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超导物理的发展

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发信人: Solo (solo~~戴着枷锁跳舞), 信区: Physics. ~! v$ c2 t3 z7 Q2 p6 E" ] 标 题: 超导物理的发展+ ^# Y1 u3 \* r1 F; w3 k) j" t- B 发信站: 异域桃源 (Thu Jan 31 21:58:35 2002), 转信* d0 O& i; L4 V ) Z( W( w. x" O 顾名思义,超导体是指在低温下(一个临界温度,$T_C$,以下)电阻为零的一类导体 ; i1 m6 K" K, | J3 d" {5 O。 5 |1 h6 `* t% F, | `在Kamerlingh Onnes发现Hg的超导电性之后,又接连发现多种金属、 $ u; f3 d: {2 B1 r2 o* F, y# @) L合金在低温下都有这种超导现象产生。因此,零电阻(完全导体)成为超导体的第一个" {5 g& T! g0 o 标志。 & t& g+ r2 J4 S K第二个被发现的特征标志是超导体的完全抗磁性,也就是Meissner效应。& g2 r- Q) G. I" ~* N 即使超导体在正常态时就处于磁场之中,当温度降低进入超导态时,磁力线也不会存在3 _, z. l1 N" H8 `7 O8 S, n5 N( I 于超& h8 R' a7 j9 }* L 导体穿透深度($\lambda$,典型值在500$\AA$左右)以内的部分。如果磁场大于一个临! E6 R$ a" t, V+ v' r 界磁场时," T* V' e4 e2 p5 v8 C 超导态就被破坏。从热力学的角度来看,也就是超导态的自由能比正常态的自由能要低. q+ C' v* B4 s" ~+ F :: X7 J' O z& v# d+ \ \begin{equation} 3 `4 A* ^" ^) A% d{{H_C}^2(T) \over {8 \pi}} = f_n(T)-f_s(T)# s8 B6 q/ V7 S A+ s' Z9 ] \end{equation} % H8 L2 k/ I' |这里,$f_n$和$f_s$分别是零场下的正常态、超导态的单位体积的Helmholtz自由能。并. b* t0 Q6 g9 e$ }; I$ l 且, . j, q& v2 k7 D3 Y d+ A0 H$H_C(T)$与温度的关系可以用一个二次函数的经验公式来表述:8 c4 ^4 [6 P0 D5 U' ^ k" M6 _ \begin{equation}2 O, T- e- J7 o: t. S$ @ {H_C}(T) \approx H_C(0)[1-(T/T_C)^2]; y1 O5 [# v4 _! p$ Y* t9 \ \end{equation}

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    根据哲学,我猜测有低温超导,也有高温超导。

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    请问高温状态下有没有类似的现象?有没有这方面的研究报告?

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    Pictures/Graphics/Animations:

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  • Micro-photographs of Superconducting Materials | FSU Gallery % T" @! f/ b4 R; k6 s2 [ c7 L3 |! V' @0 B# ~0 b! P
  • Micro-photographs of Flux Lattices | Bell Labs Gallery , r. j! l5 _9 O: {( x0 X2 K' r 8 u) R+ c8 z1 z* J6 x+ K/ \% Z
  • Superconductor Animations and 3-D Figures | University of Texas at Austin " v; K4 m% r, @% D, y* g 6 b6 h+ A' C, y7 S8 q* t' D9 t
  • Stripes and Vortices in Motion | University of Michigan + A7 W/ e$ z4 P2 ]! m* _. K1 p0 N" a' X
  • Perovskite Structures | Center for Computational Materials Science 9 B9 [; D7 D6 W8 x) b' V; E: _3 m% P( h$ A& M% j+ s
  • Figures of Superconductor Molecules | ILL Research Institute - France 4 j( F) ~. w: o5 a7 n" [5 A - T: g% I3 T6 B' C# Q
  • Crystal Atomic Lattice Viewer | University of Leicester - UK / }' N$ o" L: l- u& b) C' ~; f/ Z" A+ M, r7 E* ?3 h2 s. R m
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  • Superconductivity In Its Simplest Form | Oxford University . R& R ^. l4 ^$ F. v x* v% o" U ?- x4 U& e. ?- M4 `, \
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  • Superconductivity Tutorial | Los Alamos National Laboratory # |: y c. V6 U. K" m7 ^ * {+ e- O. {5 I- s' B- G# V3 W( ]
  • UIUC Superconductivity Overview | University of Illinois # X3 K0 P' d: c6 f4 o( ~ ) X8 R8 X3 R# Q! g5 f4 a8 @% d2 H
  • Theories on Superconductivity | ThinkQuest & {. \% Z3 v1 D- V9 c' ~" H. f6 r 3 A9 r. B" ?5 b+ Q
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  • ETH Materials | HTSC in Power Applications - Switzerland J) @9 L: u8 P 9 B2 C/ V6 q& l5 N) G/ t
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  • Fundamentals of Quantum Mechanics | University of Exeter ' z9 b* f: c" R" R! s4 i( X 4 U0 u- T& ~3 N, `8 L. |5 {
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  • International Workshop on High Temperature Superconductors | June 24 - 30, 2001, Moscow, Russia 1 p6 j3 D# F1 p! z3 j! P, Q7 A9 n9 }1 i% h% ~
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