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VictorVonDoom
Gravity is a force. To change the direction or speed of an object requires a force, not energy.
VictorVonDoom
Gravity is a force. To change the direction or speed of an object requires a force, not energy.
yorkshirelad
VictorVonDoom
Gravity is a force. To change the direction or speed of an object requires a force, not energy.
The energy expended is the force times distance.
Back to the OP: A planet has kinetic energy due it moving around its star and rotation on its axis. When a body approaches the planet and the "slingshot effect" accelerates and/or changes the direction of the body the kinetic energy of the planet is transferred to the body. In other words the planet slows down !! The effect is as noticable as a grain of sand raising the worldwide sea levels when it is dropped into an ocean.
James1982
Now, to change the course of a moving object requires energy.
If a asteroid is traveling straight, you must expend energy in order to stop it, or deflect it.
James1982
VictorVonDoom
Gravity is a force. To change the direction or speed of an object requires a force, not energy.
So if a car is moving, it doesn't take any energy to slow it down, or change its course? Or speed it back up (since gravity can speed things up as well, if it doesn't fall into the gravity of the planet)
I'm trying to figure out how both of those can be true at the same time, that it takes no energy to change the path of a planet or meteor, but it takes energy to change the path of a car, a person, etc.
Deran
Imagine two ice skaters heading towards each other such that they will pass each other within arm's reach. If they were to grab each other's arms as they pass, they would start spinning around their center of mass. If they then let go again, they would continue straight in a new direction, determined by their momentum at the time. The skaters would then have changed each others direction of movement without expending any energy, for their momentum is conserved, and thus their kinetic energy. The argument can be made clearer if it is assumed that the ice skaters' arms are rigid, thus not being able to perform any sort of work.
I hope that analogy might illustrate more intuitively how energy is not always involved when changing the direction of motion of an object.
Things are of course more complex in the real world. For example, if our two ice skaters were asteroids in orbit around the sun, they might perform a 'twirl' such that one asteroid is hurled into the sun while the other is launched into a higher orbit. In this process, both asteroids would convert some of their potential energy into kinetic energy, and vice versa. In the end, energy is always conserved however.
The action at hand is governed by gravity, which is a central force, and all central forces are conservative forces, named as such because energy is always conserved by such a force.
Where does this energy come from?
I just can't fathom where this energy comes from.