On the influence of boundary layer phenomena onto averaged temperature field

• Autorzy: Wierzbicki E.
• Języki publikacji: EN

Abstrakty

EN

Słowa kluczowe

EN

boundary layer; heat conduction; periodically inhomogeneous conductor; mathematical modelling; tolerance averaging technique; temperature; two-dimensional hexagonal type; cross-section; internal symmetry

• Wydawca: -
• Czasopismo: Electronic Journal of Polish Agricultural Universities. Series Civil Engineering
• Rocznik: 2010
• Tom: 13
• Numer: 4
• Opis fizyczny: http://www.ejpau.media.pl

Twórcy

autor

Wierzbicki E.

• Department of Applied Mathematics, Faculty of Applied Informatics and Mathematics, Warsaw University of Life Sciences, Nowoursynowska 159, 02-776 Warsaw, Poland

Bibliografia

• 1. Woźniak Cz., Michalak B., Jędrysiak J. (Eds.), 2009. Thermomechanics of microheterogeneous solids and structures. Tolerance averaging approach, Technological University of Lodz, Łódź.
• 2. Woźniak Cz., Wierzbicki E., 2000. Averaging techniques in thermomechanics of composite solids, Technological University of Czestochowa, Częstochowa.
• 3. Wierzbicki E., Woźniak Cz., Łacińska L., 2005. Boundary and initial fluctuation effect on dynamic behavior of a laminated solid, Arch. Appl. Mech. 74, 618-628.
• 4. Jędrysiak J., 2010.Termomechanics of laminates, plates and shells with the functional gradation of properties, [Termomechanika laminatów, płyt i powłok o funkcyjnej gradacji własności]. Technological University of Lodz, Łódź [in Polish].
• 5. Wierzbicki E., Siedlecka U., 2004. Isotropic models for a heat transfer in periodic composites, PAMM, 4(1), 502-503.
• 6. Wierzbicki E., 2010. On the tolerance averaging of heat conduction for periodic hexagonal-type composites, Civil and Environmental Engineering Reports, (in the course of publication), Zielona Góra.
• 7. Nagórko W., Wągrowska M., 2002. A contribution to modeling of composite solids, J. Theor. Appl. Mech., 1, 40, 149-158.
• 8. Moler C., Van Loan Ch., 2003. Nineteen Dubious Ways to Compute the Exponential of a Matrix, Twenty-Five Years Later, SIAM Review, 45(1), 1-46.
• 9. Higham N.J., Hyun-Min Kim, 2003. Numerical analysis of a quadratic matrix equation, IMA J. of Num. Anal., 20(4), 499-519.
• 10. Łaciński Ł., Woźniak Cz., 2006. Asymptotic models of the heat transfer in laminated conductiors, EJPAU, 9(2), #25, , www.ejpau.media.pl.
• 11. Łaciński Ł., 2005. Numerical verification of two mathematical models for the heat transfer in a laminated rigid conductor, J. Theor. Appl. Mech., 43, 2,. 367-384.
• 12. Rychlewska J., Woźniak Cz., Woźniak M., 2006. Modelling of functionally graded laminates revisited, EJPAU, 9(2), #06, www.ejpau.media.pl.
• 13. Szymczyk J., Woźniak Cz., 2006. A contribution to the modelling of periodically laminated elastic solids, EJPAU, 9(1), #22, www.ejpau.media.pl.
• 14. Nagórko W., Woźniak Cz., 2002. Nonasymptotic modelling of thin plates reinforced by a systemof stiffeners, EJPAU, 5(2), #01, www.ejpau.media.pl.