[net.space] Hyde's Laser Fusion Rocket

dietz%USC-CSE@USC-ECL.ARPA (04/04/84)

Thanks to ota for sending me a copy of Roderick (NOT Robert) Hyde's
paper.

The paper makes these points:

The Daedalus study claimed that D+He-3 is superior to DD or DT fuel
because the reaction products are chared particles.  Hyde argues that
this isn't so, because (a) the reactions D+D -> He-3+n and D+D -> T+p
(followed by D+T->n+He-4) will still occur, (b) in the highly
compressed pellets used in inertial confinement fusion most of the high
energy neutrons from D+T reactions will deposit their energy in the
pellet before escaping, but (c) enough netrons escape in any case to
require neutron shielding, even with D+He-3.  Also, (d) at the higher
temperatures needed for D+He-3 fusion, a significant amount of
X-radiation from bremmstrahlung is generated.

As a result, the Daedalus thrust chamber design won't work, because it
intercepts many of the neutrons, gamma rays and X-rays, leading to
unacceptable heat dissipation requirements.  Also, the Daedalus thrust
chamber won't direct the plasma nearly as well as advertized, leading
to lower thrust.

Hyde uses a single, well-shielded superconducting coil to form the
magnetic nozzle.  A lithium shield is used to generate tritium in
flight to catalyze deuterium pellets.  Some 4 GW of power is dissipated
in the coil shield, which is carried away to the radiators by liquid
lithium.

Hyde proposes krypton fluoride lasers as drivers due to their high
operated temperature (1000 degrees K) which reduces radiator mass.

Total vehicle mass is 486 tons.  Theoretical maximum exhaust velocity
is about 8.7% c, but in practice lower because of energy lost in
neutral particles, nozzle inefficiencies and because not all the pellet
is fusion fuel.  The exhaust velocity of the rocket can be adjusted by
wrapping the pellets in extra nonfusionable mass.  The rocket can take
1500 tons of payload to Mars in 22.2 days, to Jupiter in 93.6 days and
to Pluto in just under a year.  Maximum thrust is 3 million newtons.

Hyde's rocket would make a fine asteroid tug, although it isn't
optimized for this function.  It could accelerate a 100,000 ton
asteroid to 4 km/sec in 37 hours.  By using asteroid mass for
shielding, structural material and reaction mass, higher thrust should
be possible.