Back to the trusty old man on skateboard!
Remove the ball from the experiment & what would happen when the man pushes his arms out?
Nothing!
There: fixed it for you.
It seems you had trouble understanding my last post (too complicated for you?) so here is another post that hopefully you can understand.
Let's look at 3 different systems, and label each component in those systems, to see if they have any similarities.
Firstly, let's look at the cannon and cannonball system. Let's label the cannon as Object A and the cannonball as Object B. The action of expelling the cannonball out of the cannon, causes the cannon to move in the opposite direction to that of the cannonball. This is a simple 'action' and 'reaction' scenario, and is obviously consistent with Newton's laws concerning conservation of momentum.
Secondly, let's look at the man and the medicine ball system (the system is sitting on a skateboard, the only purpose of which is to simulate a frictionless surface). Let's label the man as Object A and the medicine ball as Object B. The action of throwing the medicine ball, causes the man to move in the opposite direction to that of the medicine ball. This is a simple 'action' and 'reaction' scenario, and is obviously consistent with Newton's laws concerning conservation of momentum.
Thirdly, let's look at the rocket and the fuel system. Let's label the rocket as Object A and the fuel as Object B. The action of throwing the fuel (burnt exhaust gases) out of the rocket, causes the rocket to move in the opposite direction to that of the fuel (burnt exhaust gases). This is a simple 'action' and 'reaction' scenario, and is obviously consistent with Newton's laws concerning conservation of momentum.
So as we can see from the 3 separate examples above, the act of 'throwing' mass (Object B) in one direction out of the system, causes Object A to be forced in the opposite direction.
At this point I thought it would be beneficial to actually look at the weights of Object B (the thrown objects) in the 3 examples above, ie the cannonball, the medicine ball and the rocket fuel.
A cannonball typically weighs
12 kilograms.
A medicine ball typically weighs
8 kilograms.
For the weight of rocket fuel, let's look at the 1st stage of the Apollo Saturn V rocket. It burnt a staggering
15 tons of fuel EVERY SECOND, and virtually ALL OF THIS MASS was expelled out of its engine nozzles at over 4 kilometres per second (= a HUGE amount of momentum).
Conclusion -
The 3 separate systems that we have looked at above, ALL have the same principles involved concerning the conservation of momentum.
Each of the 3 systems has an Object B (mass) which is being forced in one direction, which is causing Object A to be forced in the opposite direction.
If there is anything that you don't agree with, I would welcome your explanation as to specifically which aspect is troubling you?
I realise that it's your opinion that rockets cannot operate in the vacuum of space, but at this stage of the discussion could you please just deal with rocket propulsion within the atmosphere.
I am just trying to ascertain your stance on how a rocket actually propels whilst still in the earth's atmosphere, and specifically whether you think a rocket propels due to 'pushing' off the atmosphere, or whether a rocket propels due to Newton's conservation of momentum laws? Thanks in advance.