MadSci Network: Chemistry
Query:

Re: What does binding energy means as regards nuclear chemistry?

Date: Mon Feb 1 16:59:04 1999
Posted By: Dan Berger, Faculty Chemistry/Science, Bluffton College
Area of science: Chemistry
ID: 917584204.Ch
Message:

What does binding energy means as regards nuclear chemistry?

Actual mass of atom < calculated mass attributed to mass defect for binding the nucleus when atom was born. What does birth of atom mean? "Birth of the atom" means the point at which the nucleons forming the atomic nucleus came together, by whatever process.


The binding energy is due to the strong nuclear force, which holds protons and neutrons together in spite of the protons' tendency to fly apart under the force of their electromagnetic repulsions.

It is commonly stated that the energy required to hold an atom together is large enough to show up as a small but measureable mass loss (remember E = mc2). A 4He nucleus, for example, masses 6.64067´10-27 kg. The rest masses of the two protons and two neutrons of which it is composed add to 6.69510´10-27 kg. This "mass defect" shows up as energy, and comes to about 3 TJ (3´1012 J) per mole.

However, the mass defect doesn't goes into the binding energy of the 4He nucleus: the binding energy is included in the total nuclear mass! The mass defect indicates, instead, that 4He is more stable than two free protons and two free neutrons.

As regards fission, though, binding energy does show up as mass loss. As an example, consider the following fission event:

235U -> 107Tc + 124In + 4 neutrons

After the two daughter nucleii had fully decayed (by b- emission), we would have the following products:

107Ag + 124Sn + 4 neutrons + 5 electrons

with a total mass of 234.8477 amu or 3.8997´10-25 kg. However, a nucleus of 235U masses 235.0439 amu or 3.9030´10-25 kg.

This entire mass difference (3.3´10-28 kg) is from the excess binding energy of the 235U nucleus; it comes to 3´10-11 J or 18 TJ/mol.

For more information, consult the ABCs of Nuclear Science at Lawrence Berkeley Laboratory. Exact atomic masses were obtained from the CRC Handbook of Chemistry and Physics, 63d Edition.

  Dan Berger
  Bluffton College
  http://cs.bluffton.edu/~berger


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