Project Cyclops, A Design... - Department of Earth and Planetary ...
Project Cyclops, A Design... - Department of Earth and Planetary ...
Project Cyclops, A Design... - Department of Earth and Planetary ...
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4. POSSIBLE METHODS OF CONTACT<br />
Several methods <strong>of</strong> achieving contact with intelligent<br />
life beyond our solar system have been proposed.<br />
These include actual interstellar space travel,<br />
the dispatching <strong>of</strong> interstellar space probes, <strong>and</strong> the<br />
sending <strong>and</strong> detection <strong>of</strong> signals <strong>of</strong> some form. Many<br />
other suggestions invojving as yet unknown physical<br />
principles (or a disregard <strong>of</strong> known principles) have also<br />
been made but are not considered here.<br />
INTERSTELLAR<br />
TRAVEL<br />
The classical method <strong>of</strong> interstellar contact in the<br />
annals <strong>of</strong> science fiction is the spaceship. With our<br />
development <strong>of</strong> spacecraft capable <strong>of</strong> interplanetary<br />
missions it is perhaps not amiss to point out how far we<br />
still are with our present technology from achieving<br />
practical interstellar space flight, <strong>and</strong> indeed how costly<br />
such travel is in terms <strong>of</strong> energy expenditure even with a<br />
more advanced technology.<br />
Chemically powered rockets fall orders <strong>of</strong> magnitude<br />
short <strong>of</strong> being able to provide practical interstellar space<br />
flight. A vehicle launched at midnight from a space<br />
station orbiting the <strong>Earth</strong> in an easterly direction <strong>and</strong><br />
having enough impulse to add 8-1]2 miles/sec to its<br />
initial velocity would then have a total orbital speed<br />
around the Sun <strong>of</strong> 31-1/2 miles/sec. This would enable<br />
the vehicle to escape the solar system with a residual<br />
outward velocity <strong>of</strong> 18 miles/sec, or about 10-4 c. Since<br />
the nearest star, a-Centauri, is 4 light-years away, the<br />
rendezvous, if all went well, would take place in 40,000<br />
years. Clearly we must have at least a thous<strong>and</strong>fold<br />
increase in speed to consider such a trip <strong>and</strong> this means<br />
some radically new form <strong>of</strong> propulsion.<br />
Spencer <strong>and</strong> Jaffe (ref. I) have analyzed the performance<br />
attainable from nuclear powered rockets using<br />
(a) uranium fission in which a fraction e = 7X 10-4 <strong>of</strong><br />
the mass is converted to energy <strong>and</strong> (b) deuterium fusion<br />
for which e = 4× 10-3. The mass ratios required for a<br />
two-way trip with deceleration at the destination are<br />
given in table 1 for various ratios <strong>of</strong> the ship velocity v<br />
to the velocity <strong>of</strong> light c.<br />
Table 1<br />
v Uranium Deuterium<br />
c fission fusion<br />
0.1 3.8X104 8.1XI01<br />
0.2 2.3X109 6.2X10 s<br />
0.3 1.1XIO 6<br />
0.4 1.5X 108<br />
From these figures we would conclude that with<br />
controlled fusion we might make the trip to a-Centauri<br />
<strong>and</strong> back in 80 years, but that significantly shorter times<br />
are out <strong>of</strong> the question with presently known nuclear<br />
power sources.<br />
Let us ignore all limitations <strong>of</strong> present day technology<br />
<strong>and</strong> consider the performance <strong>of</strong> the best rocket<br />
that can be built according to known physical law. This<br />
is the photon rocket, which annihilates matter <strong>and</strong><br />
antimatter converting the energy into pure retrodirected<br />
radiation. The mass ratio/a required in such a rocket is:<br />
where<br />
Id =<br />
V/C<br />
(1)<br />
V<br />
- = coordinate distance travelled per<br />
Veff _ unit <strong>of</strong> ship's proper time.<br />
Figure 4-1 shows/a,/a 2 , <strong>and</strong>/a 4 as a function <strong>of</strong> Vef_C.<br />
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