Space Nuclear Propulsion(nasa.gov) |
Space Nuclear Propulsion(nasa.gov) |
https://www.thecooldown.com/green-business/us-nuclear-test-r...
Still, temperature is quite important, you want the core of the reactor to run as hot as possible. You are limited by the fact that you don't want the core to disintegrate. The NERVA project [1] achieved temperatures in excess of 2200 K.
Molten salt reactors are designed to reach about 1000 K. That gives up most of the benefit of using a nuclear reactor. You would still beat chemical rockets, but only by 25%, not by a factor of 2. Why would you do that? If you build on the NERVA project and use TRISO fuel (which was not available at the time) you can end up with a specific impulse of more than 1000 s, which is 2.2 times higher than what the best chemical rockets can deliver, and 2.85 times higher than SpaceX Starship.
[1] https://en.wikipedia.org/wiki/NERVA#Reactor_and_engine_test_...
PV in space can be made very thin. The absorption length for photons in CdTe, for example, is just 0.1 microns. Without having to be mechanically robust against wind and rain, great gossamer PV arrays could have very high power/mass ratios. These could drive plasma engines with high Isp.
That's like replying to someone saying it takes too long to drive from New York to Seattle, by saying that we could build an efficient 1000 mile per gallon car, that travels at .01 miles per hour. How efficient the vehicle is isn't the slightest bit useful to solve their complaint.
A high thrust to weight ratio when the weight is a couple of pounds isn't useful. What's useful is having a huge amount of thrust that's large enough to shove multiple tons of mass at high accelerations.
What about micro meteorids?
Lower acceleration systems can also be used to preposition chemical fuels for use by crewed vehicles.
[Edit]
Here's some rough math.
From wiki, assume a typical ion engine can produce 150mN of thrust from 4,000 W of power input.
Using a space station solar panel as an example of solar collection in space, each space station solar panel is 420 square meters in size and produces 31,000 W of power.
One space station solar panel would then provide (31,000 W / 4,000 W) * 150 mN = 1,162 mN, or .001162 N of force.
The force required to accelerate 100 tons at 1g requires 996,402 Newtons of force.
To generate that much force, you would then need 996,402 N / .001162 N = 857,488,812 space station solar panels worth of power.
As one space station solar panel is 420 square meters, then that requires 857,488,812 * 420 square meters = 360,145,301,040 square meters of solar panels.
Assuming square construction, each side would need to be 600,121 meters, or 373 miles long.
I assure you, just using high thrust engines makes infinitely more sense than building a pv-based ship scaled up so far that the ship's dimensions are nearly 400 miles long on each edge. At least for any time soon ..
High Isp solar electric systems would not exploit the Oberth effect (likely they would start in high Earth orbit) so they don't have a high acceleration need from that.
If you want to accelerate to 15 km/s in 1 week, that's 2.5 milligees.
The power/weight ratio of nuclear rockets actually sucks, compared to chemical rockets. Conveying heat through a solid/fluid interface is awkward and slow compared to just making it in situ by combustion.
HN: > It's about as realistic as propelling the vehicle with unicorn farts.