Home
PDF download
Cite article
Share options
Informations, rights and permissions
Issue image
Vol 14, 2023
Pages: 226 - 232
Research article
Nonmetallic materials
See full issue

This is an open access article distributed under the Creative Commons Attribution License which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. 

Metrics and citations
Abstract views: 561
PDF Downloads: 485
Google scholar: See link
Article content
  1. Abstract
  2. Disclaimer
Published: 01.05.2023. Research article Nonmetallic materials

CALCULATION OF THERMAL CONDUCTIVITY FOR CRYSTALLINE NANOSTRUCTURES

By
Siniša M. Vučenović ,
Siniša M. Vučenović
Contact Siniša M. Vučenović

Faculty of Science, University of Banja Luka , Banja Luka , Bosnia and Herzegovina

Jovan P. šetrajčić
Jovan P. šetrajčić

Academy of Sciences and Arts of the Republic of Srpska Banja Luka, B&H , Banja Luka , Bosnia and Herzegovina

Abstract

We have introduced a theory for the calculation of thermodynamic characteristics for some
characteristic nanostructures (ultrathin films and superlattices), using the adapted method of twotime
temperature Green's functions. In this paper, we have determined the coefficient of thermal
conductivity using the definition of free energy and then compared their temperature dependence
to the thermal conductivity behavior of the bulk structures. For the observed nanostructures, the
thermal conductivity coefficient values are almost equal at low temperatures, but at the same time,
significantly lower than the bulk sample values. That result could be useful for the possible
achievement of better superconducting conditions in the observed compound nanostructures.

References

1.
Isihara A. Statistical Physics. ISBN. 1971;9781483274102.
2.
Cocemasov AI, Nika DL, Balandin AA. Engineering of the thermodynamic properties of bilayer graphene by atomic plane rotations: the role of the out-of-plane phonons. Nanoscale. 7(30):12851–9.
3.
Alofi A, Srivastava GP. Phonon conductivity in graphene. Journal of Applied Physics. 2012;112(1).
4.
Popov VN. Low-temperature specific heat of nanotube systems. Physical Review B. 66(15).
5.
Schwab K, Henriksen EA, Worlock JM, Roukes ML. Measurement of the quantum of thermal conductance. Nature. 2000;404(6781):974–7.

The statements, opinions and data contained in the journal are solely those of the individual authors and contributors and not of the publisher and the editor(s). We stay neutral with regard to jurisdictional claims in published maps and institutional affiliations.