Fission, Fusion, and Energy

Explain nuclear energy pathways and constraints.

Lesson 3 of 43 parts Practice Flashcards
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Mass Defect and Binding Energy

Objective: Describe energy conservation in nuclear transformations.

Nuclear binding energy is the energy required to separate a bound nucleus into constituent nucleons in a defined model. A bound nucleus has lower rest mass than those separated particles; the mass difference corresponds to binding energy through E = mc². When a nuclear reaction yields products with greater total binding energy per the relevant bookkeeping, some energy appears in kinetic energy, photons, or other forms. Calculate a mass-energy conversion only with consistent SI units: 0.001 kg corresponds to 9 × 10¹³ J using c ≈ 3 × 10⁸ m/s. No mass-energy is created from nothing; total energy and applicable conserved quantities are accounted for in system plus surroundings.

Worked examples

Try itWhat is c in E = mc²?Show answer

Speed of light in vacuum. c is a universal speed constant.

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