If superconductors have infinite permeability (and permittivity), do they have infinite energy since E = 1/2 μ H^2?
If superconductors have infinite permeability (and permittivity) then do they have infinite energy, since E = 1/2 μ H[math]^2[/math]?
Physics: Superconductors are not used in everyday life. Why is this? Is it possible to create room temperature superconductor? As universe expands without limit, dark/vacuum energies are created too so is the energy that can be created (potential energy/potentiality) infinite? Is it possible to make a material that is a superconductor at room temperature? If more vacuum gravitational and dark energy is created as universe expands can infinite of these be created as they appear without limit? If universe expands and more space-time, dark/vacuum/gravitational energy are created with it, can infinite of these be created (potentially)? If (dark/vacuum) energy is created with expansion can infinite of it be created? If yes would we be correct if we say that potential enrgy is infinite? Can an electron have zero distance to the nucleus? If yes then E=mv^2/2 - Ke^2/r will be there infinite energy? Maybe when an atom is fully shrinked? Is at least the potential energy of vacuum energy and dark energy infinite? Is universe expaning with no limit because of potential energy transforming into kinetic energy? If yes, then is there infinite potential energy? If it's impossible to have zero (no) energy, how it is then quantized and non- continuous? Wouldn't it be continuous and infinite? Is dark energy and vacuum energy potential energy infinite? Is the potential energy of vacuum energy, virtual particles and/or dark energy infinite? NO MERGE How is dark/vacuum energy created with the universe conserved if it is not conserved? Can infinite of these be created? If energy is created (as it's not conserved in our expanding universe) can infinite of it be created? If yes, is potential energy/potentiality infinite? Why does the infinite sum [math]\displaystyle\sum_{n=2}^{\infty}(-1)^n\dfrac{1}{\ln(n!)}[/math] converge? Can a super conductor be used in electronic devices? How can photons have no mass and yet still have energy given that [math]E=mc^2[/math]? How do you explain supermoon? If it's impossible to have zero (no) energy how it is then quantized and non continous? If a moving particle had infinite mass at rest wouldn't that mean that whatever speed it has it would have infinite mass/energy? Why aren't there an infinite amount of elements that exist? Why only 118? What will be the value of 1^infinity? What does superspace explain in quantum theory? Can an infinite amount of dark or vacuum or gravitational energy be created with expansion? Why does mass become infinite at the speed of light? Saying that zero point energy is infinite and that there are infinite potential virtual particles in vacuum is real or a mathematical thing? Einstein said the universe is infinitely finite, with a boundary. Can this be explained? If light has zero mass, then as per this [math]E=mc^2[/math], light must have zero energy. Is it so? If vacuum gravitational and dark energy is created without limit as universe expands?