Domingo Alberto TARZIA
Domingo Alberto TARZIA
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A bibliography on moving-free boundary problems for the heat-diffusion equation
DA Tarzia
The Stefan and related problems, MAT-Serie A 2, 2000
An inequality for the coefficient 𝜎 of the free boundary 𝑠 (𝑡)= 2𝜎√ 𝑡 of the Neumann solution for the two-phase Stefan problem
DA Tarzia
Quarterly of Applied Mathematics 39 (4), 491-497, 1982
Explicit and approximated solutions for heat and mass transfer problems with a moving interface
DA Tarzia
Advanced topics in mass transfer 20, 439-484, 2011
Sur le problème de Stefan à deux phases
DA Tarzia, T DA
Decay of global solutions, stability and blowup for a reaction-diffusion problem with free boundary
H Ghidouche, P Souplet, D Tarzia
Proceedings of the American Mathematical Society 129 (3), 781-792, 2001
Explicit solution for a Stefan problem with variable latent heat and constant heat flux boundary conditions
NN Salva, DA Tarzia
Journal of Mathematical Analysis and Applications 379 (1), 240-244, 2011
Asymptotic behavior of the solutions of the dead-core problem
R Ricci, DA Tarzia
Nonlinear Analysis: Theory, Methods & Applications 13 (4), 405-411, 1989
An exact solution to a Stefan problem with variable thermal conductivity and a Robin boundary condition
AN Ceretani, NN Salva, DA Tarzia
Nonlinear Analysis: Real World Applications 40, 243-259, 2018
Explicit solutions to the one-phase Stefan problem with temperature-dependent thermal conductivity and a convective term
MF Natale, DA Tarzia
International journal of engineering science 41 (15), 1685-1698, 2003
Explicit solutions to the two-phase Stefan problem for Storm-type materials
MF Natale, DA Tarzia
Journal of Physics A: Mathematical and General 33 (2), 395, 2000
Simultaneous determination of two unknown thermal coefficients through an inverse one-phase Lamé-Clapeyron (Stefan) problem with an overspecified condition on the fixed face
DA Tarzia
International Journal of Heat and Mass Transfer 26 (8), 1151-1157, 1983
Convergence of Distributed Optimal Controls on the Internal Energy in Mixed Elliptic Problems when the Heat Transfer Coefficient Goes to Infini
CM Gariboldi, DA Tarzia
Applied Mathematics & Optimization 47 (3), 2003
Relationship between Neumann solutions for two-phase Lamé-Clapeyron-Stefan problems with convective and temperature boundary conditions
DA Tarzia
arXiv preprint arXiv:1406.0552, 2014
Existence and uniqueness for one-phase Stefan problems of nonclassical heat equations with temperature boundary condition at a fixed face.
AC Briozzo, DA Tarzia
Electronic Journal of Differential Equations (EJDE)[electronic only] 2006 …, 2006
Determination of the unknown coefficients in the Lame-Clapeyron problem (or one-phase Stefan problem)
DA Tarzia
Advances in Applied Mathematics 3 (1), 74-82, 1982
Modeling nutrient uptake using a moving boundary approach Comparison with the barber‐cushman model
JC Reginato, MC Palumbo, IS Moreno, IC Bernardo, DA Tarzia
Soil Science Society of America Journal 64 (4), 1363-1367, 2000
Determination of unknown thermal coefficients for Storm’s-type materials through a phase-change process
AC Briozzo, MF Natale, DA Tarzia
International journal of non-linear mechanics 34 (2), 329-340, 1999
Sufficient and/or necessary condition for the heat transfer coefficient on Γ1 and the heat flux on Γ2 to obtain a steady-state two-phase Stefan problem
ED Tabacman, DA Tarzia
Journal of Differential Equations 77 (1), 16-37, 1989
Existence of an exact solution for a one-phase Stefan problem with nonlinear thermal coefficients from Tirskii’s method
AC Briozzo, MF Natale, DA Tarzia
Nonlinear Analysis: Theory, Methods & Applications 67 (7), 1989-1998, 2007
A one-phase Stefan problem for a non-classical heat equation with a heat flux condition on the fixed face
AC Briozzo, DA Tarzia
Applied Mathematics and Computation 182 (1), 809-819, 2006
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