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» 迈斯纳效应

迈斯纳效应

1933
  • Walther Meissner
  • Robert Ochsenfeld
实验室中的超导体,展示固态物理学中的迈斯纳效应。.

(图片仅供参考)

迈斯纳效应由瓦尔特-迈斯纳(Walther Meissner)和罗伯特-奥克森菲尔德(Robert Ochsenfeld)于 1933 年发现,是指超导体在过渡到超导状态的过程中,磁场从超导体中被驱除。当材料冷却到临界温度([latex]T_c[/latex])以下并存在微弱的外部磁场时,它会主动抵消其内部的所有磁通量,成为一个完美的二元磁体。.

The Meissner effect is a defining characteristic of superconductivity, distinguishing it from a hypothetical perfect conductor. A perfect conductor, according to Lenz’s law, would trap any existing magnetic field inside it as it cools, because changing the flux would induce currents to oppose the change. In contrast, a superconductor actively expels the field. This expulsion is achieved by the generation of screening currents on the surface of the material. These currents create a magnetic field that perfectly cancels the external field within the bulk of the superconductor. The magnetic field penetrates only a small distance into the surface, known as the London penetration depth ([latex]\lambda[/latex]). This discovery was crucial because it showed that superconductivity is a true thermodynamic phase transition, not just a case of infinite conductivity. It provided a key piece of the puzzle that any microscopic theory of superconductivity would have to explain. The effect is the basis for the dramatic levitation demonstrations where a magnet floats above a high-temperature superconductor cooled with liquid nitrogen. The expulsion of the magnet’s field by the superconductor creates a repulsive force strong enough to counteract gravity.

当施加的磁场过强时,迈斯纳效应会失效。对于I型超导体,超导性在超过临界磁场[latex]H_c[/latex]后会突然消失。对于II型超导体,在超过较低临界磁场[latex]H_{c1}[/latex]后,磁场开始以量子化磁通涡旋的形式渗透到材料内部,而材料则保持超导状态直至超过更高的较高临界磁场[latex]H_{c2}[/latex]。

UNESCO Nomenclature: 2211
- 固体物理学

类型

物理特性

中断

基础

用法

广泛使用

前体

  • 发现超导性(1911年)
  • 麦克斯韦电磁学方程
  • 伦茨定律
  • 对抗磁性的理解

应用程序

  • 磁悬浮列车(磁悬浮)
  • 超导磁轴承
  • 超导材料诊断
  • 量子现象的演示

专利:

NA

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相关领域:迈斯纳效应、超导性、抗磁性、磁场排斥、伦敦穿透深度、临界温度、I型超导体、屏蔽电流、磁悬浮、相变。

历史背景

迈斯纳效应

1930
1931
1932
1933
1937
1940
1947
1930
1930
1931
1932
1936-01-01
1938
1940
1950

(如果日期未知或不相关,例如“流体力学”,则提供其显著出现的近似估计)

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