Calculating Average Binding Energy per Nucleon in Deuterium

AI Thread Summary
To calculate the average binding energy per nucleon in the deuterium nucleus, first determine the mass of the deuterium nucleus and the combined mass of its proton and neutron. The difference in mass is then converted to binding energy using E=mc^2. The average binding energy is found by dividing the total binding energy by the mass number. This approach is confirmed as correct for the problem at hand. Understanding these calculations is essential for accurately determining nuclear binding energy.
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Homework Statement


Calculate the average binding energy per nucleon in the deuterium nucleus.

Homework Equations



Average binding energy= total binding energy/mass number

The Attempt at a Solution



Would i first have to find the mass of the nucleus and then the difference in mass? My textbook uses the difference in mass and converts that's into MeV/c^2 units.

Then with the total binding energy I can find the average binding energy?

I think that's right, but I'm not to sure.
 
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Sure. What's the difference in mass between a deuterium nucleus and the sum of the masses of the proton and an neutron that make it? Then convert it to a binding energy via E=mc^2. Just try it.
 
Would i first have to find the mass of the nucleus and then the difference in mass?

Yes, unless the textbook expects you to calculate the binding energy using theory.

I think that's right, but I'm not to sure.

Yup, it's right.
 
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