One way to visualize this is to imagine the losses involved are like the frictional losses in a rotating system like a wheel. If we simplify the system to just the wheel, a fixed shaft, and a bearing. No matter how low friction the bearing is, it can’t be frictionless. If you spin the wheel, it will begin to slow right away, and eventually stop. This could take a long time, but it is inevitable.
The energy that is ”lost” is actually not lost of course. But since we have a goal for it, the energy that is turned to heat is “lost” to us. Now ask your initial question about this system, what if we stored up the lost energy and used it somewhere else?
To do this, we’d have to store heat, or convert the heat to something else, like electrical current we store in a capacitor, or use to spin up a flywheel. Right away, we can see that anything like that will also be lossy, but can’t we at least come out ahead after the input and output losses?
No, because energy is not free and any additional load we place on the system, anywhere, requires energy from somewhere to work. We will never be ahead of maximizing the initial efficiency of the original system and simply putting less energy in to start!
One example recovering some input energy is regenerative braking where a propulsion motor is turned into a generator which causes is it to act like a brake, and the output is used to charge the battery. There is still loss all along the way, but less. Schemes like this are as close as you can get to preventing losses but it only works for energy that is accumulated in the powered system and is not needed—like momentum.
The laws of thermodynamics are strictly enforced and there is no appellate court in physics.
The energy that is ”lost” is actually not lost of course. But since we have a goal for it, the energy that is turned to heat is “lost” to us. Now ask your initial question about this system, what if we stored up the lost energy and used it somewhere else?
To do this, we’d have to store heat, or convert the heat to something else, like electrical current we store in a capacitor, or use to spin up a flywheel. Right away, we can see that anything like that will also be lossy, but can’t we at least come out ahead after the input and output losses?
No, because energy is not free and any additional load we place on the system, anywhere, requires energy from somewhere to work. We will never be ahead of maximizing the initial efficiency of the original system and simply putting less energy in to start!
One example recovering some input energy is regenerative braking where a propulsion motor is turned into a generator which causes is it to act like a brake, and the output is used to charge the battery. There is still loss all along the way, but less. Schemes like this are as close as you can get to preventing losses but it only works for energy that is accumulated in the powered system and is not needed—like momentum.
The laws of thermodynamics are strictly enforced and there is no appellate court in physics.