Who is pushing who in Newton's Third Law of Motion?

In summary, thrust is explained by Newton's Third Law of Motion, which states that for every action, there is an equal and opposite reaction. In the case of a rocket, the hot gases produced by burning fuel are forced downwards through the rocket's jets, which causes the rocket to move upwards. This force of the escaping gases provides enough thrust to overcome the force of gravity and propel the rocket into space. This is similar to the action of pushing against a wall, where the wall pushes back with an equal force. In the rocket example, either the rocket is pushing the hot gases out and moving in the opposite direction, or the hot gases are being pushed out and the rocket is moving as a result. The Earth and air do not play
  • #1
Cliff Hanley
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I read this description of thrust on gcsescience.com;

"Hot gases are forced downwards through the rocket's jets
which pushes the body of the rocket upwards.This is an example of Newton's Third Law of Motion. "

I've learned already that Newton's 3rd law states that for every action there is an equal and opposite reaction, eg, when I push against a wall, the wall pushes against me (if it didn't I would end up pushing the wall away). I don't find this easy to grasp fully yet but it seems to make some sort of sense. But in the rocket example above, if I relate that to the example of me pushing against the wall, who is me and who is the wall?
 
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  • #2
  1. Rockets take off by burning fuel. Burning fuel produces gas as a byproduct, which escapes the rocket with a lot of force. The force of the gas escaping provides enough thrust to power the rocket upwards and escape the the force of gravity pulling it back to Earth.
 
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  • #3
The rocket and it's exhaust gases push against each other.
 
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  • #4
Cliff Hanley said:
I
I've learned already that Newton's 3rd law states that for every action there is an equal and opposite reaction, eg, when I push against a wall, the wall pushes against me (if it didn't I would end up pushing the wall away).
Newton's third law says that even if you succeed in pushing the wall down, the force the wall exerts on your hands is still equal and opposite to the force of your hands on the wall.

In the case of the rocket, the hot gases are the wall. The rocket succeeds quite well in pushing the wall down and flinging the pieces far away.
 
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  • #5
jbriggs444 said:
Newton's third law says that even if you succeed in pushing the wall down, the force the wall exerts on your hands is still equal and opposite to the force of your hands on the wall.

In the case of the rocket, the hot gases are the wall. The rocket succeeds quite well in pushing the wall down and flinging the pieces far away.
Thanks. So, if the hot gases are the wall, the rocket is me, yes? Does the Earth and the air beneath the rocket play no part in this action and equal and opposite reaction scenario; is it only between the rocket and the hot gases it expels?
 
  • #6
russ_watters said:
The rocket and it's exhaust gases push against each other.
Is this similar to two roller skaters pushing each other away from one and another, ie, one of them being the rocket, the other the hot gases?
 
  • #7
Cliff Hanley said:
Does the Earth and the air beneath the rocket play no part in this action and equal and opposite reaction scenario; is it only between the rocket and the hot gases it expels?
How , do you feel , would the Earth affect the force between the rocket and the gases ?

Also , air in space ? :biggrin:
 
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  • #8
Post edited .
 
  • #9
Qwertywerty said:
How do you feel , would the Earth affect the force between the rocket and the gases .

Also , air in space ? :biggrin:
My guess is that the Earth wouldn't affect the force between the rocket and the gases, it would only affect the force required to accelerate the rocket away from the Earth.
As for air in space; I was referring to take-off and the rocket's subsequent acceleration away from the Earth where there would be air beneath the rocket.
 
  • #10
Cliff Hanley said:
My guess is that the Earth wouldn't affect the force between the rocket and the gases, it would only affect the force required to accelerate the rocket away from the Earth.
That is correct on both counts. The Earth has no effect on the force between rocket and the exhaust gasses. It only affects the force between rocket and Earth.
 
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  • #11
jbriggs444 said:
That is correct on both counts. The Earth has no effect on the force between rocket and the exhaust gasses. It only affects the force between rocket and Earth.
Thanks.
 
  • #12
Cliff Hanley said:
n the rocket example above, if I relate that to the example of me pushing against the wall, who is me and who is the wall?
Either way works. Either you are the rocket pushing the gas (the wall) out the nozzle and you get thrown forward, or you are the gas being pushed out the nozzle and the rocket is the wall going forward.
 

Related to Who is pushing who in Newton's Third Law of Motion?

1. What is thrust?

Thrust is the force that propels an object in a specific direction. In the context of aerospace engineering, it is the force that moves an aircraft or spacecraft forward.

2. How is thrust generated?

Thrust is generated through the principle of Newton's third law of motion, which states that for every action, there is an equal and opposite reaction. In the case of thrust, a force is produced by expelling a high-velocity fluid or gas in one direction, resulting in an equal force in the opposite direction.

3. What factors affect thrust?

Thrust can be affected by several factors, including the mass flow rate of the fluid or gas, the velocity of the expelled fluid, and the design and configuration of the engine or propulsion system. Other external factors such as air density and atmospheric conditions can also impact the amount of thrust produced.

4. What units are used to measure thrust?

The most common unit of measurement for thrust is the Newton (N), which is equivalent to one kilogram-meter per second squared (kg·m/s²). In some cases, pounds of thrust (lbf) may also be used, especially in the aerospace industry.

5. How is thrust calculated?

Thrust can be calculated using the equation: T = m * v, where T is the thrust, m is the mass flow rate, and v is the velocity of the expelled fluid. In practical applications, more complex equations and calculations may be used to account for other factors and variables.

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