In a commercial nuclear fission reactor, uranium-235 nuclei undergo fission to release energy. During a specific operating interval, the total nuclear energy released by these fission reactions is 1.35 × 1011 J.
This energy, EEE, is produced by the conversion of a small amount of mass, Δm\Delta mΔm, according to the mass-energy equivalence equation:
E=Δmc2 E = \Delta m c^2 E=Δmc2where c c\,c represents the speed of light, 3.0 × 108 m/s.
Calculate the mass defect (the decrease in mass), Δm\Delta mΔm, that corresponds to this energy release. Show your working.
94 exam-style questions on Edexcel GCSE Physics 6.5 Uses and dangers of radioactivity, covering 6.5.1 Uses of radioactivity, 6.5.2 Dangers of ionising radiation and precautions, 6.5.3 Half-life and radiation dangers, 6.5.4 Safety precautions for radiation exposure, and 6.5.5 Contamination and irradiation. Each one has a worked solution and a mark scheme showing where the marks go.