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Triangular and pyramidal regions in meltability and solubility diagrams of multicomponent systems. / Charykov, N. A.; Shakhmatkin, B. A.; Charykova, M. V.; Ruzaev, S. V.

в: Russian Journal of Physical Chemistry A, Том 74, № 9, 01.09.2000, стр. 1408-1414.

Результаты исследований: Научные публикации в периодических изданиях › статья › Рецензирование

Harvard

Charykov, NA, Shakhmatkin, BA, Charykova, MV & Ruzaev, SV 2000, 'Triangular and pyramidal regions in meltability and solubility diagrams of multicomponent systems', Russian Journal of Physical Chemistry A, Том. 74, № 9, стр. 1408-1414.

APA

Charykov, N. A., Shakhmatkin, B. A., Charykova, M. V., & Ruzaev, S. V. (2000). Triangular and pyramidal regions in meltability and solubility diagrams of multicomponent systems. Russian Journal of Physical Chemistry A, 74(9), 1408-1414.

Vancouver

Charykov NA, Shakhmatkin BA, Charykova MV, Ruzaev SV. Triangular and pyramidal regions in meltability and solubility diagrams of multicomponent systems. Russian Journal of Physical Chemistry A. 2000 Сент. 1;74(9):1408-1414.

Author

Charykov, N. A. ; Shakhmatkin, B. A. ; Charykova, M. V. ; Ruzaev, S. V. / Triangular and pyramidal regions in meltability and solubility diagrams of multicomponent systems. в: Russian Journal of Physical Chemistry A. 2000 ; Том 74, № 9. стр. 1408-1414.

BibTeX

@article{2a1758f63393434ea0f29c232095d4c7,
title = "Triangular and pyramidal regions in meltability and solubility diagrams of multicomponent systems",
abstract = "A rare type of nonvariant points on phase equilibrium diagrams occurring only in systems with a large number of components n ≥ 3 (for meltability diagrams) and n ≥ 4 (for solubility diagrams) is considered. It is shown that a melt (solution) does not participate in phase processes occurring at such nonvariant points when heat is removed (solvent evaporated). The stability of monovariant equilibria in the vicinity of such points is studied. The form of fields (volumes, hypervolumes) of crystallization of one of the phases is then peculiar: this is a curvilinear triangle (curvilinear pyramid) resting on a side (face) of the concentration simplex. The figurative points of the compositions of the solid phases coexisting at nonvariant points lie on this side (face) of the concentration simplex.",
author = "Charykov, {N. A.} and Shakhmatkin, {B. A.} and Charykova, {M. V.} and Ruzaev, {S. V.}",
year = "2000",
month = sep,
day = "1",
language = "English",
volume = "74",
pages = "1408--1414",
journal = "Russian Journal of Physical Chemistry A",
issn = "0036-0244",
publisher = "МАИК {"}Наука/Интерпериодика{"}",
number = "9",

}

RIS

TY - JOUR

T1 - Triangular and pyramidal regions in meltability and solubility diagrams of multicomponent systems

AU - Charykov, N. A.

AU - Shakhmatkin, B. A.

AU - Charykova, M. V.

AU - Ruzaev, S. V.

PY - 2000/9/1

Y1 - 2000/9/1

N2 - A rare type of nonvariant points on phase equilibrium diagrams occurring only in systems with a large number of components n ≥ 3 (for meltability diagrams) and n ≥ 4 (for solubility diagrams) is considered. It is shown that a melt (solution) does not participate in phase processes occurring at such nonvariant points when heat is removed (solvent evaporated). The stability of monovariant equilibria in the vicinity of such points is studied. The form of fields (volumes, hypervolumes) of crystallization of one of the phases is then peculiar: this is a curvilinear triangle (curvilinear pyramid) resting on a side (face) of the concentration simplex. The figurative points of the compositions of the solid phases coexisting at nonvariant points lie on this side (face) of the concentration simplex.

AB - A rare type of nonvariant points on phase equilibrium diagrams occurring only in systems with a large number of components n ≥ 3 (for meltability diagrams) and n ≥ 4 (for solubility diagrams) is considered. It is shown that a melt (solution) does not participate in phase processes occurring at such nonvariant points when heat is removed (solvent evaporated). The stability of monovariant equilibria in the vicinity of such points is studied. The form of fields (volumes, hypervolumes) of crystallization of one of the phases is then peculiar: this is a curvilinear triangle (curvilinear pyramid) resting on a side (face) of the concentration simplex. The figurative points of the compositions of the solid phases coexisting at nonvariant points lie on this side (face) of the concentration simplex.

UR - http://www.scopus.com/inward/record.url?scp=0034337734&partnerID=8YFLogxK

M3 - Article

AN - SCOPUS:0034337734

VL - 74

SP - 1408

EP - 1414

JO - Russian Journal of Physical Chemistry A

JF - Russian Journal of Physical Chemistry A

SN - 0036-0244

IS - 9

ER -

ID: 127760268