Existence of Weak Solutions for a Diffuse Interface Model of Non-Newtonian Two-Phase Flows
Abels H, Diening L, Terasawa Y (2016)
In: Recent developments of mathematical fluid mechanics. Amann H, Giga Y, Kozono H, Okamoto H, Yamazaki M (Eds); Advances in Mathematical Fluid Mechanics. Basel: Birkhäuser: 13-23.
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| Veröffentlicht | Englisch
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Autor*in
Abels, Helmut;
Diening, LarsUniBi 
;
Terasawa, Yutaka
;
Terasawa, YutakaHerausgeber*in
Amann, Herbert;
Giga, Yoshikazu;
Kozono, Hideo;
Okamoto, Hisashi;
Yamazaki, Masao
Einrichtung
Erscheinungsjahr
2016
Buchtitel
Recent developments of mathematical fluid mechanics
Serientitel
Advances in Mathematical Fluid Mechanics
Seite(n)
13-23
ISBN
978-3-0348-0938-2
Page URI
https://pub.uni-bielefeld.de/record/2913489
Zitieren
Abels H, Diening L, Terasawa Y. Existence of Weak Solutions for a Diffuse Interface Model of Non-Newtonian Two-Phase Flows. In: Amann H, Giga Y, Kozono H, Okamoto H, Yamazaki M, eds. Recent developments of mathematical fluid mechanics. Advances in Mathematical Fluid Mechanics. Basel: Birkhäuser; 2016: 13-23.
Abels, H., Diening, L., & Terasawa, Y. (2016). Existence of Weak Solutions for a Diffuse Interface Model of Non-Newtonian Two-Phase Flows. In H. Amann, Y. Giga, H. Kozono, H. Okamoto, & M. Yamazaki (Eds.), Advances in Mathematical Fluid Mechanics. Recent developments of mathematical fluid mechanics (pp. 13-23). Basel: Birkhäuser.
Abels, Helmut, Diening, Lars, and Terasawa, Yutaka. 2016. “Existence of Weak Solutions for a Diffuse Interface Model of Non-Newtonian Two-Phase Flows”. In Recent developments of mathematical fluid mechanics, ed. Herbert Amann, Yoshikazu Giga, Hideo Kozono, Hisashi Okamoto, and Masao Yamazaki, 13-23. Advances in Mathematical Fluid Mechanics. Basel: Birkhäuser.
Abels, H., Diening, L., and Terasawa, Y. (2016). “Existence of Weak Solutions for a Diffuse Interface Model of Non-Newtonian Two-Phase Flows” in Recent developments of mathematical fluid mechanics, Amann, H., Giga, Y., Kozono, H., Okamoto, H., and Yamazaki, M. eds. Advances in Mathematical Fluid Mechanics (Basel: Birkhäuser), 13-23.
Abels, H., Diening, L., & Terasawa, Y., 2016. Existence of Weak Solutions for a Diffuse Interface Model of Non-Newtonian Two-Phase Flows. In H. Amann, et al., eds. Recent developments of mathematical fluid mechanics. Advances in Mathematical Fluid Mechanics. Basel: Birkhäuser, pp. 13-23.
H. Abels, L. Diening, and Y. Terasawa, “Existence of Weak Solutions for a Diffuse Interface Model of Non-Newtonian Two-Phase Flows”, Recent developments of mathematical fluid mechanics, H. Amann, et al., eds., Advances in Mathematical Fluid Mechanics, Basel: Birkhäuser, 2016, pp.13-23.
Abels, H., Diening, L., Terasawa, Y.: Existence of Weak Solutions for a Diffuse Interface Model of Non-Newtonian Two-Phase Flows. In: Amann, H., Giga, Y., Kozono, H., Okamoto, H., and Yamazaki, M. (eds.) Recent developments of mathematical fluid mechanics. Advances in Mathematical Fluid Mechanics. p. 13-23. Birkhäuser, Basel (2016).
Abels, Helmut, Diening, Lars, and Terasawa, Yutaka. “Existence of Weak Solutions for a Diffuse Interface Model of Non-Newtonian Two-Phase Flows”. Recent developments of mathematical fluid mechanics. Ed. Herbert Amann, Yoshikazu Giga, Hideo Kozono, Hisashi Okamoto, and Masao Yamazaki. Basel: Birkhäuser, 2016. Advances in Mathematical Fluid Mechanics. 13-23.
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