摘要
我们考虑一辆 Ginzburg 四轮马车在压力下面修改了分层的高温度的超导体的模型。我们理论上学习了在压力和分层的高温度的超导体的温度之间的关系。如果压力不是一个常数，我们有在压力和分层的高温度的超导体的温度之间的二次的方程的一种关系。在一种特殊情况中，我们发现批评温度与进一步增加压力减少。在另一种特殊情况中，批评温度与进一步增加压力增加。
We consider a Ginzburg-Landau modified model of layered high-temperature superconductor under pressure. We have theoretically studied the relation between the pressure and the temperature of layered high-temperature superconductor. If the pressure is not a constant, we have a relation of quadratic equation between the pressure and the temperature of layered high-temperature superconductor. In a special case, we find the critical temperature decreases with further increasing pressure. In another special ease, the critical temperature increases with further increasing pressure.
