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Assuming that about `20 M eV` of energy is released per fusion reaction `._(1)H^(2)+._(1)H^(3)rarr._(0)n^(1)+._(2)He^(4)`, the mass of `._(1)H^(2)` consumed per day in a future fusion reactor of powder `1 MW` would be approximatelyA. `0.001g`B. `0.1g`C. `10.0g`D. `1000 g` |
Answer» Correct Answer - b `P=10^(6)W` Time `= 1 day =24 xx 36 xx 10^(2)s` Energy produced, `U=Pt=10^(6) xx24 xx 36xx 10^(2)` `=24 xx 36 xx10^(8) J` Energy released per fusion reaction is `20 MeV =32 xx 10^(-13) J` Energy released per atom of `._(1)H^(2)` is `32 xx 10^(-13) J` Number of `._1H^2` atoms used is `(24 xx 36 xx10^(8))/(32 xx 10^(-12)=22 xx 10^(21))` Mass of `6 xx10^(23)` atom `=2g` Mass of `27 xx10^(21)` atoms` =(2)/(6) xx 10^(23) xx 27xx 10^(21) =0.1g.` |
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