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Explanation of Pressure Effect for High Temperature Superconductors Using Pressure Dependent Schrodinger Equation and String Theory

机译:使用压力依赖性Schrodinger方程和串理论说明高温超导体的压力效应

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A pressure dependent Schrodinger equation is used to find the conditions that lead to superconductivity. When no pressure is exerted, the superconductor resistance vanishes beyond a critical temperature related to the repulsive force potential of the electron gass, where one assuming the electron total energy to be thermal, where applying mechanical pressure destroys Sc when it exceeds a certain critical value. However when the electron total energy is an assumed to be that of the free electron model and that the pressure is thermal and mechanical, the situation is different. The quantum expression for resistance shows that the increase of mechanical pressure increases the critical temperature. Such phenomenon is observed in high temperature cupper group.
机译:压力依赖性Schrodinger方程用于找到导致超导性的条件。当没有压力时,超导体电阻超出与电子气体的排斥力电位相关的临界温度,其中假设电子总能量是热的,其中施加机械压力超过某个临界值时会破坏SC。然而,当电子总能量是假设是自由电子模型的时,压力是热和机械的,情况不同。用于电阻的量子表达表明,机械压力的增加增加了临界温度。在高温带载体中观察到这种现象。

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