Why is fuel still needed in space?

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Discussion Overview

The discussion revolves around the necessity of fuel for rockets in space, addressing concepts of momentum, inertia, and the implications of Mach's principle. Participants explore theoretical underpinnings, practical mechanics, and the relationship between fuel expulsion and rocket acceleration.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • Some participants question why fuel is needed in space if it is considered a vacuum, suggesting that objects like a golf ball would continue moving indefinitely without it.
  • One participant references Mach's principle, proposing that inertia is influenced by the interaction of a system with the rest of the universe, though noting its incompatibility with relativity.
  • Another participant argues that Mach's principle is fundamental to general relativity, asserting that local inertial frames are determined by surrounding masses.
  • A participant explains conservation of momentum, stating that expelling gas from a rocket creates thrust that propels it forward, maintaining the total momentum of the system.
  • Some participants express frustration with the discussion veering into advanced physics topics rather than focusing on basic Newtonian mechanics.
  • One participant emphasizes that space does not consist of nothingness, challenging the premise of the initial question.
  • Another participant suggests that understanding the Principle of Inertia through Mach's principle can aid in grasping basic mechanics.

Areas of Agreement / Disagreement

The discussion features multiple competing views regarding the relevance of Mach's principle, the application of Newtonian mechanics, and the necessity of fuel in space. No consensus is reached on these points.

Contextual Notes

Participants express varying levels of understanding regarding fundamental physics concepts, with some suggesting that the discussion should remain focused on basic mechanics rather than advanced theories. There are unresolved assumptions about the nature of space and inertia.

childsy
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Why is fuel still needed in space?

If space consists on nothingness, why would a rocket need fuel to gain momentum? For example, if you were to hit a golf ball in space, it would keep going and going right? So besides a gravitational pull from the Earth that the rocket initially needs to escape from, what other reasons are there for the fuel used for acceleration? My main question is, if the fuel is needed, how does it create a push for the rocket to gain velocity or turn when there is nothing to push from (i.e. air)?
 
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childsy said:
If space consists on nothingness, why would a rocket need fuel to gain momentum?
One theory was initially postulated by Mach it states:

"The inertia of any system is the result of the interaction of that system and the rest of the universe. In other words, every particle in the universe ultimately has an effect on every other particle."
(from wikipedia)

However Mach's principle is not compatible with specal and general relativity.

childsy said:
So besides a gravitational pull from the Earth that the rocket initially needs to escape from, what other reasons are there for the fuel used for acceleration?
Well apart from Mach's theory there doesn't seem to much theory about it. :smile:
 
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MeJennifer,

However Mach's principle is not compatible with specal and general relativity.

I think, on the contrary, that Mach's principle is at the root of general relativity.
General relativity precisely incorporates the hypothesis that (local) inertial frames are determined by the surrounding masses and not "ex-nihilo".

Michel
 
Conservation of momentum. Say the initial momentum is 0. By throwing something out the back (i.e. hot gas from your rocket), you can make the rest of the rocket go forward since the total momentum of the system must remain 0.

EDIT: What's this doing in quantum physics?
 
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lalbatros said:
General relativity precisely incorporates the hypothesis that (local) inertial frames are determined by the surrounding masses and not "ex-nihilo".
That is correct!
But that is in my opinion (and I know that others may dffer on that) not relevant to Mach's principle. :smile:
 
What on Earth does Mach's principle have to do with rockets?

childsy - Without any acceleration, an object in free space will simply keep moving in a constant direction at constant velocity - like the golf ball you mentioned. Momentum is conserved like that. But humans generally don't want to fly off into the distance, so they use rocket thrust to accelerate and change their momentum. The principle is the same as on earth; an engine accelerates hot gases out one end at high velocity, so the rest of the rocket moves the other end to compensate (to conserve momentum). The rocket loses some of its mass in the exhaust, so the COM itself is not moving.

http://en.wikipedia.org/wiki/Thrust
http://en.wikipedia.org/wiki/Rocket

By the way, "Quantum Physics" is not a forum relevant to this question. Next time try "Classical Physics" or "General Physics".
 
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The frame dragging effect, due to an object's rotation in space, is actually being tested by Gravity Probe B.
The result of that test will perhaps tell us something about the validity of Mach's principle.

The frame-dragging effect, small as it is for the Earth, reaches far. It may underlie processes that generate vast amounts of power in distant quasars; it may clarify a strange physical hypothesis called Mach's principle. Above all, it may throw light on grand unification. Grand unification is the greatest challenge confronting theoretical physicists today. Gravitation, the strong nuclear forces, and the partially unified electro-weak forces must be connected, but how? Even the issues remain speculative but several clues suggest that general relativity may require amendment, and that the amendment, in the words of Nobel laureate C. N. Yang "somehow entangles spin and rotation." Says Yang: "Einstein's general relativity theory, though profoundly beautiful, is likely to be amended... That the amendment may not disturb the usual tests is easy to imagine, since the usual tests do not relate to spin[i.e. frame-dragging]. The Stanford experiment is especially interesting in that it focuses on the spin. I would not be surprised at all if it gives a result in disagreement with Einstein's theory."
http://einstein.stanford.edu/content/story_of_gpb/gpbsty3.html"
 
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Rach3,

What on Earth does Mach's principle have to do with rockets?

You are partly right. The Mach's principle is more an explanation for the Principle of Inertia.

But it seems that you know very well what the Principle of Inertia is. Therefore, you understand that using a rocket will accelerate the spaceship and allow it to reach faster its target.

And where does the thrust of the rocket comes from?
The Principle of Inertia, again, tells us that in any circumstance without external forces, a system will keep going at a constant velocity. Now, if this system disintegrates -so to speak- then the principle still applies, but to the center of mass of the system. Apply that to the "rocket-spaceship-hot gas" system and you understand that if the hot gas is accelerated to the back, then necessarily the ship must accelerate forth. This is called conservation of momentum: it is (partly) a consequence of the Principle of Inertia.

Michel
 
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god damit, the mas asked a question about rockets, and your all babbling about general relativity, and quaton physics... when the answer lies within old simple Newton.
why is it that people talk about nowdays physics, while not knowing basic mechanics.
 
  • #10
TuviaDaCat,

why is it that people talk about nowdays physics, while not knowing basic mechanics

I agree with you that often on this forum, and elsewhere, people tend to discuss very advanced topics in physics while they are unable to explain how moppeds work.

However, it was more difficult, for me at the secondary school, to understand the Principle of Inertia and what an Inertial Frame is, than to learn Maxwell's equations and quantum mechanics at university.

I think that a short explanation of the Principle of Inertia can be based on the Mach principle and can be very helpfull to assimilate basic mechanics. One always assimilate better what we understand, specially for people who try to understand first.


Michel
 
  • #11
childsy said:
If space consists of nothingness


Space doesn't consist of nothingness. Only nothing consists of nothingness, and nothing is nowhere and never to be found :) One can't find nothing when it doesn't exist in the first place.
 
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  • #12
This thread started out on the wrong foot with MeJenniffer's response. It should have been done via straight-forward Newtonian mechanics. Just apply the conservation of momentum, as eep has indicated.

Thus, to achieve a gain in momentum, there must be "fuel" involved because the expulsion of gasses from the exhaust will cause a net momentum gain by the rocket to preserve overall linear momentum. This is similar to a person on ice throwing a ball - that person will gain a momentum in the opposite direction.

Please try to stay ON TOPIC and not hijack or derail the thread by invoking irrelevant principles. Such things have seldom helped in answering the original question. Re-read the PF guidelines if you think you have forgotten them, because they ARE enforced.

Zz.
 
  • #13
childsy said:
If space consists on nothingness, why would a rocket need fuel to gain momentum? For example, if you were to hit a golf ball in space, it would keep going and going right? So besides a gravitational pull from the Earth that the rocket initially needs to escape from, what other reasons are there for the fuel used for acceleration? My main question is, if the fuel is needed, how does it create a push for the rocket to gain velocity or turn when there is nothing to push from (i.e. air)?
why is fuel used in space?
first of all, the gravity on shuttles in space is just a little lesser than the gravity here on earth(unlike many people uneducated in science thinks... people are floating in shuttles only because there is no pull force between the person and the shuttle, but the man is still pulled to earth)

so after the shuttle crossed the atmosphere, it needs to "resist" gravity, so they don't fall right back to earth, which is obviously a bad thing to happen.
so the next step to be in space and not die right after, is to get the shuttle into orbit, so that the shuttle may accelerate toward earth, yet not get closer, which is orbit motion, if u did not learn high school physics, it may be hard for u to understand what orbit motion actully is...

now to start orbiting Earth you will need to gain a certain tangental velocity(which is determined by gravity, and distance from earth). and this velocity is gained by the fuel burned.how does a shuttle moves itself?
im no expert, and I am not aware on the methods used to gain motion in space, but i know that rocket motors can do the trick, yet i am no expert about rocket =), but ill give you an example-
the water pipe in ur garden may move itself only by splashing out water, just the fact that water gain motion out of the pipe, it means that they pushed something to gain that motion.
same with the rocket motor, just with veeery hot gas.btw, i heard of a new method being developed this days, for sattlleites. the sattellite when in space, has this big screen, which reacts to photons and ions which are sent by the sun. that reaction is a force which moves the sattellite.
its funny, all the motors we make with all the complex fuels we use, and in the we decide that a simple sail is the right sulotion.
"aye aye cap'n!"
 
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