Plasma Rocket Successful Full Power Test
Matt_dk writes "VASIMR is a new high-power plasma-based space propulsion technology, initially studied by NASA and now being developed privately by Ad Astra. A VASIMR engine could maneuver payloads in space far more efficiently and with much less propellant than today's chemical rockets. Ultimately, VASIMR engines could also greatly shorten robotic and human transit times for missions to Mars and beyond."
LCD rockets have sharper colors.
Free Martian Whores!
I couldn't find an answer in the article, or on the Wikipedia page... are the "reduced reaction mass" requirements for this engine such that constant boost becomes a possibility for longish missions? If so, then this effectively puts the Solar System within reach.
"He who would learn astronomy, and other recondite arts, let him go elsewhere. " -- John Calvin, commenting on Genesis 1
Now if we can only find a pilot that can maneuver down a trench and target a thermal exhaust port 2 meters wide...
I will bend like a reed in the wind.
OK, this is a classic plasma rocket - ionize an inert gas (here argon) and push it out with an electric field (not done in this test). So what are the numbers? How much argon are they using per unit thrust? How much electric power does this take. Is 200KW the input, or the output?
You still have to carry reaction mass; that's the argon. So you can't just keep boosting as long as you have power.
It's not a bad idea, but it's not clear how good the implementation is.
no fusion is involved here. they ionize hydrogen gas and turn it into a plasma and then heat it even further by applying radio waves (i.e. they basically put it in the microwave) and then they let the plasma out through a ring of magnets which focus and accelerate the exhaust. there isn't much in the way of specific data regarding this, but i don't think that the amount of energy needed to create radio waves or to ionize the hydrogen gas is really that great. the majority of the acceleration force is inherent in the energy of the particles since they are at over 100 million degrees F and that force is then amplified by magnets which themselves likely require little to no electrical power
I think they've already solved that one.
SNAP
RTG
Nuclear Reactors for Space
check out http://www.adastrarocket.com/Jared_IEPC07.pdf
it's a paper that the researchers published last year describing what they had done with the previous version of the engine and what they planned on doing with this version
The same incorporates "variable specific impulse" so you have to use a range.
3,000 seconds is comparable to a ion motor.
30,000 seconds is better than the predicted Isp of the Orion nuke-bomb drive.
VASIMR is not a conventional rocket and instead uses ionized argon gas as a propellant. Argon gas is inert and thus unreactive; meaning that there's really no serious explosion danger compared to a conventional rocket powered vessel.
Mind you, much like ion drives, it can only be used in a vacuum, making it totally useless for load-lifting object *into* space and really only useful for moving them around while up there. Ion drives have classically been used as station keeping drives on space stations and in deep space probes.
The Wikipedia entry says it can be tuned for an Isp of 3,000k seconds to 30,000k seconds.
A liquid fueled chemical rocket has an Isp of about 500 seconds. A really good fission thermal rocket, maybe 1000 seconds. The Deep Space 1 ion rocket could do 3.1k seconds.
How to turn this into usable numbers:
Find the exhaust velocity. Vex. Multiply the Isp by "g". So, your chemical rocket has an exhaust velocity of about 5 kps, and your VASIMIR 30 kps.
The figure out the velocity change you want. Vd.
Then:
M(o)/(M(o)+M(f)) = e^(Vd/Vex)
M(o) = Mass of spaceship without reaction mass
M(f) = Mass of reaction mass
e = natural log number, about 2.178
A Hohmann orbit trip to Mars orbit from Earth orbit without need for aerobreaking of the like might require 20 kps. Hohmann orbit to Mercury, 40 kps.
Drawback to ion drives and VASIMIR is a really, really low thrust. You might be better off with lower efficiency but higher thrust or you'll lose the fuel (uh, reaction mass) savings in consumables, and/or risks to your crew from flares.
Q: What's a pirate's favorite rocket propellant?
A: Arrrrgon!
Q: What's a pirate's favorite sock pattern?
A: Arrrrgyle!
Q: What's a pirate's favorite rating system?
A: Arrrrbitron!
Q: What's a pirate's favorite Dudley Moore movie?
A: Surprisingly, it's 'Micki and Maude'
"Slow down, Cowboy! It has been 3 years, 7 months and 26 days since you last successfully posted a comment."
I'm not the person to whom you were responding but I suspect the misunderstanding is on your end, not his. The meaning of the phrase is quite clear; in a system with sustained thrust the fuel (and reaction mass) used in a later portion of the trip has to be accelerated (along with the rest of the ship) for the whole proceeding portion of the trip. This means that, early in a long trip, the majority of the fuel/reaction mass you use accelerating the remainder, and only a small fraction is accelerating the payload. That's why large rocket use stages.
The "reasons" may be obvious to you, but they aren't valid. The actual relationship between final speed (from a standing start in some reference frame) and the exhaust velocity has as a factor the natural log of the starting mass over the payload mass. So (to use your made up numbers) if you started with a ship that was 90% hydrazine (by mass) your final velocity would be 1000*ln(100/10) mph or about 2300 mph, over twice your exhaust velocity. If the ship was 99% fuel, the final velocity would be 4600 mph, and so on.
--MarkusQ
In fact, the equation for top speed is:
top speed = v * ln(M/m) + v0
where:
v = exhaust gas speed
M = starting mass of rocket + fuel
m = ending/empty mass of rocket
v0 = initial velocity
so the exhaust gas might be only 1000mph but you can go pretty much up to the speed of light if you can get ending mass to 0...
My favorite quote doesn't fit into 120 characters. Now no one will like me.