How to Calculate Energy Released in Nuclear Fusion

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To calculate the energy released in nuclear fusion between tritium and deuterium, the equation used is (Σ mass (reactants) - Σ mass (products)) x 931.5 MeV/amu. The fusion reaction produces helium and a neutron, with an expected energy release of about 17.58 MeV. The user initially calculated approximately 18.1 MeV due to using the atomic mass of tritium instead of the mass of the nucleus. The discrepancy of about 0.5 MeV was attributed to the mass of an electron. Accurate mass values are crucial for precise energy calculations in nuclear fusion.
frazzle96
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Hi,

I'm doing some coursework on nuclear fusion, and am trying to calculate the energy released by fusing a tritium and a deuterium atom together. I used the equation:

( Σ mass (reactants) - Σ mass (products) ) x 931.5 MeV/amu = Binding energy.

and Deuterium + Tritium = Helium + neutron

I know the value should be about 17.58 MeV, however when I did it it came out as about 18.1.

The values I used are Triton: 3.0160492u , Deuteron: 2.0135532u , Helium nucleus: 4.0015061u and a neutron: 1.0086649u.

Thanks in advance

Frazer
 
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You're off by about 0.5 MeV, which is the mass of an electron. Are the values you quoted the mass of the atoms or the nuclei?
 
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ah, I think the value I used for tritium was the atomic mass rather than the mass of the nuclei... thanks very much!
 

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