Factors contributing to the atomic mass of an atom

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SUMMARY

The discussion centers on the factors contributing to the atomic mass of an atom, specifically addressing why atomic masses are often expressed in decimal values. Key contributors include binding energy, which is the energy required to hold the nucleus together, and isotope abundance, which affects the average atomic mass of elements. For example, copper's atomic weight of 63.55 is derived from the relative abundances of its isotopes, Cu-63 and Cu-65. The relationship between mass and energy, as described by E=mc², is also crucial in understanding these concepts.

PREREQUISITES
  • Understanding of atomic structure and isotopes
  • Familiarity with binding energy concepts
  • Knowledge of E=mc² and its implications in nuclear physics
  • Basic comprehension of atomic weight calculations
NEXT STEPS
  • Study the concept of binding energy in nuclear physics
  • Research the relationship between isotope abundance and atomic weight
  • Explore the principles of nuclear fission and fusion
  • Learn about the Standard Atomic Weight as defined by IUPAC
USEFUL FOR

Students of chemistry and physics, educators teaching atomic theory, and researchers interested in nuclear energy and atomic mass calculations would benefit from this discussion.

Avalon_18
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I was studying about atomic masses and realized that even if we say that the atomic mass unit corresponds to 1/12 of the mass of a carbon atom. why is it that even particular isotopes of elements have atomic mass in decimal values. 1/12 of a carbon atoms mass should equal to the mass of a neutorn or a proton (the mass of an hydrogen atom). It isn't that I am confused with the concepts of atomic mass and mass number. my question is what is it that is contributing to the mass of an atom such that the atomic mass is in decimal values?
 
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Binding energy.
 
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Bandersnatch said:
Binding energy.
That's correct, but a B level answer was required.

@Avalon_18 , Think about nuclear energy. When we split heavy nuclei (fission) we release energy. When we fuse light nuclei (fusion) we release energy. When energy is released those way, the mass of the remaining particles is less than the starting mass. Mass is converted to energy. I'm sure you heard of E=mc2.

The process can work in reverse, where we use energy to create nuclei with more mass than they started with.

The technical word is what @Bandersnatch said, "binding energy." You can study it more at
https://en.wikipedia.org/wiki/Binding_energy
 
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