Rosella Colomba Sampalmieri

Senior Researcher

Coppito 1, Room
rosellacolomba.sampalmieri@univaq.it
+39 0862434709

AREA DI RICERCA ATTUALE 

Equazioni iperboliche alle derivate parziali, in particolare: modelli ibridi per semiconduttori, sistemi non strettamente iperbolici. 

ALTRE AREE DI RICERCA 

Equazioni dalla teoria dei materiali viscoelastici con memoria. Metodi variazionali applicati allo studio delle geodetiche sulle varietà Lorentziane. Convergenze in spazi di grafi di funzioni.

The information is available at the external address http://www.ing.univaq.it/personale/scheda_personale.php?codice=255.

ALCUNE PUBBLICAZIONI:

A steady-state mathematical model for an EOS capacitor: the effect of the size exclusion", F.Di Michele, B.Rubino, R.Sampalmieri, Networks and Heterogeneous Media (NHM) ,Vol.11, no. 4, 2016

STATIONARY SOLUTIONS TO HYBRID QUANTUM HYDRODYNAMICAL MODEL OF SEMICONDUCTORS IN BOUNDED DOMAIN, FEDERICA DI MICHELE, MING MEI, BRUNO RUBINO, AND ROSELLA SAMPALMIER,INTERNATIONAL JOURNAL OF NUMERICAL ANALYSIS AND MODELING, Volume 13, Number 6,(2016) Pages 898–925

Convergence of Lax-Friedrichs and Godunov schemes for a nonstrictly hyperbolic system of conservation laws arising in oil recovery Djoufedie, G. N.; Felaco, E.; Rubino, B.; Sampalmieri, R.CONTINUUM MECHANICS AND THERMODYNAMICS Volume: 28 Issue: 1-2 Special Issue, 331-349 2016

  • DonatellaDonatelli,MingMei,BrunoRubinoa, RosellaSampalmieria;Asymptotic behavior of solutions to Euler–Poisson equations for bipolar hydrodynamic model of semiconductors, JDE Volume 255, Issue 10(2013), Pages 2981-3748
  •  - M. Mei, B. Rubino, R. Sampalmieri, Asymptotic behavior of solutions to the bipolar Hydrodynamic model of semiconductors in bounded domain,Kinetic and Related Models, 5(2012), No. 3,537-550.
  • - E. Felaco, B. Rubino, R. Sampalmieri,Global existence to the Cauchy  problemo for Hyperbolic conservation laws with an isolated umbilic point, accettato su Quarterly of Applied Mathematics
  • -  Kirova, Yordanov,V. Georgiev, B. Rubino, R. Sampalmieri,Asymptotic behaviour for linear and nonlinear elastic waves in materials with memoryJournal of Non-Crystalline Solids, 354(2008), 4126-4137.
  • -V. Georgiev, B. Rubino, R. Sampalmieri. Global Existence for Elastic Waves with Memory, Arch. Rat. Mech. Anal. 176 (2005), 303-330.
  • - R. Sampalmieri, Weak Solutions of a conservation law with memory in several space variablesNoDEA Nonlinear Differential Equations Appl. 5 (1998), No. 1, 99–116.
  • - F. Antonacci; R. Sampalmieri, Closed geodesics on compact Lorentzian manifolds of splitting typeProc. R. Soc. Edinb., Sect. A, Math. 128, No.3, 447-462 (1998).
  • - F. Antonacci, R. Sampalmieri, Some results about geodesics on Lorentzian manifolds of splitting typeNonlinear Anal., Theory Methods Appl. 30, No.1, 571-577 (1997).
  • - F. Antonacci, R. Sampalmieri, On a class of geodesically connected Lorentzian manifoldsJ. Differ. Equations 138, No.1, 171-187, Art. No.DE963253 (1997).