Because [nuclear energy levels]? are many orders of magnitude larger than [atomic energy levels]?the energy released is much larger than that for chemical reactions. For example, the ionization energy of hydrogen is 13.6 eV, compare that number with the figures given later for hydrogen fussion.
Fusion powers the Sun and other stars?. The process is called the proton-proton cycle, [often shortened to p-p cycle] The first step involves the fusion of two hydrogen into Deuterium
This process releases 0.42MeV per event
The e+ immediately annihilates with one of the hydrogen's electrons and their mass energy is carried off by two gamma ray photons.
e+ +e- --> 2γ
This process releases 1.02 MeV per event.
After this the deuterium produced in the first stage can fuse with another hydrogen to produce 3He
2H +1H --> 3He +γ
This stage produces 5.49 MeV per event
Finally the 3He produced can fuse together to make 4He
3He +3He -->4He +1H +1H
This stage produces 12.86 MeV per event
The whole cycle releases a net energy of 26.7 MeV per cycle, and the sun processes { someone put the right number in here please} cycles every second.
Another way this happens is the CNO cycle in heavier stars.
The enormous power of fusion means that if were to succeed in creating a controlled fusion reactor? our energy problems would be solved. Unfortunately, success so far has been elusive. [fusion power]?