Naslov
Mathematical Model of Growth of Diphasic Cylindrical Bodies with a Fluid Phase on the Inside

Autori
Kochubey, Aleksander ; Mamuzić, Ilija ; Syasev, Andrey

Vrsta, podvrsta i kategorija rada
Sažeci sa skupova, sažetak, stručni

Izvornik
Sažeci predavanja s 5. međunarodnog simpozija Hrvatskog metalurškog društva "Materijali i metalurgija", tiskano u Metalurgija 41(2002)3 / Mamuzić, Ilija - Zagreb : Hrvatsko metalurško društvo, 2002

Skup
5. međunarodni simpozij Hrvatskog metalurškog društva "Materijali i metalurgija"

Mjesto i datum
Šibenik, Hrvatska, 23.06.2002. - 27.06.2002

Vrsta sudjelovanja
Poster

Vrsta recenzije
Međunarodna recenzija

Ključne riječi
mathematical model; diphasic cylindrical bodies; growth; fluid phase

Sažetak
The mathematical model of growth of the barrel of round cross section with a fluid phase on the inside, under internal pressure is offered. The stuff of a solid phase is described by equations of state of a growing heterogeneous of visco-elastic stuff, and fluid-ideal incompressible fluid. Owing to thermoexchange of external lateral area of the barrel with environment, a part of a liquid stuff passes in a firm modular condition, relations an mechanical and temperature fields, and also analytical expression for the law of motion of a solidified front, was obtained.

Izvorni jezik
Engleski

Znanstvena područja
Metalurgija

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