Bi–Zn system

23 accepted literature values from 2 paper(s) (experimental 8, model 10, unspecified 5); 5 calculated phase diagram(s). 9 further extracted value(s) not accepted by the reader-agreement checks are only in the JSON/CSV.

Data: JSON · CSV · interactive explorer · interactive phase diagram · phases (5) · papers (bibliography) · Markdown

Accepted values by evidence class
Evidence classValues
experimental8
model10
unspecified5
Accepted values by property group
Property groupValues
invariant reaction13
phase transition10

Calculated phase diagrams

Binary phase diagrams calculated with pycalphad 0.11.2 from the SGTE binary collection (Hallstedt 2025, CC BY 4.0). Evidence class: model.

Assessments with a calculated phase diagram
TDB fileAssessmentSHA-256Links
BiZn-00Mal-LB.tdbD.V. Malakhov, Calphad, 24, 1-14(2000). doi:10.1016/S0364-5916(00)00011-0dc7817b37fd0170061653e5ba718a97547c6a4035adadceda5aba2ba833bd99aviewer · TDB · JSON
BiZn-03Kim.tdbS.S. Kim, T.H. Sanders, Jr., Z. Metallkd., 94, 390-95(2003). doi:10.1515/ijmr-2003-007033acdc44f5718ce5d4890cd5b5d6aeffea7168f1b3e5842bfd2f8059a3f4b78aviewer · TDB · JSON
BiZn-05Dja.tdbY. Djaballah, L. Bennour, F. Bouharkat, A. Belgacem-Bouzida, Modelling Simul. Mater. Sci. Eng., 13, 361-69(2005). doi:10.1088/0965-0393/13/3/006f5ecc95e0f1b3aaf5c4925b8979964b4be90e2de2d410a49bb327cb6aa7c6d93viewer · TDB · JSON
BiZn-07Viz.tdbJ. Vizdal, M.H. Braga, A. Kroupa, K.W. Richter, D. Soares, L.F. Malheiros, J. Ferreira, Calphad, 31, 438-48(2007). doi:10.1016/j.calphad.2007.05.0020d71ac7c1215c02805ab7daba36a9d02a98bf96fb3907b05d8af4a965cd7bd78viewer · TDB · JSON
BiZn-85Gir.tdbC. Girard, PhD Thesis, University of Provence, Marseille, 1985.303007160c50d88dc31951280713c6bd167e1297499ad2925a501d4254cf566dviewer · TDB · JSON
Calculated three-phase invariants (model, mole fraction of the second component)
TDB fileT (K)Phases at the invariant
BiZn-00Mal-LB.tdb689.65LIQUID (x(Zn) 0.37083) + LIQUID#2 (x(Zn) 0.99253) + HCP_A3 (x(Zn) 0.9993)
BiZn-00Mal-LB.tdb527.65RHOMBOHEDRAL_A7 (x(Zn) 0.01636) + LIQUID (x(Zn) 0.081) + HCP_A3 (x(Zn) 0.99985)
BiZn-03Kim.tdb688.05LIQUID (x(Zn) 0.40749) + LIQUID#2 (x(Zn) 0.99027) + HCP_A3 (x(Zn) 0.99969)
BiZn-03Kim.tdb520.1RHOMBOHEDRAL_A7 (x(Zn) 0.01568) + LIQUID (x(Zn) 0.08865) + HCP_A3 (x(Zn) 0.99987)
BiZn-05Dja.tdb682.17LIQUID (x(Zn) 0.34227) + LIQUID#2 (x(Zn) 0.97549) + HCP_A3 (x(Zn) 1)
BiZn-05Dja.tdb524.73RHOMBOHEDRAL_A7 (x(Zn) 0) + LIQUID (x(Zn) 0.08215) + HCP_A3 (x(Zn) 1)
BiZn-05Dja.tdb524.73RHOMBOHEDRAL_A7 (x(Zn) 0) + LIQUID (x(Zn) 0.0819) + HCP_A3 (x(Zn) 1)
BiZn-07Viz.tdb691.42LIQUID#2 (x(Zn) 0.37374) + LIQUID (x(Zn) 0.99235) + HCP_A3 (x(Zn) 0.99584)
BiZn-07Viz.tdb527.67RHOMBOHEDRAL_A7 (x(Zn) 0.01634) + LIQUID (x(Zn) 0.0809) + HCP_A3 (x(Zn) 0.99855)
BiZn-85Gir.tdb684.69LIQUID (x(Zn) 0.36393) + LIQUID#2 (x(Zn) 0.98047) + HCP_A3 (x(Zn) 0.9992)
BiZn-85Gir.tdb530.36RHOMBOHEDRAL_A7 (x(Zn) 0) + LIQUID (x(Zn) 0.0748) + HCP_A3 (x(Zn) 0.99892)

Convex hulls: Materials Project DFT hull · OQMD DFT hull · CALPHAD hull BiZn-00Mal-LB · CALPHAD hull BiZn-03Kim · CALPHAD hull BiZn-05Dja · CALPHAD hull BiZn-85Gir

Invariant reactions (literature)

Invariant reactions reported in the literature for the Bi–Zn system (13)
T (K)Reaction / phasesCompositions (mole fraction)ClassSourceLocationQuote
690.15monotectic: liq 1+Zn -> liq 2liq 1: Zn 0.992; Zn: Zn 0.39model[1] Djaballah 2005
cites Malakhov 2000 doi
Table 2, p. 6, row 8
report
690.15monotectic: liq 1+Zn -> liq 2liq 1: Zn 0.992; Zn: Zn 0.31experimental[1] Djaballah 2005
cites Bouharkat 1996 doi
Table 2, p. 6, row 6
report
689.66monotecticBi-rich liquid: Zn 0.37083; Zn-rich liquid: Zn 0.99253; HCP solution: Zn 0.9993model[2] Malakhov 2000Table 8, p. 11, row 1
report
689.15monotectic: liq 1+Zn -> liq 2liq 1: Zn 0.994; Zn: Zn 0.37experimental[1] Djaballah 2005
cites Seith 1955 doi
Table 2, p. 6, row 10
report
688.15monotectic: liq 1+Zn -> liq 2liq 1: Zn 0.991; Zn: Zn 0.41model[1] Djaballah 2005
cites Kim 2003 doi
Table 2, p. 6, row 9
report
685.95monotectic: liq 1+Zn -> liq 2liq 1: Zn 0.98; Zn: Zn 0.401model[1] Djaballah 2005Table 2, p. 6, row 11
report
684.65monotectic: liq 1+Zn -> liq 2liq 1: Zn 0.364; Zn: Zn 0.999unspecified[1] Djaballah 2005
cites Girard 1985
Table 2, p. 6, row 7
report
676.15monotectic: liq 1+Zn -> liq 2liq 1: Zn 0.9905; Zn: Zn 0.384experimental[1] Djaballah 2005
cites Khairullin 1996
Table 2, p. 6, row 5
report
530.15eutectic: Zn + Bi -> liq 1Zn: Zn 1; Bi: Zn 0.074unspecified[1] Djaballah 2005
cites Girard 1985
Table 2, p. 6, row 2
report
527.65eutecticRhombohedral solution: Zn 0.01636; Liquid: Zn 0.081; Hexagonal solution: Zn 0.99985model[2] Malakhov 2000Table 9, p. 11, row 1
report
527.65eutectic: Zn + Bi -> liq 1Zn: Zn 0.99; Bi: Zn 0.081model[1] Djaballah 2005
cites Malakhov 2000 doi
Table 2, p. 6, row 3
report
527.15eutectic: Zn + Bi -> liq 1Zn: Zn 1; Bi: Zn 0.076experimental[1] Djaballah 2005
cites Bouharkat 1996 doi
Table 2, p. 6, row 1
report
526.95eutectic: Zn + Bi -> liq 1Zn: Zn 1; Bi: Zn 0.071model[1] Djaballah 2005Table 2, p. 6, row 4
report

Other properties

Phase transition (10)

Phase transition, Bi–Zn system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Phase transition846.15 K846.15critical point: 2 liq -> 1 liq
2 liq: Zn 0.83
experimental[1] Djaballah 2005
cites Khairullin 1996
Table 2, p. 6, row 16
report
Phase transition848.15 K848.15critical point: 2 liq -> 1 liq
2 liq: Zn 0.83
model[1] Djaballah 2005
cites Kim 2003 doi
Table 2, p. 6, row 20
report
Phase transition848.15 K848.15critical point: 2 liq -> 1 liq
2 liq: Zn 0.815
unspecified[1] Djaballah 2005
cites Glazov 1988
Table 2, p. 6, row 13
report
Phase transition853.15 K853.15critical point: 2 liq -> 1 liq
2 liq: Zn 0.87
model[1] Djaballah 2005
cites Malakhov 2000 doi
Table 2, p. 6, row 19
report
Phase transition853.15 K853.15critical point: 2 liq -> 1 liq
2 liq: Zn 0.813
experimental[1] Djaballah 2005
cites Kanai 1993 doi
Table 2, p. 6, row 15
report
Phase transition868.15 K868.15critical point: 2 liq -> 1 liq
2 liq: Zn 0.85
experimental[1] Djaballah 2005
cites Bouharkat 1996 doi
Table 2, p. 6, row 17
report
Phase transition873.15 K873.15critical point: 2 liq -> 1 liqunspecified[1] Djaballah 2005
cites Singh 1992 doi
Table 2, p. 6, row 14
report
Phase transition888.15 K888.15critical point: 2 liq -> 1 liq
2 liq: Zn 0.859
unspecified[1] Djaballah 2005
cites Girard 1985
Table 2, p. 6, row 18
report
Phase transition898.15 K898.15critical point: 2 liq -> 1 liq
2 liq: Zn 0.85
experimental[1] Djaballah 2005
cites Okajima 1980 doi
Table 2, p. 6, row 12
report
Phase transition906.15 K906.15critical point: 2 liq -> 1 liq
2 liq: Zn 0.816
model[1] Djaballah 2005Table 2, p. 6, row 21
report

Sources

Reporting papers the values were read from (a value cited from another work names that work in its row).

  1. Y Djaballah, L Bennour, F Bouharkat, A Belgacem-Bouzida, Thermodynamic assessment of the binary system (Bi–Zn), Modelling Simul. Mater. Sci. Eng. 13, 361-369 (2005). doi:10.1088/0965-0393/13/3/006
  2. Dmitri V. Malakhov, Thermodynamic assessment of the Bi-Zn system, Calphad 24, 1-14 (2000). doi:10.1016/s0364-5916(00)00011-0