Super conductivity (Updated)

Rice University: High-temperature superconductivity is one of the greatest unsolved mysteries of modern physics. In the mid-1980s, experimental physicists discovered several compounds that could conduct electricity with zero resistance. The effect happens only when the materials are very cold, but still far above the temperatures required for the conventional superconductors that were discovered and explained earlier in the 20th century. In searching for a way to explain high-temperature superconductivity, physicists discovered that the phenomenon was one of a larger family of behaviors called “correlated electron effects.” In correlated electron processes, the electrons in a superconductor behave in lockstep, as if they were a single entity rather than a large collection of individuals. These processes bring about tipping points called “quantum critical points” at which materials change phases. These phase changes are similar to thermodynamic phase changes that occur when ice melts or water boils, except they are governed by quantum mechanics. - See more at: http://news.rice.edu/2012/01/10/rices-quantum-critical-theory-gets-experimental-boost/#sthash.RJuozuDl.dpuf

Super cooling packed nulls unpacks them and they can move inside, mostly standing, wave motion. Gluons contain a ton of unpacked Nulls.Unpacked Nulls maintain themselves because, we have definitately shown, wave is sampling a bit higher than packed Nulls.

The question is why supercooling a material unpacks electron Nulls.Well, kinetic energy drops, and the positive phase containment goes away. Phase imbalance is energy, there is no imbalance to disable the nulls, and the electron still has phase balance in its own positive/negative phase.  Packed Nulls carry a minimum of balance phase, the electron wrapped in the atom will not show this. But, that is the reason the vacuum packs Nulls, to separate imbalanced phase and it leaves some balanced phase to contain the packed Null.

Just to note, the charge of the electron is embedded in its mass. Its positive and negative balance are a partial of that charge, at the Fibonacci rate. This is the same way that quark/gluons pairs work. The superconductive electron should be heavier, though that is my initial speculation. When you put the electron back, it gains kinetic energy and gives up its phase balance to the atomic phase container.

Mass it not some unique substance, it is simply pieces of vacuum.