Modern Physics

Nuclear Binding Energy

Eb=Δmc2=[Zmp+NmnM]c2E_b = \Delta m \cdot c^2 = [Zm_p + Nm_n - M]c^2

Energy required to disassemble a nucleus into separate nucleons.

Variables

E_b
Binding energy
J
\Delta m
Mass defect
kg
Z
Number of protons
unitless
N
Number of neutrons
unitless
m_p
Proton mass
kg
m_n
Neutron mass
kg
M
Nuclear mass
kg

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Common questions

What is the Nuclear Binding Energy formula?

Nuclear Binding Energy is written E_b = Δm ·c² = [Zmₚ + Nmₙ - M]c². Energy required to disassemble a nucleus into separate nucleons. It belongs to Modern Physics, under Nuclear Physics.

What are the units in E_b = Δm ·c² = [Zmₚ + Nmₙ - M]c²?

In SI units, E_b is binding energy, measured in J; \Delta m is mass defect, measured in kg; Z is number of protons (dimensionless); N is number of neutrons (dimensionless); m_p is proton mass, measured in kg; m_n is neutron mass, measured in kg; M is nuclear mass, measured in kg.