Archive: 2006 - Moldavian Journal of the Physical Sciences

05 Jan 2006

2006
V. 5
1
(p.113 - 116)

Computational study of non-stationary cluster size distribution and rate of nucleation in case of pre-existing clusters

Authors:

Gamurari, Visarion; Paladi, Florentin; Eremeev, Vitalie; Al-Sabayeh, Moayad Abidalraheem Obid

Summary:

The dynamics of a cluster-type system formed by constant total number of molecules, M, is studied when clusters change their sizes by nearest-size transitions (the Szilard model) with time-dependent boundary conditions and non-zero initial cluster size distribution. We compare these results to those reported previously [5], when non-stationary cluster size distribution was considered under the condition that only monomers are present in the system at the initial moment t=0, and describe the effect of arbitrary pre-existing clusters on the time evolution of the interacting clusters with different sizes, n. The average group size problem is also solved, and the process of relaxation in the system is studied.

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<meta name="citation_author" content="Gamurari, Visarion">
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compare these results to those reported previously [5], when non-stationary cluster size 
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BibTeX

@article{ibn_3457,
author = {Gamurari, V. and Paladi, F.G. and Eremeev, V.V. and Al-Sabayeh, M.},
title = {Computational study of non-stationary cluster size distribution and rate of nucleation in case of pre-existing clusters},
journal = {Moldavian Journal of the Physical Sciences},
year = {2006},
volume = {5 (1)},
pages = {113-116},
month = {Jan},
abstract = {(EN) The dynamics of a cluster-type system formed by constant total number of molecules, 

M, is studied when clusters change their sizes by nearest-size transitions (the Szilard model) 
with time-dependent boundary conditions and non-zero initial cluster size distribution. We 
compare these results to those reported previously [5], when non-stationary cluster size 
distribution was considered under the condition that only monomers are present in the system 
at the initial moment t=0, and describe the effect of arbitrary pre-existing clusters on the time 
evolution of the interacting clusters with different sizes, n. The average group size problem is 
also solved, and the process of relaxation in the system is studied.  
 },
url = {https://ibn.idsi.md/vizualizare_articol/3457},
}

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compare these results to those reported previously [5], when non-stationary cluster size 
distribution was considered under the condition that only monomers are present in the system 
at the initial moment t=0, and describe the effect of arbitrary pre-existing clusters on the time 
evolution of the interacting clusters with different sizes, n. The average group size problem is 
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M, is studied when clusters change their sizes by nearest-size transitions (the Szilard model) 
with time-dependent boundary conditions and non-zero initial cluster size distribution. We 
compare these results to those reported previously [5], when non-stationary cluster size 
distribution was considered under the condition that only monomers are present in the system 
at the initial moment t=0, and describe the effect of arbitrary pre-existing clusters on the time 
evolution of the interacting clusters with different sizes, n. The average group size problem is 
also solved, and the process of relaxation in the system is studied.  
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<dc:title>Computational study of non-stationary cluster size distribution and rate of nucleation in case of pre-existing clusters</dc:title>
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“ ... ”

SM ISO690:2012

GAMURARI, Visarion; PALADI, Florentin; EREMEEV, Vitalie; AL-SABAYEH, Moayad Abidalraheem Obid. Computational study of non-stationary cluster size distribution and rate of nucleation in case of pre-existing clusters. In: Moldavian Journal of the Physical Sciences. 2006, nr. 1(5), pp. 113-116. ISSN 1810-648X.