Vittorio Zampoli

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Vincenzo TIBULLOUniversità di SalernoVerified email at unisa.it
Stan Chirita, Professor EmeritusAl. I. Cuza UniversityVerified email at uaic.ro
Michele CIARLETTAProfessor of Mechanics, University of SalernoVerified email at unisa.it
Ciro D'APICEFull Professor, Univerisity of SalernoVerified email at unisa.it
Merab SvanadzeProfessor in Mathematics, Ilia State University, Tbilisi, GeorgiaVerified email at iliauni.edu.ge
brian straughanprofessor of numerical analysis, durham universityVerified email at durham.ac.uk
Pedro M. JordanVerified email at nrlssc.navy.mil
Antonio SellittoUniversity of SalernoVerified email at unisa.it
Edoardo ScarpettaProfessor of Mathematical Physics, University of Salerno (Italy)Verified email at unisa.it
Manuela CariniDIAm, Dipartimento di Ingegneria dell'Ambiente, University of CalabriaVerified email at unical.it
Ada AmendolaUniversity of SalernoVerified email at unisa.it
Julia DE CASTRO MOTTAPhD candidate, University of SalernoVerified email at unisa.it
Remizov M.Yu.Associate Professor. Ph.D.,Senior Researcher,Institute of Mathematics, Mechanics and Computer Science South Federal University (Rostov-on-Don)Verified email at sfedu.ru
raimondo lucianoprofessore, università di Napoli ParthenopeVerified email at unicas.it
Richard B. HetnarskiProfessor Emeritus of Mechanical Engineering, Rochester Institute of Technology, Rochester, NYVerified email at rit.edu
Martin Ostoja-StarzewskiUniversity of Illinois at Urbana-ChampaignVerified email at illinois.edu
Ivana BochicchioResearch Fellow, Università degli Studi di SalernoVerified email at unisa.it

Vittorio Zampoli

Università degli studi di Salerno

Verified email at unisa.it - Homepage

Mathematical physics Continuum thermomechanics Wave propagation


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A uniqueness result for the Cattaneo–Christov heat conduction model applied to incompressible fluids V Tibullo, V Zampoli Mechanics Research Communications 38 (1), 77-79, 2011	267	2011
Fundamental solutions in the theory of thermoelasticity for solids with double porosity E Scarpetta, M Svanadze, V Zampoli Journal of Thermal Stresses 37 (6), 727-748, 2014	59	2014
Thermo-poroacoustic acceleration waves in elastic materials with voids without energy dissipation M Ciarletta, B Straughan, V Zampoli International journal of engineering science 45 (9), 736-743, 2007	47	2007
The time differential three-phase-lag heat conduction model: Thermodynamic compatibility and continuous dependence S Chiriţă, C D’Apice, V Zampoli International Journal of Heat and Mass Transfer 102, 226-232, 2016	44	2016
On the forward and backward in time problems in the Kelvin–Voigt thermoviscoelastic materials S Chiriţă, V Zampoli Mechanics Research Communications 68, 25-30, 2015	29	2015
On microstretch thermoviscoelastic composite materials F Passarella, V Tibullo, V Zampoli European Journal of Mechanics-A/Solids 37, 294-303, 2013	29	2013
Fundamental solution in the theory of micropolar thermoelasticity without energy dissipation M Svanadze, V Tibullo, V Zampoli Journal of Thermal Stresses 29 (1), 57-66, 2006	29	2006
A domain of influence result about the time differential three-phase-lag thermoelastic model V Zampoli, A Landi Journal of Thermal Stresses 40 (1), 108-120, 2017	24	2017
On the heat-flux dependent thermoelasticity for micropolar porous media F Passarella, V Tibullo, V Zampoli Journal of Thermal Stresses 34 (8), 778-794, 2011	22	2011
Uniqueness theorems about high-order time differential thermoelastic models V Zampoli Ricerche di Matematica 67 (2), 929-950, 2018	20	2018
On the well-posedness of the time-differential three-phase-lag thermoelasticity model. C D'APICE, S Chiriţă, V Zampoli Archives of Mechanics 68 (5), 2016	20	2016
On the strong ellipticity for orthotropic micropolar elastic bodies in a plane strain state F Passarella, V Tibullo, V Zampoli Mechanics Research Communications 38 (7), 512-517, 2011	18	2011
Reciprocal and variational principles in micropolar thermoelasticity of type II F Passarella, V Zampoli Acta Mechanica 216 (1), 29-36, 2011	16	2011
Second-sound beyond Maxwell–Cattaneo: Nonlocal effects in hyperbolic heat transfer at the nanoscale A Sellitto, V Zampoli, PM Jordan International Journal of Engineering Science 154, 103328, 2020	15	2020
Some exponential decay estimates for thermoelastic mixtures F Passarella, V Zampoli Journal of Thermal Stresses 30 (1), 25-41, 2007	15	2007
On the structural stability for a model of mixture of porous solids J de Castro Motta, V Zampoli, S Chiriţă, M Ciarletta Mathematical Methods in the Applied Sciences 47 (6), 4513-4529, 2024	14	2024
On the theory of micropolar thermoelasticity without energy dissipation F Passarella, V Zampoli Journal of Thermal Stresses 33 (4), 305-317, 2010	14	2010
Decay properties of solutions of a Mindlin-type plate model for rhombic systems F Passarella, V Tibullo, V Zampoli Journal of Mechanics of Materials and Structures 5 (2), 323-339, 2010	13	2010
On the uniqueness in dynamical thermoelasticity backward in time for porous media F Passarella, V Tibullo, V Zampoli Journal of Thermal Stresses 36 (5), 501-515, 2013	12	2013
On the Increase in Signal Depth due to High‐Order Effects in Micro‐and Nanosized Deformable Conductors V Zampoli Mathematical Problems in Engineering 2019 (1), 2629012, 2019	11	2019

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