Can Two Particles Achieve Perpetual Motion Through Attraction and Repulsion?

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The discussion centers on a hypothetical scenario involving two particles, one attracting and the other repelling the first, leading to a perpetual motion-like situation. The idea is deemed impossible due to the laws of physics, particularly the prohibition of perpetual motion. The conversation explores the implications of using particles with negative mass, where the negative mass would accelerate away from a positive mass, creating a unique dynamic. This setup suggests that the system could theoretically accelerate without increasing momentum or kinetic energy, potentially approaching the speed of light. However, this concept raises questions about the violation of Newton's third law of motion, as one particle attracts while the other repels. The discussion concludes that such a scenario cannot exist within our current understanding of physics, particularly in relation to thermodynamics and the behavior of mass.
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I had an idea which i can't fully realize because i don't know the physics behind it. Here it is: imagine two particles, for example a and b. imagine also that a is attracted to b but b repels a. In this case, both atoms would essentially travel in a straight line forever assuming they repel and attract each other with the same force. what is wrong here? i know this cannot exist because it is a perpetual motion contradiction (there is no perpetual motion). But at the same time, they could go at a constant velocity, that is no acceleration. Can someone explain this to me in greater detail?
 
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Why not just take two particles that are neutral and set them off into space with the same velocity? It would be the same thing.
 
If it could exist, then a negative mass would act as you describe. With mass negative, then acceleration would be in the opposite direction from an applied force.
Example: Take two particles at rest, one with a unit of postive mass and the other with a unit of negative mass. Place a positve charge on one particle and a negative charge on the other, and release. The force on each particle is directed toward the other particle. The positive mass particle accelerates toward the negative mass particle. The negative mass particle acclerates away from the positive mass particle and an accelerating chase begins.

Note that because the net mass of the two particle system is zero, the two particles together can accelerate without an increase in momentum or kinetic energy, so the system speed would eventually approach c. Speculating wildly, this could be the basis for explaining why no one has ever seen any negative mass, because it would be rapidly ejected from regions with a preponderance of positive matter.
 
but it wouldn't violate thermodynamics cause there doesn't need to be friction
 
I was using the Smith chart to determine the input impedance of a transmission line that has a reflection from the load. One can do this if one knows the characteristic impedance Zo, the degree of mismatch of the load ZL and the length of the transmission line in wavelengths. However, my question is: Consider the input impedance of a wave which appears back at the source after reflection from the load and has traveled for some fraction of a wavelength. The impedance of this wave as it...
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