Binding energy & energy required to remove a nucleon

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SUMMARY

The binding energy of the 2_1 deuterium atom is 2.00 MeV, which is the total energy required to disassemble the nucleus into its constituent nucleons. Removing a nucleon from deuterium necessitates supplying the entire binding energy, not just a fraction, because the nucleons exist separately after removal. The misconception that only 1.00 MeV is needed arises from a misunderstanding of how binding energy relates to nucleon separation.

PREREQUISITES
  • Understanding of nuclear binding energy concepts
  • Familiarity with nucleon structure (protons and neutrons)
  • Basic knowledge of energy units (MeV)
  • Awareness of nuclear physics principles
NEXT STEPS
  • Study the concept of binding energy in different isotopes
  • Learn about nuclear reactions and energy conservation
  • Explore the role of nucleon interactions in nuclear stability
  • Investigate the differences between binding energy and separation energy
USEFUL FOR

Students of nuclear physics, educators teaching atomic structure, and anyone interested in the principles of nuclear binding and energy calculations.

desmond iking
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Homework Statement



lets's say the binding energy of 2_1 deuterium atom is 2.00MeV .. what's the energy required to remove a nucleon from the 2_1 deuterium atom

Homework Equations

The Attempt at a Solution

the ans is 2.00MeV...
why not 1.00MeV ??

because eneryg required to remove a nucleon is binding energy/ nucleon number (A) [/B]
 
Physics news on Phys.org
Deuterium consists of one proton and one neutron. Removing a nucleon from the nucleus effectively leaves a disassembled nucleus, that is the two nucleons exist separately. That means that you have to supply the total binding energy to disassemble the nucleus into its two parts. They will then have their usual mass when they are separated.
 

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