Mass lost in a single fusion reaction

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In the D + T fusion reaction, the mass lost is approximately 0.0283 atomic mass units, equivalent to about 4.7 x 10^-29 kg. This mass loss is related to the energy produced, calculated using Einstein's equation E=mc², with the reaction yielding 17.6 MeV. All of the mass is not converted to energy, as a helium nucleus is formed in the process. The mass defect can be calculated using the formula m(D) + m(T) - m(4He) - m(n). Accurate experimental values can be found on reliable physics resources for verification.
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How much mass is lost in a single D + T= 4He fusion reaction? And is all of the mass lost converted to energy or just some? The mass lost can be converted to energy using e=mc2.
 
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Obviously, all of the mass is not converted to energy, since a helium nucleus is produced.

Your reaction equation is also slightly off:

D + T = 4He + n

The energy produced is 17.6 MeV, which is equivalent to about 18.9*10-3 atomic mass units.
 
I don't think you understand what I am asking. I am getting roughly around 4.7x10^-29 kg mass lost but I wanted to confirm this. You can convert that to atomic mass units if you wish but I prefer in kg. Thanks
 
which is about 0.0283u of mass lost
 
m(D) + m(T) - m(4He) - m(n) = mass defect and it will be equal to energy produced in the reaction. If you are getting something different, check for errors.
 
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