, If normaliztion condiiton is
Then Fourier decomposition of field is However, if Then
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Also, we have For photon field
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One particle state for fermions
For photon field
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Consider Using anticommutator We get
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Lines in Feynman Diagrams
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Interaction Hamiltonian of QED, operators
spitted in positive and negative frequency part Above Eq is sum of total 8 terms = e:( ):
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Scattering Processes Examples
S-matrix -----(1) First order QED process ---(2)
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See slide (9) for all process described by (2).
E.g. ---(3) Initial state -----(4) Final state ---(5)
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From (2) we have ----(6)
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----(7)
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----(8) Using We have = ----(9)
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