| dc.description.abstract |
Abstract
In this work theoretical investigation of upper critical magnetic eld in superconductor
CeO
1x
F
x
BiS
has been made. This compound was found to undergo a transition from
the normal state to the superconducting state at T
2
=3 K and returned to a normal state
if external magnetic eld is not applied. But it can be changed to normal state even at
absolute zero when high magnetic eld is applied.
By using the Ginzburg-Landau (GL) phenomenological equation, we obtain expressions for
the upper critical magnetic eld (H
c2
c
), the GL coherence length (
) and GL penetration
depth (
GL
) for CeO
1x
F
x
BiS
2
GL
superconductor. The upper critical magnetic eld versus
temperature, the GL coherence length versus temperature and GL penetration depth versus
temperature phase diagrams are drawn using some plausible experimental and theoretical
values of the parameters in the obtained expressions. The phase diagrams show the invers
linear dependence of upper critical magnetic eld (H
) on temperature (T) and increment
of both GL coherence length (
GL
c2
) and GL penetration depth (
) with temperature (T).
Our ndings are in agreement with experimental observations.
GL
Key words: Ginzburg-Landau Equation, Upper Critical Magnetic Field, GL coherence
length, GL penetration depth, CeO
1x
F
x
BiS
2 |
en_US |