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Decay**: N(t) = N₀e^{-λt}, half-life T₁\u002F₂ = ln(2)\u002Fλ\n- **Alpha Decay**: α particle emission, tunneling through Coulomb barrier\n- **Beta Decay**: Neutron → proton + electron + antineutrino\n- **Gamma Decay**: Excited nuclei emit high-energy photons\n- **Fission**: Heavy nuclei split, releasing energy (~200 MeV per event)\n","## What I do\n- Analyze nuclear structure and decay modes\n- Model nuclear reactions and fusion\u002Ffission\n- Calculate radioactive decay chains\n- Study particle detectors and radiation detection\n- Analyze nuclear binding energy and stability\n- Model nuclear shell structure\n\n## When to use me\nWhen analyzing nuclear power, radiation therapy, or studying fundamental nuclear physics.\n\n## Key Concepts\n- **Binding Energy**: BE = (Zm_p + Nm_n - M)c² holds nuclei together\n- **Radioactive Decay**: N(t) = N₀e^{-λt}, half-life T₁\u002F₂ = ln(2)\u002Fλ\n- **Alpha Decay**: α particle emission, tunneling through Coulomb barrier\n- **Beta Decay**: Neutron → 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