The frequency of the two lowest energies of interaction in dipolar hard sphere systems

Nagy Sándor: The frequency of the two lowest energies of interaction in dipolar hard sphere systems. In: Analecta technica Szegedinensia, (14) 2. pp. 13-18. (2020)

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This publication was inspired by the study of chaining in dipolar systems. Two adjacent particles form a chain is usually decided by energy or distance criterion. This prompted the author to investigate the frequency of interaction energy between nearby chain-forming particles in the dipolar system. So what is the frequency of the two lowest energies. Does have raison d’etre of the energy-based chaining criterion? Because if so, in the frequency chart qualitative change should have see at 70-75%, compared to the lowest possible energy. No such qualitative change was observed in the computer simulations. Monte Carlo simulations were performed at many densities and dipole moments in a dipolar hard sphere system. The simulation results were theoretically interpreted using the Boltzmann distribution The theoretical relationship was generalized to a wide range of density and dipole moments by fitting three suitable parameters. The fitting was necessary due to the compressive effect of density.

Mű típusa:	Cikk, tanulmány, mű
Befoglaló folyóirat/kiadvány címe:	Analecta technica Szegedinensia
Dátum:	2020
Kötet:	14
Szám:	2
ISSN:	2064-7964
Oldalak:	pp. 13-18
Kiadó:	University of Szeged, Faculty of Engineering
Kiadás helye:	Szeged
Befoglaló mű URL:	http://acta.bibl.u-szeged.hu/71464/
DOI:	10.14232/analecta.2020.2.13-18
Megjegyzések:	Bibliogr.: 18. p. ; ill. ; összefoglalás angol nyelven
Szakterület:	01. Természettudományok 01. Természettudományok > 01.03. Fizikai tudományok 02. Műszaki és technológiai tudományok
Feltöltés dátuma:	2021. feb. 05. 11:03
Utolsó módosítás:	2023. júl. 13. 10:40
URI:	http://acta.bibl.u-szeged.hu/id/eprint/71836

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