Hydrogen combustion net momentum

In summary, the conversation discusses the comparison of the net momentum in two scenarios involving hydrogen gas. One scenario involves the gas being ignited and exploding instantaneously while the other involves the gas being used in a thrust engine for an extended period of time. The conversation also touches on the efficiency of utilizing the energy released from the gas, with the conclusion that a rocket engine has a higher efficiency than a regular internal combustion engine. The use of eddy currents to transform the impulse of an explosion is also mentioned, but its relation to the main topic is not clear. The conversation ends with a discussion on the impact of air resistance on the speed achieved by the two scenarios, with the consensus being that it can be ignored if the efficiencies are the same.
  • #1
robhlee
52
0
Hey what if you had a certain volume of hydrogen gas in two different scenarios. They are of equal amounts. In one scenario, the hydrogen is ignited so that it explodes instantaneously. In the other scenario, the (equal amount of) hydrogen is used in a thrust engine for an extended period of time.
Is the net momentum (F x dt) the same in both situations?
 
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  • #2
I don't thinks so.
When hydrogen explores immediatelly, its net momentum is zero due to its symetry. And if it explores in a thrust engine for extended period of time, the net momentum is not zero because it is asymetric.
 
  • #3
I suppose the OP is thinking of an explosion pushing on a pusher-plate. Such a device is a very inefficient way of capturing and directing the energy of combustion.
 
  • #4
pusher-plate? do you mean like in a piston?
 
  • #5
The only means of using explosions as propulsion that I've ever heard of was with the Project Orion nuclear-bomb powered rocket. The bottom of the rocket was a large shallow-curved plate and the bomb exploded right below it, pushing the rocket up.

If that isn't what you were getting at...what were you getting at?
 
  • #6
I don't understand what you said. I think that we should concentrate on the main problem (the net momentum), not its efficiency. ok?
 
  • #7
What I mean is efficiency of utilizing the energy - a pusher-plate is essentially just a very bad nozzle. The OP wasn't very specific about what this is all about, though, so it is tough to know the real intent of the question. You were right that an explosion in the open has zero net momentum, so the OP question wouldn't make a whole lot of sense to be asking about that.
 
  • #8
Hey russ_waters, sorry for being thick-headed, but could you give me an example of a pusher-plate?

Well what I was getting at, or what I am trying to do, is to use eddy currents (magnet and copper pipe) to "transform", if you will, the impulse of an explosion. That is why I was wondering if an explosion offers the same change in momentum in one direction as plain old thrust (for the same given amount of time that the explosion was active of course).

Just to clarify, what I say "transform" in the electrical transformer sense. Change in momentum is F x dt. Call Voltage F, and Amperes dt. Suppose explosion has high V but low A. Eddy currents will lower the V (instantaneous force) but extend A (dt).

Just another thought that I really have no confidence in, but where is the momentum advantage of a (heat-wasting) hydrogen car over plain old thrust? Or is that two totally different ball fields?
 
  • #9
The top-right picture is the project Orion spacecraft sketch: http://www.daviddarling.info/encyclopedia/O/OrionProj.html

I'm still not clear about what you are trying to do - when you talk about cars, are you now talking about burning hydrogen in a regular internal combustion engine?

Chemically, there is only one possible amount of energy released in a chemical reaction, but the nitty-gritty of how it is harnessed is what determines how much useful energy/change in momentum you get from it.

Also, momentum ("net" or otherwise) and change in momentum aren't the same thing. That's part of what didn't make sense in your first post.
 
  • #10
The question is not clear, howver, if your mean total change of momentum due these two different processes, where total change of momentum is defined as [tex]\Delta P=P_f-P_i[/tex], then in an ideal case they are the same due to "there is only one possible energy release"(russ_watters). But "nitty-gritty of how it is harnessed is what determines how much useful energy/change in momentum you get from it" (russ_watters).
 
  • #11
Oh sorry about the use of "net" early in the post. I meant change. I ll change it.

Yes I mean h2 car.
 
  • #12
Ok, that makes the question a lot simpler. An internal combustion car engine runs at around 35% thermodynamic efficiency. Nozzles can be upwards of 90%.
 
  • #13
wow that's pretty high, i suppose the reason they don't do that in cars is because of the car behind!

you've got a point there, this wouldn't be too hard to put inside a car as an engine would it?
 
  • #14
Hey russ_waters, I knew the heat efficiency of nozzles were much higher than the combustion engine cars, but can you compare them in terms of change in momentum per a given amount of hydrogen?
 
  • #15
If I have one device that uses the eddy current impulse "transformer" stated earlier (w/ explosions of hydrogen), and compare it to a rocket engine with thrust to equal the amount of hydrogen used by the explosion during any given amount of time, the force and change in momentum provided by the two will be the same, correct?
 
  • #16
only if they have the same efficiency...

in a perfect world, yes.

if efficiency is lower, more of the energy from the hydrogen combusting is converted into useless byproducts (eg heat). I don't understand the eddy currents thing, but as that and the rocket seem to be different devices, they will probably have different efficiencies.

is this eddy impulse thing what is supposedly being used on the aurora?

also friction is important... i think the air resistance that both encounter would overall be the same. the slower burning rocket would have a steadily increasing air resistance, whereas your eddy current impulse rocket thing would experience brief accelerations to a higher speed, therefore it would not experience the air resistance between the two speeds as much as the slow burner... but it would then be exposed to a larger air resistance for a time until the next explosion... therefore, i think the same speed is achieved in both... so i think air resistance can be ignored as with identical efficiencies i think the same speed would be achieved.

so yh i think you are right but only aslong as efficiencies are the same...
 

What is hydrogen combustion net momentum?

Hydrogen combustion net momentum refers to the overall momentum of a system after hydrogen gas undergoes combustion. This momentum is a result of the mass and velocity of the products of the combustion reaction.

How is hydrogen combustion net momentum calculated?

Hydrogen combustion net momentum can be calculated by multiplying the mass of the products of the combustion reaction by their velocity. This can be represented using the equation p = m x v, where p is momentum, m is mass, and v is velocity.

What factors affect hydrogen combustion net momentum?

Several factors can affect hydrogen combustion net momentum, including the amount of hydrogen gas used, the presence of any catalysts or inhibitors, the temperature and pressure of the reaction, and the composition of the surrounding environment.

Why is hydrogen combustion net momentum important?

Hydrogen combustion net momentum is important because it helps us understand the overall energy and movement involved in the combustion process. It also plays a role in the efficiency and effectiveness of hydrogen-powered engines and other applications of hydrogen combustion.

How does hydrogen combustion net momentum differ from regular combustion net momentum?

Hydrogen combustion net momentum differs from regular combustion net momentum because hydrogen gas produces different products and has different properties compared to other fuels. This results in different mass and velocity values, ultimately affecting the overall net momentum of the system.

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