Question about energy, can't create/destroy etc

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SUMMARY

The discussion centers on the principles of energy conservation, specifically regarding gravitational potential energy and tidal forces. Participants confirm that energy cannot be created or destroyed, leading to the conclusion that the potential energy of a rock in space is inherent due to its distance from a planet. The conversation also touches on the Earth-Moon system, where the transfer of angular momentum results in the Moon moving to a higher energy orbit while the Earth's rotation slows down. This dynamic illustrates that while energy is conserved, the system is not closed, allowing for energy transformations through tidal forces.

PREREQUISITES
  • Understanding of Newtonian physics and gravitational potential energy
  • Basic knowledge of tidal forces and their energy conversion
  • Familiarity with the concept of angular momentum in celestial mechanics
  • Awareness of the implications of energy conservation in open systems
NEXT STEPS
  • Explore the principles of gravitational potential energy in detail
  • Research tidal energy conversion technologies and their applications
  • Study the effects of angular momentum transfer in celestial bodies
  • Investigate the long-term implications of the Earth-Moon system dynamics on life
USEFUL FOR

Students of physics, educators, and anyone interested in the mechanics of energy conservation, gravitational interactions, and the implications of tidal forces on planetary systems.

Ryosuke
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Hi,

I just had a thought today and i thought i'd come here and post it up, hopefully i got the right section. Keep in mind i haven't done physics for a year. :rolleyes:

Anyways, i know you can't create, or destroy energy, so, i assume I'm correct in assuming there's a finite amount of energy in the universe.

Now, say you have a chunk of rock floating through space, it happens to fall under the gravitational pull of a planet, now this rock would gain kinetic energy wouldn't it as it falls towards the planet? when it hits, it disperses into heat etc etc, so that's okay, but the energy where did it come from? Was it transferred from the gravitational pull of the planet? If so, would that mean that gravity has infinite potential energy? Since a gravitational pull never weakens unless the mass of a planet is decreased (which isn't happening) so I doubt that, because that would mean that energy in the universe is not finite, and that energy can be created... i think.

So then i thought, perhaps the chunk of rock has potential energy already floating in space, as it was predetermined to fall to that planet, but this would only apply to Newtons model of the universe and that all particles theoretically have a path laid out for them, but with quantum physics that was disproved.



So can anyone tell me the real deal or poke holes in my writing?
 
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I've heard that the universe has a finite amount of matter. However, perhaps it has an infinite amount if the universe does indeed go on forever.

Reminds me of the Gabrilles horn paradox. Infinite but with finite surface area.
 
I think i can answer what you said, as it doesn't technically go one forever, but it is expanding at such a rate, that it seems to go on forever, i think that's right.

Anyways, anybody with my question?
 
If you want, you can right now calculate the gravitational potential energy between yourself and any other body in the universe. That energy has been there since the Big Bang.
 
Ryosuke said:
So then i thought, perhaps the chunk of rock has potential energy already floating in space, as it was predetermined to fall to that planet, but this would only apply to Newtons model of the universe and that all particles theoretically have a path laid out for them, but with quantum physics that was disproved.

You're right. The rock already had the potential energy, simply by being a distance away from the planet. (If you want to put the rock from nearby to a distance farther from the planet you have to fight against the gravitational pull, so it would gain potential energy again).

When dealing with rocks, and macroscopic objects in general (a dust particle is already macroscopic), Newtons laws offer an accurate enough description. When I want to know where I can find a tennisbal at a given time after throwing it, I`m NOT going to use quantummechanics. The uncertainty in determining the position and velocity is neglegible even for a grain of sand, let alone an asteroid or meteorite.
 
ahh, you're right, there should be a little hitting head emoticon, i knew i was wrong i just didn't know why.
 
the energy created by tidal forces

There are several ways we capture energy by tides and convert it to electrical energy. If energy can't be created nor destroyed, where does the energy come from that we are continually gaining from tidal forces. Does the gap between the Earth and moon narrow in proportion to the energy we gain daily through tides?
 
Sparky968,

Actually, the gap between the Earth and the Moon is slowly increasing. A few hundred million years ago the Moon was a lot closer to the Earth than it is now, and months were a lot shorter.

For the Earth/Moon system, the angular momentun of the Earth's rotation about its axis is transferred to the orbital angular momentun of the Moon about the Earth. The Moon gets an orbital energy boost out of this too. Upshot: The Earth spins slower and slower (days gets longer) while the Moon moves into a larger, slower, but higher energy orbit. Eventually the day on Earth will become synchronized with the lunar month, with huge temperature extremes between night and day.
 
sparky968 said:
There are several ways we capture energy by tides and convert it to electrical energy. If energy can't be created nor destroyed, where does the energy come from that we are continually gaining from tidal forces. Does the gap between the Earth and moon narrow in proportion to the energy we gain daily through tides?

The Earth is not a closed system, so energy conservation doesn't apply perfectly.
 
  • #10
Everett said:
Eventually the day on Earth will become synchronized with the lunar month, with huge temperature extremes between night and day.
When my teacher first told me this, I was shocked. :eek:
Life on Earth's surface would be impossible if there were only one revolution per day. I didn't calculate the time it will take for this to happen though.
 
  • #11
Galileo said:
Life on Earth's surface would be impossible if there were only one revolution per day. I didn't calculate the time it will take for this to happen though.

Why do you think life wouldn't be able to adapt to those circumstances, especially as the change will occur only very gradually?

I can imagine the creatures in the early days of the Earth's history talking about how impossible life would be if their puddles dried up...
 
  • #12
Life needs regularity in the environment. I remember something from a docu, that if there were no tidal forces the climate would become utter chaos and life would be unable to adapt.
 

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