Superconducting and magnetic phase transitions in RExY1-xRh1.1Sn3.6 (RE=Er, Ho)

A.W.M. van de Pasch; F.J. Lázaro; David H.A. Blank; Evert Pieter Houwman; Jakob Flokstra

doi:10.7567/JJAPS.26S3.1293

Superconducting and magnetic phase transitions in RExY1-xRh1.1Sn3.6 (RE=Er, Ho)

A.W.M. van de Pasch, F.J. Lázaro, David H.A. Blank, Evert Pieter Houwman, Jakob Flokstra

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Abstract

The superconducting (Tc and magnetic ordering (Tm) critical temperatures in RExY1-xRh1.1Sn3.6 (RE = Er, Ho) have been determined by magnetic measurements. For RE = Er superconductivity appears for any value of x, and reentry to a magnetically ordered state for x ≥ 0.6, while for RE = Ho the compound becomes either superconducting or magnetically ordered, and is expected to remain paramagnetic for x near 0.5. Theories of Abrikosov-Gorkov and Roshen-Ruvalds are used to explain Tc(x) , leading to I2N(0)G=0.23 K and 0.8 K for Er and Ho respectively. Comparison of Tm(x) with the theory of Oguchi-Obokata gives respectively J = 0.30 K and 0.96, using a Heisenberg model with z = 6.

Original language	Undefined
Pages (from-to)	1293-1294
Journal	Japanese journal of applied physics
Volume	26
Issue number	Suppl. 26-3
DOIs	https://doi.org/10.7567/JJAPS.26S3.1293
Publication status	Published - 1987

Keywords

Proceedings of the 18th International Conference on Low Temperature Physics
1987
Kyoto
IR-58704

Access to Document

10.7567/JJAPS.26S3.1293

Pasch87superconducting

Cite this

@article{82a269cce79b4c5cb049f42266bcdadb,

title = "Superconducting and magnetic phase transitions in RExY1-xRh1.1Sn3.6 (RE=Er, Ho)",

abstract = "The superconducting (Tc and magnetic ordering (Tm) critical temperatures in RExY1-xRh1.1Sn3.6 (RE = Er, Ho) have been determined by magnetic measurements. For RE = Er superconductivity appears for any value of x, and reentry to a magnetically ordered state for x ≥ 0.6, while for RE = Ho the compound becomes either superconducting or magnetically ordered, and is expected to remain paramagnetic for x near 0.5. Theories of Abrikosov-Gorkov and Roshen-Ruvalds are used to explain Tc(x) , leading to I2N(0)G=0.23 K and 0.8 K for Er and Ho respectively. Comparison of Tm(x) with the theory of Oguchi-Obokata gives respectively J = 0.30 K and 0.96, using a Heisenberg model with z = 6.",

keywords = "Proceedings of the 18th International Conference on Low Temperature Physics, 1987, Kyoto, IR-58704",

author = "{van de Pasch}, A.W.M. and F.J. L{\'a}zaro and Blank, {David H.A.} and Houwman, {Evert Pieter} and Jakob Flokstra",

year = "1987",

doi = "10.7567/JJAPS.26S3.1293",

language = "Undefined",

volume = "26",

pages = "1293--1294",

journal = "Japanese journal of applied physics",

issn = "0021-4922",

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number = "Suppl. 26-3",

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TY - JOUR

T1 - Superconducting and magnetic phase transitions in RExY1-xRh1.1Sn3.6 (RE=Er, Ho)

AU - van de Pasch, A.W.M.

AU - Lázaro, F.J.

AU - Blank, David H.A.

AU - Houwman, Evert Pieter

AU - Flokstra, Jakob

PY - 1987

Y1 - 1987

N2 - The superconducting (Tc and magnetic ordering (Tm) critical temperatures in RExY1-xRh1.1Sn3.6 (RE = Er, Ho) have been determined by magnetic measurements. For RE = Er superconductivity appears for any value of x, and reentry to a magnetically ordered state for x ≥ 0.6, while for RE = Ho the compound becomes either superconducting or magnetically ordered, and is expected to remain paramagnetic for x near 0.5. Theories of Abrikosov-Gorkov and Roshen-Ruvalds are used to explain Tc(x) , leading to I2N(0)G=0.23 K and 0.8 K for Er and Ho respectively. Comparison of Tm(x) with the theory of Oguchi-Obokata gives respectively J = 0.30 K and 0.96, using a Heisenberg model with z = 6.

AB - The superconducting (Tc and magnetic ordering (Tm) critical temperatures in RExY1-xRh1.1Sn3.6 (RE = Er, Ho) have been determined by magnetic measurements. For RE = Er superconductivity appears for any value of x, and reentry to a magnetically ordered state for x ≥ 0.6, while for RE = Ho the compound becomes either superconducting or magnetically ordered, and is expected to remain paramagnetic for x near 0.5. Theories of Abrikosov-Gorkov and Roshen-Ruvalds are used to explain Tc(x) , leading to I2N(0)G=0.23 K and 0.8 K for Er and Ho respectively. Comparison of Tm(x) with the theory of Oguchi-Obokata gives respectively J = 0.30 K and 0.96, using a Heisenberg model with z = 6.

KW - Proceedings of the 18th International Conference on Low Temperature Physics

KW - 1987

KW - Kyoto

KW - IR-58704

U2 - 10.7567/JJAPS.26S3.1293

DO - 10.7567/JJAPS.26S3.1293

M3 - Article

VL - 26

SP - 1293

EP - 1294

JO - Japanese journal of applied physics

JF - Japanese journal of applied physics

SN - 0021-4922

IS - Suppl. 26-3

ER -