Question

derive the expression for binding energy per nucleon​

Answer 1

Answer:

The binding energy (BE) of a nucleus is the energy needed to separate it into individual protons and neutrons. In terms of atomic masses, BE = {[Zm(1H) + Nmn] − m(AX)}c2, where m(1H) is the mass of a hydrogen atom, m(AX) is the atomic mass of the nuclide, and mn is the mass of a neutron.

Explanation:

Answer 2

Answer:

Binding energy:

The energy required to break the nucleons into nucleus.

B.E.=∆mc²J

B.E.=∆m×931.5MeV

B.E.=([zMp+(A-Z)Mn]-M)c²(joule)

B.E.=([zMp+(A-Z)Mn]-M)931.5MeV

Binding energy per nucleons:

The average energy required to release nucleons from the nucleus.

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