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Assuming that about 20 MeV of energy is released per fusion reaction 1 H 2 + 1 H 3 → 0 n 1 + 2 He 4 , then the mass of 1 H 2 consumed per day in a fusion reactor of power 1 MW will approximately be

Options

  1. A0 . 001 g
  2. B0 . 1 g
  3. C10 . 0 g
  4. D1000 g

Correct answer

B. 0 . 1 g

Step-by-step solution

Energy produced U = P t = 10 6 × 24 × 36 × 10 2 = 24 × 36 × 10 8 J The energy released per fusion reaction = 20 MeV = 20 × 10 6 × 1.6 × 10 - 19 = 32 × 10 - 13 J The energy released per atom of 1 H 2 = 32 × 10 - 13 J Number of 1 H 2 atoms used = 24 × 36 × 10 8 32 × 10 - 13 = 27 × 10 21 Mass of 6 × 10 23 atom = 2 g ∴ Mass of 27 × 10 21 atoms = 2 6 × 10 23 × 27 × 10 21 ≈ 0 .1 g

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