NIST High Temp. Superconducting Materials (HTS) Database:

NIST Standard Reference Database 62

Last Update to Data Content: 1996

DOI: https://doi.org/10.18434/T4KP8J


Bibliographic Information

Title: Electrical Resistivity of Single Crystal Ba1-xKxBiO3
Author(s): Y. Nagata, N. Suzuki, T.Uchida, W.D. Mosley, P. Klavins, and R.N. Shelton
Publication: Physica C Volume: 195 Issue: Not Available Year: 1992 Page(s): 195-198
Editor(s): Not Available
Publisher: Elsevier Science Publishers B.V.
Language: English
Notes: Not Available
Keywords: Material Specification, Critical Temperature, Critical Current Density, Critical Flux Density Hc2, Penetration Depth, Coherence Length, Critical Field Strength Hc1

Materials and Properties

Ba:11; [Ba(K)-Bi-O]
Material Specification for Ba:11; [Ba(K)-Bi-O] Process: Electrochemical deposition
Notes: "Crystals of BKBO were grown by a electrochemical method... High purity KOH (semiconductor grade) is placed in a platinum crucible and melted at 180 °C. The other components Ba(OH)2•8H2O (98%) and Bi2O3 (99.9%) are added and dissolved into KOH at 210 °C in flowing oxygen gas. Three electrodes are used for electrochemical crystal growth. The anode is platinum wire, the cathode is a platinum crucible and the reference electrode is a plate of metallic bismuth. Crystal growth was performed at 210 °C in oxygen atmosphere under the applied potential of 1 V."
Formula: Ba1-xKxBiO3
Informal Name: Ba:11
Chemical Family: Ba(K)-Bi-O
Chemical Class: Oxide
Structure Type:
Manufacturer: In House
Commercial Name: In House
Production Date:
Lot Number:
Production Form:

Critical Temperature for Ba:11; [Ba(K)-Bi-O]
Magnetic Field (T) Critical Temperature (K)
0 29
0.5 27
1 26
1.5 25
2 24
3 23
4 22
5 21
Measurement Method: Four-probe method
"The electrical resistivity was measured at the temperatures from 5 K to 300 K along the 100 direction of the cubic crystal by using a four probe method. The temperature dependences of the upper critical field H (was) obtained from the midpoint of the resistive transition in the magnetic fields... According to the WHH theory, H (0)=16.1 T was estimated... The Ginzburg-Landau coherence length... (0) at zero temperature (was) deduced from H using the dirty limit formula... The lower critical field H (0), defined as the deviation point from linearity, was determined from initial magnetization curves... penetration depth... (was) obtained by using the values of H (0) and H (0)..."

Cautions: Evaluated Data
Digitized data were obtained from Figure 2 of the paper.
Critical Current Density for Ba:11; [Ba(K)-Bi-O]
Magnetic Field (T) Critical Current Density (kA/cm2)
0 81
0.1 51
0.3 27
0.5 21
1 18
2 21
3 17
4 13
5 5.3
Measurement Method: SQUID magnetometer
"... the low-field DC magnetization was measured using a Quantum Design SQUID magnetometer... The lower critical field H (0), defined as the deviation point from linearity, was determined from initial magnetization curves... Jc (was) obtained at various fields using Bean's model."

Cautions: Evaluated Data
Digitized data were obtained from Figure 5 of the paper.
Critical Flux Density Hc2 for Ba:11; [Ba(K)-Bi-O]
Temperature (K) Crit.Mag.Flux Density Hc2 (T)
0 16.1
22 5.0
24 2.9
25 1.9
26 1.4
28 0.4
29 0.0
Measurement Method: Four-probe method
"The electrical resistivity was measured at the temperatures from 5 K to 300 K along the 100 direction of the cubic crystal by using a four probe method. The temperature dependences of the upper critical field H (was) obtained from the midpoint of the resistive transition in the magnetic fields... According to the WHH theory, H (0)=16.1 T was estimated... The Ginzburg-Landau coherence length... (0) at zero temperature (was) deduced from H using the dirty limit formula... The lower critical field H (0), defined as the deviation point from linearity, was determined from initial magnetization curves... penetration depth... (was) obtained by using the values of H (0) and H (0)..."

Cautions: Evaluated Data
Digitized data were obtained from Figure 3 of the paper.
Penetration Depth for Ba:11; [Ba(K)-Bi-O]
Temperature (K) Penetration Depth (σ)
0 3690
Measurement Method: Four-probe method
"The electrical resistivity was measured at the temperatures from 5 K to 300 K along the 100 direction of the cubic crystal by using a four probe method. The temperature dependences of the upper critical field H (was) obtained from the midpoint of the resistive transition in the magnetic fields... According to the WHH theory, H (0)=16.1 T was estimated... The Ginzburg-Landau coherence length... (0) at zero temperature (was) deduced from H using the dirty limit formula... The lower critical field H (0), defined as the deviation point from linearity, was determined from initial magnetization curves... penetration depth... (was) obtained by using the values of H (0) and H (0)..."

Cautions: Evaluated Data
Coherence Length for Ba:11; [Ba(K)-Bi-O]
Temperature (K) Coherence Length (σ)
0 45
Measurement Method: Four-probe method
"The electrical resistivity was measured at the temperatures from 5 K to 300 K along the 100 direction of the cubic crystal by using a four probe method. The temperature dependences of the upper critical field H (was) obtained from the midpoint of the resistive transition in the magnetic fields... According to the WHH theory, H (0)=16.1 T was estimated... The Ginzburg-Landau coherence length... (0) at zero temperature (was) deduced from H using the dirty limit formula... The lower critical field H (0), defined as the deviation point from linearity, was determined from initial magnetization curves... penetration depth... (was) obtained by using the values of H (0) and H (0)..."

Cautions: Evaluated Data
Critical Field Strength Hc1 for Ba:11; [Ba(K)-Bi-O]
Temperature (K) Crit.Mag.Field Strength Hc1 (kA/m)
0 7.56
Measurement Method: SQUID magnetometer
"... the low-field DC magnetization was measured using a Quantum Design SQUID magnetometer... The lower critical field H (0), defined as the deviation point from linearity, was determined from initial magnetization curves... Jc (was) obtained at various fields using Bean's model."

Cautions: Unevaluated Data