Yeah - I should have limited that to magnetically confined systems, as opposed to the inertial confinement systems (IC) or inertial electrostatic confinements systems (IEC), which are pulsed systems. In the latter, the thermal energy is about the only way to get the energy out. I was going for a quick answer, since I am working today and tonight.
Hmm, would a physicist describe chemical flammable combustion a 'chain reaction' in that sense?
No but apparently chemists, and perhaps chemical physicists would -
http://nobelprize.org/nobel_prizes/chemistry/laureates/1956/press.html
In 1913 the German chemist Max Bodenstein put forth an idea which proved to be extremely fertile, the idea of chain reactions. This means, that if two molecules react, not only molecules of the final reaction products are formed, . . . .
Another technically important chain reaction is the combustion of carbon monoxide, not to mention the combustion of hydrocarbons.
A sustained magnetically confined systems could be construed as a 'chain reaction' in the sense that the products, particular product ions, impart their energy to heat the plasma. If one can collect more energy from fusion, than is added from various heat sources, e.g. ohmic, microwave, or neutral beam injection, or lost due to recombination, cyclotron or brehmsstrahlung radiation, or diffusion of neutral atoms, then that's not too different from a chain reaction in which at least one neutron must be survive to cause another fission from those born and not parasitically captured or leaked out of the system.
Interestingly - chain reaction has been used in conjunction with fusion, but one must remember it is not the same as the fission/neutron chain reaction.
Fusion Chain Reaction—Chain Reaction with Charged Particles
Michal Gryziński
Institute of Experimental Physics, Warsaw University, Warsaw, Poland, and Institute of Nuclear Research, Warsaw, Poland
Phys. Rev. 111, 900 - 905 (1958)
Kinetics of compression-induced fusion chain reaction
Gac, K.; Gacek, A.; Kaliski, S.; Sarzynski, A.
Journal of Technical Physics, vol. 18, no. 3, 1977, p. 311-324.
The p—p Chain Reaction
http://nobelprize.org/nobel_prizes/physics/articles/fusion/sun_pp-chain.html