Please verify this notion regardingmomentum

  • Thread starter stephenn
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In summary: I was prodding and poking at my sentence to get it more concise... got the equal and opposite bit... your "change" and neat phrasing gets a thumbs up, thankyou. :smile:In summary, a moving vehicle creates a quantity of momentum (forward direction for vehicle) AND it has created a quantity of momentum (opposite direction for planet). The total quantity of momentum is exactly half each, so the vehicle will have very small m and large v quantity and the planet will have large m and very small v quantity.
  • #1
stephenn
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0
Please verify this notion regarding... momentum

Hello. Could someone verify this notion about momentum... thanks

here is info:
- The conserved closed system here, is a vehicle and the planet (via the road attached)
- A stationary vehicle has no momentum
- A moving vehicle has some momentum

here is point to verify:
A moving vehicle has created a quantity of momentum (forward direction for vehicle) AND it has created a quantity of momentum (opposite direction for planet)
* So... the total quantity of momentum is exactly half each?
As p=mv
* So... the vehicle will have very small m and large v quantity
* So... the planet will have large m and very small v quantity

I wish to know if I can correctly state... the total quantity of momentum is half each (for vehicle and planet)

[this is linear momentum and no other factors effect the closed system]

much appreciate thoughts, cheers stephenn
 
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  • #2
You've pretty much on the right track here, but it is not correct to say that the total amount of momentum is "half each". Momentum is a signed quantity (that is, direction matters) so you should say that the total momentum is still zero:

Vehicle's momentum we'll call P; we get this by multiplying a small mass times a large velocity. Now the Earth's momentum is -P; we get this by multiplying an enormous mass times a very small negative velocity. Total momentum is the momentum of the Earth plus the momentum of the vehicle, P+(-P) = 0.

Doing it this way, the total momentum is conserved: zero before and zero after.
 
  • #3
Nugatory said:
Doing it this way, the total momentum is conserved: zero before and zero after.

Thanks for reply... and workings... I understand that the phrase of half and half doesn't carry with it, the direction factor (one being opposite to the other).



I still wish to test "worded" / "spoken" notions, that will hold true:
so for the same notion:

In the closed system, mentioned... should this hold true?:
Any momentum present (for vehicle and planet), will be identical in quantity, but apply in opposite directions.
 
  • #4
stephenn said:
In the closed system, mentioned... should this hold true?:
Any momentum present (for vehicle and planet), will be identical in quantity, but apply in opposite directions.
Better to say: The change in momentum of each will be equal and opposite.
 
  • #5
Doc Al said:
Better to say: The change in momentum of each will be equal and opposite.

haha, I was prodding and poking at my sentence to get it more concise... got the equal and opposite bit... your "change" and neat phrasing gets a thumbs up, thankyou. :smile:
 

FAQ: Please verify this notion regardingmomentum

What is momentum and how is it defined?

Momentum is a physical quantity that describes the motion of an object. It is defined as the product of an object's mass and its velocity. In other words, it is a measure of how much an object is moving and in what direction.

How is momentum different from velocity?

Momentum and velocity are related, but they are not the same thing. Velocity is a measure of speed and direction, while momentum also takes into account the mass of an object. In other words, two objects can have the same velocity, but different momentum if they have different masses.

Can momentum be negative?

Yes, momentum can be negative. This means that the object is moving in the opposite direction of its velocity. For example, if an object is moving south with a velocity of 10 m/s, its momentum would be -10 kg*m/s if it has a mass of 1 kg.

How is momentum conserved in a closed system?

In a closed system, the total momentum remains constant. This means that the momentum of all the objects in the system before an event must equal the momentum of all the objects after the event. This principle is known as the law of conservation of momentum.

How is momentum used in real-life applications?

Momentum is used in many real-life applications, such as sports, transportation, and engineering. For example, in sports such as football or baseball, momentum plays a crucial role in determining the outcome of a collision between players or between a player and the ball. In transportation, momentum is used to design safer cars and trains. In engineering, it is used to calculate the forces and impacts of moving objects in machines and structures.

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