Author Topic: Quick question about rocket engines  (Read 32054 times)

Offline Echnaton

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Re: Quick question about rocket engines
« Reply #45 on: March 03, 2015, 03:24:51 PM »
I heard one ex-USN person claim it was a set up by Iran - a plane loaded with dead people on a suicide mission.

They used that idea in an episode of Sherlock.
And Star Trek DS9.
The sun shone, having no alternative, on the nothing new. —Samuel Beckett

Offline Allan F

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Re: Quick question about rocket engines
« Reply #46 on: March 03, 2015, 04:08:06 PM »
What episode?
Well, it is like this: The truth doesn't need insults. Insults are the refuge of a darkened mind, a mind that refuses to open and see. Foul language can't outcompete knowledge. And knowledge is the result of education. Education is the result of the wish to know more, not less.

Offline Echnaton

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Re: Quick question about rocket engines
« Reply #47 on: March 03, 2015, 04:31:20 PM »
The sun shone, having no alternative, on the nothing new. —Samuel Beckett

Offline ka9q

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Re: Quick question about rocket engines
« Reply #48 on: March 03, 2015, 05:58:07 PM »
Multiple launches don't save mass, the actually increase it overall. They do make the mass of each individual launch less.
I'd like to see an analysis.

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Flying to the Moon via a liberation point also saves little, if any propellant.
I can cite several spacecraft that did this specifically to save propellant. E.g., the two GRAIL spacecraft went into lunar orbit via the earth-sun L1 point. The cost was >3 months of transit time vs 3 days for Apollo. This kind of trajectory could be used to transfer bulk cargo to a lunar base while crews would use the more costly direct transfer. This is what I meant by reducing total launch mass.



Offline Allan F

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Re: Quick question about rocket engines
« Reply #49 on: March 03, 2015, 06:00:56 PM »
Well, it is like this: The truth doesn't need insults. Insults are the refuge of a darkened mind, a mind that refuses to open and see. Foul language can't outcompete knowledge. And knowledge is the result of education. Education is the result of the wish to know more, not less.

Offline Luther

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Re: Quick question about rocket engines
« Reply #50 on: March 06, 2015, 09:41:20 AM »
Wouldn't that have been Iran Air 655, shot down by USS Vincennes?

Correct, I was a guest in his house, so I did not tell him he was an idiot.  I just rolled my eyes.

Well if it had happened more recently, he could just stand up and be proud, and declare that the United States has the right to kill anyone it deems a threat to national security, any time, under any circumstances.

Offline Dalhousie

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Re: Quick question about rocket engines
« Reply #51 on: November 29, 2015, 08:45:28 PM »
Multiple launches don't save mass, the actually increase it overall. They do make the mass of each individual launch less.
I'd like to see an analysis.

All other things being equal dry mass tends to go up linearly whereas wet mass geometrically.  For the same final payload the overall mission mass will be greater.


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Flying to the Moon via a liberation point also saves little, if any propellant.
I can cite several spacecraft that did this specifically to save propellant. E.g., the two GRAIL spacecraft went into lunar orbit via the earth-sun L1 point. The cost was >3 months of transit time vs 3 days for Apollo. This kind of trajectory could be used to transfer bulk cargo to a lunar base while crews would use the more costly direct transfer. This is what I meant by reducing total launch mass.
[/quote]

Good luck with sending crews on trajectories to the Moon that take months rather than days.  The only advantage of lagrange points in crewed missions is they offer the possibility of leaving communications relays for the lunar far side.

As you say, unmanned missions are different.

Offline ka9q

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Re: Quick question about rocket engines
« Reply #52 on: November 30, 2015, 04:42:26 AM »
All other things being equal dry mass tends to go up linearly whereas wet mass geometrically.  For the same final payload the overall mission mass will be greater.
I don't understand. The Tsiolkovsky equation only deals with mass ratios, not absolute masses. I can see how some overhead mass might not scale linearly with size, e.g., electrical power, guidance and command systems, but these are now so light compared to structure and even rocket engines that I doubt they make much difference unless the launch vehicle is very small.

I'd think a bigger factor would be the Isp of the rocket engines themselves, with larger ones traditionally having better performance. But I don't know the scaling laws for the current state of the art.

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Good luck with sending crews on trajectories to the Moon that take months rather than days.  The only advantage of lagrange points in crewed missions is they offer the possibility of leaving communications relays for the lunar far side.
My whole point was that not all of the mass to support a crewed mission has to be sent with the crew. If you send the support equipment and fuel in advance, it can take its sweet time getting there by an energy-efficient trajectory and be waiting when you launch the crew on a fast, higher-energy path.

Offline Dalhousie

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Re: Quick question about rocket engines
« Reply #53 on: November 30, 2015, 09:01:03 PM »
All other things being equal dry mass tends to go up linearly whereas wet mass geometrically.  For the same final payload the overall mission mass will be greater.
I don't understand. The Tsiolkovsky equation only deals with mass ratios, not absolute masses. I can see how some overhead mass might not scale linearly with size, e.g., electrical power, guidance and command systems, but these are now so light compared to structure and even rocket engines that I doubt they make much difference unless the launch vehicle is very small.

Simplifying somewhat you can consider mass budgets consist of three categories, fixed mass, linear mass, and geometrical mass items. Fixed mass items - comms, guidance, etc. are basically the same regardless of overall mass.  As you say, these are very small in this day and age.  However it is still more efficient (all things being equal) to provide just one set of these rather than two or more.  Linear mass items are things like engines and tankage, the bigger they are more massive.  Lastly geometric mass items are propellant.  Double the dimensions of the tanks and you cube the volume.  However the mass of the engines and tankage has not cubed, because larger volumes store more efficiently with fewer losses (even allowing for the need for stronger tanks.

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I'd think a bigger factor would be the Isp of the rocket engines themselves, with larger ones traditionally having better performance. But I don't know the scaling laws for the current state of the art.

Indeed, which is why I said all things being equal.

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Good luck with sending crews on trajectories to the Moon that take months rather than days.  The only advantage of lagrange points in crewed missions is they offer the possibility of leaving communications relays for the lunar far side.
My whole point was that not all of the mass to support a crewed mission has to be sent with the crew. If you send the support equipment and fuel in advance, it can take its sweet time getting there by an energy-efficient trajectory and be waiting when you launch the crew on a fast, higher-energy path.

You can do that if you want, but if you do, it is better to send them direct to the lunar surface to wait for the crew to land.  No station keeping propellant needed, no rendezvous or docking in orbit, even if contact is lost, they won'r be going anywhere.

IMHO of course!

Offline ka9q

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Re: Quick question about rocket engines
« Reply #54 on: November 30, 2015, 11:20:10 PM »
You can do that if you want, but if you do, it is better to send them direct to the lunar surface to wait for the crew to land.  No station keeping propellant needed, no rendezvous or docking in orbit, even if contact is lost, they won'r be going anywhere.
Well yeah, you sent the bulk supplies and equipment to wherever you intend to send the crew.

I don't know if a direct ascent would be more efficient for landing on the moon. That would require overcoming lunar escape velocity (in reverse) as well as whatever orbital velocity you have left after leaving earth and climbing to the moon's orbit. If you take a slow, low energy route to lunar orbit via a libration point, then to land you only need get rid of lunar orbital velocity, which is roughly sqrt(2) that of lunar escape. The question is which route has the lower total delta V requirement; I don't know.