The combination of two or more light nuclei to form a heavy nucleus
with enormous amount of energy is called the nuclear fusion reaction. This process release energy because total mass of resulting single nucleus is less than the mass of two original nucleus.
Fusion
requires extremely high temperature and high pressure just at sun
where temperature is millions of degrees Celsius. This is because the small
nuclei require enough KE to overcome their electrostatic repulsion. Fusion
reactions are responsible for the energy of the sun and other stars. Researchers are interested in Deuterium-Tritium (DT) fusion reaction. In the process, it releases much more energy than normal fusion reaction. Future Fusion power plant such as tokamak or stellarator would generate power for our use using DT reaction. Researchers focus on DT reaction because it generate more power and occur at low temperature than other elements.
For
example, the fusion of two deuterium nuclei into helium is expressed as
1H2
+ 1H2 → 2He4 +
Energy
CALCULATING ENERGY RELEASED BY FUSION
Calculate the energy released in the above
fusion reaction.
Given Mass of 1H2 = 2.014102 u, Mass of 2He4
= 4.002604 u
Solution
The initial mass of two deuterium atoms = (2 × 2.014102 u ) = 4.028204 u.
The mass
lost Δm = (4.028204 - 4.002604) = 0.025600 u
so the
energy released is E = 0.025600 × 931 MeV = 23.84 MeV
[1 MeV = 1.6×10-13 J]
E = 23.84 × 1.6×10-13 J = 38.144 ×10-13 J