All Stories

  1. A thermodynamic model of shape memory alloys involving dynamic functions and constitutive entropy production
  2. Second Law of Thermodynamics and Strain Gradient Theories of Elasticity
  3. Mathematical modeling of heat conduction in continuum thermodynamics
  4. Proceedings of XXVI AIMETA Conference 2024
  5. Ageing in Viscoelastic and Magneto-Viscoelastic Materials
  6. Modelling nonlocality in continuum physics via constitutive functions depending on spatial gradients
  7. Heat conduction with “aging” memory
  8. On the modeling of magneto-mechanical effects (magnetostriction, Villari effect, etc.) in solids
  9. On symmetry properties of the total stress tensor for electromagnetic deformable solids
  10. A new thermodynamically-consistent model for uniform phase transitions in shape memory alloys
  11. On the electrostriction effect in finitely deformable dielectrics
  12. Modeling of viscoelasticity through relations between strain, stress, and their derivatives
  13. A new formulation of the second law in continuum physics and new methods to exploit it
  14. Modeling of heat conduction through constitutive equations of the rate type for the heat flux
  15. Some generalizations of the Burgers and the Oldroyd equations for compressible fluids
  16. Three-dimensional nonlocal models of deformable ferroelectrics: a thermodynamically consistent approach
  17. Modelling of Electro-Viscoelastic Materials through Rate Equations
  18. Techniques for the Thermodynamic Consistency of Constitutive Equations
  19. Thermodynamically-Consistent Modeling of Ferromagnetic Hysteresis
  20. Plasticity
  21. Aging and Higher-Order Grade Materials
  22. Balance Equations
  23. Electromagnetism of Continuous Media
  24. Ferroics
  25. Fluids
  26. Generalities on Constitutive Models
  27. Kinematics
  28. Materials with Memory
  29. Mathematical Modelling of Continuum Physics
  30. Micropolar Media
  31. Mixtures
  32. Phase Transitions
  33. Porous Materials
  34. Rate-Type Models
  35. Solids
  36. Superconductivity and Superfluidity
  37. On the Optimal Shape and Efficiency Improvement of Fin Heat Sinks
  38. A Magneto-Viscoelasticity Problem with Aging
  39. Viscoelastic and Electromagnetic Materials with Nonlinear Memory
  40. Magneto-Viscoelastic Materials: Memory Functionals and Rate Equations
  41. Rate-type models of dissipative compressible fluids
  42. Materials with Memory: Viscoelasticity and Hysteresis
  43. 50+ Years of AIMETA
  44. Nonlinear Models of Thermo-Viscoelastic Materials
  45. A Thermodynamic Approach to Rate-Type Models of Elastic-Plastic Materials
  46. Entropy Rates and Efficiency of Convecting-Radiating Fins
  47. A thermodynamic approach to rate-type models in deformable ferroelectrics
  48. A thermodynamic approach to hysteretic models in ferroelectrics
  49. Objective rate equations and memory properties in continuum physics
  50. Entropy Production and Efficiency in Longitudinal Convecting–Radiating Fins
  51. Steady states and nonlinear buckling of cable-suspended beam systems
  52. Reconstruction of the memory kernel, together with the solution, in a mixed linear evolution problem
  53. A model of viscoelasticity with time-dependent memory kernels
  54. Modeling of heat conduction via fractional derivatives
  55. Derivation of the Landau–Lifshitz–Bloch equation from continuum thermodynamics
  56. Buckling and nonlinear dynamics of elastically coupled double-beam systems
  57. Non-Classical Memory Kernels in Linear Viscoelasticity
  58. Constitutive equations and wave propagation in Green–Naghdi type II and III thermoelectroelasticity
  59. Steady states of elastically-coupled extensible double-beam systems
  60. Solidification and separation in saline water
  61. Global attractors for the coupled suspension bridge system with temperature
  62. Hysteresis and temperature-induced transitions in ferromagnetic materials
  63. Phase-field models for transition phenomena in materials with hysteresis
  64. Foreword
  65. Mathematical modeling of phase transition and separation in fluids: A unified approach
  66. On the Green-Naghdi Type III heat conduction model
  67. On the viscoelastic coupled suspension bridge
  68. Preface
  69. Well-posedness and longtime behaviour of a coupled nonlinear system modeling a suspension bridge
  70. First-Order Phase Transitions and Hysteresis
  71. Asymptotic behavior of coupled linear systems modeling suspension bridges
  72. A phase-field model for quasi-incompressible solid–liquid transitions
  73. Long-term dynamics of a viscoelastic suspension bridge
  74. Ordinary Differential Equations (ODE)
  75. Mathematical Models of Reissner-Mindlin Thermoviscoelastic Plates
  76. Phase transition and separation in compressible Cahn-Hilliard fluids
  77. Steady-state solutions for a suspension bridge with intermediate supports
  78. Asymptotic dynamics of nonlinear coupled suspension bridge equations
  79. Free energies and pseudo-elastic transitions for shape memory alloys
  80. LONG-TERM DYNAMICS OF THE COUPLED SUSPENSION BRIDGE SYSTEM
  81. Phase separation in quasi-incompressible Cahn–Hilliard fluids
  82. Modeling and steady state analysis of the extensible thermoelastic beam
  83. Isotropic-nematic phase transitions in liquid crystals
  84. A New Approach to Equations with Memory
  85. Long-Term Damped Dynamics of the Extensible Suspension Bridge
  86. STEADY STATES OF THE HINGED EXTENSIBLE BEAM WITH EXTERNAL LOAD
  87. Continuum Thermodynamics and Phase-Field Models
  88. A Phase-Field Model for Liquid-Vapor Transitions induced by Temperature and Pressure
  89. A thermodynamic approach to ferromagnetism and phase transitions
  90. EXISTENCE AND UNIQUENESS FOR A THREE DIMENSIONAL MODEL OF FERROMAGNETISM
  91. A three-dimensional phase transition model in ferromagnetism: Existence and uniqueness
  92. Global attractors for the extensible thermoelastic beam system
  93. A Phase-Field Model for Liquid–Vapor Transitions
  94. On the extensible viscoelastic beam
  95. A continuum theory for first-order phase transitions based on the balance of structure order
  96. Well-posedness for solid–liquid phase transitions with a fourth-order nonlinearity
  97. Gauge invariance and asymptotic behavior for the Ginzburg–Landau equations of superconductivity
  98. The longtime behavior of a nonlinear Reissner–Mindlin plate with exponentially decreasing memory kernels
  99. Mathematical Models of Reissner–Mindlin Thermoviscoelastic Plates
  100. MATHEMATICAL MODELS FOR PHASE TRANSITION IN MATERIALS WITH THERMAL MEMORY
  101. A thermodynamic approach to non-isothermal phase-field evolution in continuum physics
  102. ENERGY DECAY OF ELECTROMAGNETIC SYSTEMS WITH MEMORY
  103. Navier–Stokes limit of Jeffreys type flows
  104. Viscoelastic Solids of Exponential Type. I. Minimal Representations and Controllability
  105. Viscoelastic Solids of Exponential Type. II. Free Energies, Stability and Attractors
  106. Uniform energy estimates for a semilinear evolution equation of the Mindlin-Timoshenko beam with memory
  107. Global Attractors for a Semilinear Hyperbolic Equation in Viscoelasticity
  108. A new model for rate-independent hysteresis in permanent magnets
  109. Asymptotic behavior of a nonlinear hyperbolic heat equation with memory
  110. STABILITY OF ABSTRACT LINEAR THERMOELASTIC SYSTEMS WITH MEMORY
  111. Well-posedness and longtime behavior of the phase-field model with memory in a history space setting
  112. Exponential stability of a linear viscoelastic bar with thermal memory
  113. Uniform attractors for a non-autonomous semilinear heat equation with memory
  114. Mathematical models of thin thermoviscoelastic plates
  115. NONLINEAR SYSTEMS DESCRIBING PHASE TRANSITION MODELS COMPATIBLE WITH THERMODYNAMICS
  116. Extremum principles in electromagnetic systems
  117. Uniform attractors for a phase-field model with memory and quadratic nonlinearity
  118. Asymptotic behavior of a semilinear problem in heat conduction with memory
  119. On the stability for linear viscoelastic solids
  120. Internal dissipation, relaxation property, and free energy in materials with fading memory
  121. Free energies and dissipation properties for systems with memory
  122. Thermodynamic properties and stability for the heat flux equation with linear memory
  123. New variational principles in quasi-static viscoelasticity
  124. Viscoelastic solids with unbounded relaxation function
  125. Extremum principles for viscoelastic fluids
  126. Minimum principles, convexity, and thermodynamics in viscoelasticity
  127. Sul primo principio della termodinamica per I materiali semplici
  128. Sui potenziali elettromagnetici per alcuni modelli di isteresi magnetica
  129. La superconduttivita’ come teoria non locale
  130. Sul criterio dell'energia per la stabilitá di un sistema termomeccanico
  131. An existence theorem for a nonlinear evolution equation in viscoelasticity
  132. Un problema di esistenza ed unicità per un sistema linearizzato di Navier-Stokes a coefficienti non costanti