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Binding Energy

The amount of...

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The amount of U-235require per day to run a power house of capacity 15 mw (efficiency of nuclear reactor 75 per .assume that energy librated by fusion of 1 mev is

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Q. Assuming that about

20 MeV

of energy is released per fusion reaction,

_{1} H^{2} +_{1} H^{3} \to_{0} n^{1} +_{2} {He}^{4}

_{1} H^{2}

consumed per day in a future fusion reactor of power

1 MW

would be approximately-

Q. Assuming that about 20 MeV of energy is released per fusion reaction,

_{1} H^{2} +

_{1} H^{3}

⟶

_{0} n^{1} +

_{2} H e^{4} .

then the mass of

1_{H}^{1}

consumed per day in a fusion reactor of power 1 MW will approximately be :

Q. Assuming that about

200 MeV

of energy is released per fission of

_{92} U^{235}

nuclei, then the mass of

_{92} U^{235}

consumed per day in fission reactor of power

1 MW

will be approximately

Q. In a nuclear reactor

U^{235}

undergoes fission liberating

200 M e V

of energy. The reactor has a

10 %

efficiency and produces

1000 M W

power. If the reactor is to function for

10

years, find the total mass of uranium needed.

_{92} U^{235}

required to produce electrical energy in a nuclear reactor for 30 days is

23.5 k g

. If 40% of the energy released by the fission is converted into electrical energy, determine the power generated by the nuclear reactor. (Assume that

200 M e V

energy is released per fission of

_{92} U^{235}

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