For example, the "breathing" imagein the soft phonon model is a typical isolated line spin: the oxygen atomsaround the copper atoms in the lattice move in and out of the latticeregularly, and as the temperature decreases, the "breathing" becomesgentle, and the oscillations stop at a certain temperature; the resulting"frozen" phonons cause the electrons to couple strongly, thus showinga higher transition temperature. The resulting "frozen" phononsstrongly couple the electrons, resulting in a higher transition temperature. Another example is the exciton model, theexciton is an electron into a higher energy state caused by the hole circle,and then move back to the low-energy state, that is, the electron will beneighboring electrons to repel away from a "polarization cloud"circle, the second electron due to the polarization of the cloud circle andreduce the energy and the formation of electron pairs with the first electron.Some also envision the virtual particle of a "magnetic oscillator"causing electrons to attract each other. Some also envision strong coupling ofelectrons occurring on the basis of antiferromagnetic spin up and down. Someeven envision a pair of fermions and a pair of bosons, each of them separatedfrom the two halons can also form a boson, the nature of which is betweenfermions and bosons, and these halons can produce bosonic condensation circlesunder specific conditions, resulting in the emergence of superconductivity, andso on. However, the three-spin image can communicate with all of them and givea complete and natural explanation for many superconductivity puzzles. A triple spin is a two-group Shimei structurein the sense that it contains a ring-like structure. Since the torus is not thesame as the sphere, a physical semantics should be specified for the spin.Spin: there is a fixed axis or turning point, can organize the rotation surfaceat the same time, and can be found in the rotation surface at the same timesymmetric moving point and trajectory overlap of the rotation; spin: there is afixed axis or turning point, but can not be organized at the same time therotating surface, can not find at the same time symmetric moving point orsymmetric point of the rotating surface or a symmetric moving point of therotation of the trajectory also does not overlap; rotate: there is no fixedaxis or turning point, can not be organized at the same time the rotatingsurface, and not at the same time symmetric moving point, but trajectorysymmetric moving points, but the trajectory is a closed line of rotation. The definition of spin is that there shouldbe three kinds of spin for a torus-like structure, surface spin: rotation ofthe torus-like body around an axis perpendicular to the surface of the torus;body spin: rotation of the torus-like body around an axis within the surface ofthe torus; and line spin: rotation of the torus-like body around the line ofthe center circle within the body. The three-spin picture gives a new proofthat "the whole is not the same as the parts" and challengescontemporary holism by not making a geometrical distinction between the torusand the sphere. Because of the three-spin at least two ormore symmetrical motion and the direction of the opposite moving point, whichis the same momentum and two electrons with opposite spins are attracted toeach other, the formation of bound electron pairs to do the overall motionsimilar. However, this electron pair movement is still only a small three-spincircle, is the formation of superconductivity is a necessary condition, not asufficient condition. From the electromagnetic wave absorption experimentproved that the electronic energy spectrum of superconductors has an energygap, according to the BCS theory, its superconducting ground state can beexpressed as a Hamiltonian function. In room-temperature atmospheric pressuresuperconductivity, the electrons are structured not by attraction but by theirbeing pushed together by other electrons to form superconductivity; startingfrom the Hamiltonian function of the Hubbard ferromagnetic model of finitepotentials with repulsion, the superconducting energy-gap equations, which arevery similar to those of the BCS theory, are finally derived. The mechanism forthe lattice morphology of room-temperature atmospheric pressuresuperconductivity is that the search for room-temperature atmospheric pressuresuperconductivity should firstly pay attention to materials in the class oflaminar rhombohedral lattices, based on the previous study that the optimallattice for a three-rotation motif is square or prismatic. However, this doesnot exclude lattices of other shapes, such as prismatic octahedra. Secondly, the etched surface of the metaltypically shows a lot of grains piled up with each other in the chaotic scene,but why does not prevent the metal conductive? This is because the metalconducts electricity, is the result of directional movement of free electronsin the metal; free electrons directional movement, from time to time and in thelattice on the interaction of positive ions and collisions, and free electronsto be hindered by the lattice scattering effect, resulting in resistance; whenthe temperature is lowered to below the critical temperature, the indirectforce between the electrons to overcome the Coulomb repulsion, so that themomentum and the direction of the opposite spin of the The two electrons form aCooper electron pair circle, which facilitates the transition of the object toa superconducting state. And grains are the natural result of crystalgrowth. Each grain is a crystal of individual, orderly arranged atoms, and asthe metal solidifies, the many tiny crystals that form inside the liquid beginto grow until each crystal crushes into its neighboring crystals. It is the intricate interplay of physicalforces and geometrical filling space requirements that defines the final graininterface. This is another macroscopic quantum phenomenon, if the grain isregarded as a quantum class circle, the temperature decreases, not only for thebody spin weakened, but also the circle of the body of the spoke vibration isalso weakened. In fact, at low temperatures, the lattice of the metal will alsochange, such as white tin into powdered gray tin when super-cold. Class ringbody body spin weakened, but also reduces the resistance to the movement offree electrons.
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