SUMMARY
The discussion centers on calculating the lifetimes of unstable particles, specifically Tritium, positronium, pion, and muonium. Tritium has a lifetime of approximately 13 years, while positronium decays in about one-tenth of a nanosecond. Participants suggest identifying decay modes, approximating their amplitudes, and integrating over available phase space for accurate calculations. Key references include JJ Sakurai's "Advanced Quantum Mechanics" for positronium lifetime calculations and the application of Fermi's Golden Rules for decay processes.
PREREQUISITES
- Understanding of particle physics concepts, including unstable particles and decay modes.
- Familiarity with quantum mechanics, particularly Fermi's Golden Rule.
- Knowledge of phase space integration techniques in particle decay calculations.
- Basic grasp of electromagnetic interactions between particles and antiparticles.
NEXT STEPS
- Research the decay modes of pions and their lifetimes.
- Study Fermi's Golden Rule and its applications in particle decay calculations.
- Explore the concept of phase space in quantum mechanics for decay processes.
- Investigate the properties and theoretical implications of true muonium.
USEFUL FOR
Physicists, students of particle physics, and researchers interested in the decay mechanisms of unstable particles and their lifetimes.