Recent content by Neolux

Unfortunately not... I thought this would be pretty a simple problem for someone who knows Differential Geometry. Isn't maximizing distances something that is done all the time?

I am making a Geometric model for VESPR theory, which states that valence electron pairs are mutually repulsive, and therefore adopt a position which minimizes this, which is the position at which they are farthest apart, still in their orbitals. For example, the 2 electron pairs on either side...

Does this mean that if a system involves a field, it can just gain energy infinitely, if the field has the ability to "do work"?

I'm sorry, I am not very well-versed in the behavior of electrostatic fields or anything like that, but I do have a general knowledge, and I am just looking for a general answer that satisfies my question. If such an answer does not exist, I am currently learning physics, so I'm sure i'll get...

The law of Conservation of Energy states that in a closed system (the entire universe or the Earth and Moon?) the total amount of energy is conserved through time. The gravitational interaction between the Moon and Earth creates tides. Humans can use these tides to create electrical energy...