All Stories

  1. Modeling isotropic polyconvex hyperelasticity by neural networks – sufficient and necessary criteria for compressible and incompressible materials
  2. Assessing efficiency of an energy harvesting apparatus by input convex neural networks
  3. Physics-informed neural networks for nonlocal beam eigenvalue problems
  4. MACHINE LEARNING OF STRUCTURE – PROPERTY RELATIONSHIPS: AN APPLICATION TO HEAT GENERATION DURING PLASTIC DEFORMATION
  5. On the wave propagation in non-local thermo elasticity with time delay
  6. On potentials and complementary potentials in one-dimensional nonlocal integral formulations
  7. Recovering Mullins damage hyperelastic behaviour with physics augmented neural networks
  8. Data-driven methods for computational mechanics: A fair comparison between neural networks based and model-free approaches
  9. Carbon nanotubes as a basis of metamaterials and nanostructures: Crafting via design optimization
  10. A computational framework for nanotrusses: Input convex neural networks approach
  11. Deep Learning of Temperature – Dependent Stress – Strain Hardening Curves
  12. Incompressible rubber thermoelasticity: a neural network approach
  13. Preface
  14. Thermomechanics of Solids and Structures
  15. On the mechanics of nanobeams on nano-foundations
  16. Free Vibrations of Bernoulli-Euler Nanobeams with Point Mass Interacting with Heavy Fluid Using Nonlocal Elasticity
  17. Predicting stress–strain behavior of carbon nanotubes using neural networks
  18. Casting Defects Detection in Aluminum Alloys Using Deep Learning: a Classification Approach
  19. Deep Learning of Temperature – Dependent Stress – Strain Hardening Curves
  20. Deep learning framework for carbon nanotubes: Mechanical properties and modeling strategies
  21. Advances in optomechanical force sensors
  22. Reducing computational time for FEM postprocessing through the use of feedforward neural networks
  23. Casting Microstructure Inspection Using Computer Vision: Dendrite Spacing in Aluminum Alloys
  24. Dynamic behavior of nanobeams under axial loads: Integral elasticity modeling and size‐dependent eigenfrequencies assessment
  25. Stress-driven two-phase integral elasticity for Timoshenko curved beams
  26. On thermomechanics of multilayered beams
  27. Nonlocal Mechanical Behavior of Layered Nanobeams
  28. Nonlocal integral thermoelasticity: A thermodynamic framework for functionally graded beams
  29. Equivalent beam model of single walled carbon nanotube with imperfections
  30. NEMS Resonators for Detection of Chemical Warfare Agents Based on Graphene Sheet
  31. Modified Nonlocal Strain Gradient Elasticity for Nano-Rods and Application to Carbon Nanotubes
  32. THERMODYNAMICALLY CONSISTENT HOMOGENIZATION IN FINITE STRAIN THERMOPLASTICITY
  33. Analysis of Materials of Similar Mechanical Behavior and Similar Industrial Assignment
  34. Equivalent beam model of SWNT and DWNT with imperfections
  35. Exact solutions of inflected functionally graded nano-beams in integral elasticity
  36. Imperfections in carbon nanotubes structure and their impact on the basic mechanical properties
  37. Stress-driven modeling of nonlocal thermoelastic behavior of nanobeams
  38. Influence of imperfections on double walled carbon nanotube mechanical properties
  39. A Multiscale Framework for Thermoplasticity
  40. A manual calculation method for the check of the fire resistance of concrete columns subjected to a standard fire
  41. Application of gradient elasticity to armchair carbon nanotubes: Size effects and constitutive parameters assessment
  42. Thermo-Mechanical Multiscale Modeling in Plasticity of Metals Using Small Strain Theory
  43. Analysis of the Mechanical Behavior, Creep Resistance and Uniaxial Fatigue Strength of Martensitic Steel X46Cr13
  44. Uniaxial Properties versus Temperature, Creep and Impact Energy of an Austenitic Steel
  45. A closed-form model for torsion of nanobeams with an enhanced nonlocal formulation
  46. A variational formulation for thermomechanically coupled low cycle fatigue at finite strains
  47. Short-time creep, fatigue and mechanical properties of 42CrMo4 - Low alloy structural steel
  48. Elastic properties of nanocomposite materials: influence of carbon nanotube imperfections and interface bonding
  49. On the influence of thermal stresses on eigenvalues of a circular saw blade
  50. Mechanical Properties, Short Time Creep, and Fatigue of an Austenitic Steel
  51. A gradient elasticity model of Bernoulli–Euler nanobeams in non-isothermal environments
  52. On functionally graded Timoshenko nonisothermal nanobeams
  53. On the thermomechanical coupling in dissipative materials: A variational approach for generalized standard materials
  54. A higher-order Eringen model for Bernoulli–Euler nanobeams
  55. A gradient model for torsion of nanobeams
  56. Deformation behaviour and material properties of austenitic heat-resistant steel X15CrNiSi25-20 subjected to high temperatures and creep
  57. Study of the Effects of High Temperatures on the Engineering Properties of Steel 42CrMo4
  58. Influence of Waviness and Vacancy Defects on Carbon Nanotubes Properties
  59. Mechanical testing of the behavior of steel 1.7147 at different temperatures
  60. Information relevant for the design of structure: Ferritic – Heat resistant high chromium steel X10CrAlSi25
  61. Low cycle fatigue and mechanical properties of magnesium alloy Mg–6Zn–1Y–0.6Ce–0.6Zr at different temperatures
  62. Comparison of material properties: Steel 20MnCr5 and similar steels
  63. Experimental determination and prediction of the mechanical properties of steel 1.7225
  64. Significance of experimental data in the design of structures made from 1.4057 steel
  65. Multiscale Modeling of Nanocomposite Structures with Defects
  66. Comparison of Material Properties and Creep Behavior of 20MnCr5 and S275JR Steels
  67. Testing and analysis of X39CrMo17-1 steel properties
  68. Analysis of experimental data on the behavior of steel S275JR – Reliability of modern design
  69. Estimation of material properties of nanocomposite structures
  70. Responses of Austenitic Stainless Steel American Iron and Steel Institute (AISI) 303 (1.4305) Subjected to Different Environmental Conditions
  71. AISI 316Ti (1.4571) steel—Mechanical, creep and fracture properties versus temperature
  72. On the thermomechanical coupling in finite strain plasticity theory with non-linear kinematic hardening by means of incremental energy minimization
  73. Martensitic stainless steel AISI 420—mechanical properties, creep and fracture toughness
  74. Loading and Responses of Austenitic Stainless Steels at Elevated Temperatures
  75. Effect of Elevated Temperatures on Behavior of Structural Steel 50CrMo4
  76. Behavior of HSLA A709 steel under different environmental conditions
  77. A dissipation model for cyclic non-associative thermoplasticity at finite strains
  78. Structural Steel ASTM A709—Behavior at Uniaxial Tests Conducted at Lowered and Elevated Temperatures, Short-Time Creep Response, and Fracture Toughness Calculation
  79. Behaviour of S 355JO steel subjected to uniaxial stress at lowered and elevated temperatures and creep
  80. Experimental determination of mechanical properties and short-time creep of AISI 304 stainless steel at elevated temperatures
  81. 50CrMo4 Steel-Determination of Mechanical Properties at Lowered and Elevated Temperatures, Creep Behavior, and Fracture Toughness Calculation
  82. Shear stress analysis in engineering beams using deplanation field of special 2-D finite elements
  83. Tool Material Behavior at Elevated Temperatures
  84. FE modelling of multi-walled carbon nanotubes; pp. 77–86
  85. Creep behavior of high-strength low-alloy steel at elevated temperatures
  86. Nonlinear kinematic hardening in coupled thermoplasticity
  87. Finite-element modelling and shear stress analysis of engineering structural elements
  88. Coupled Thermoplasticity with Temperature Dependent Properties
  89. Associative coupled thermoplasticity at finite strain with temperature-dependent material parameters
  90. Finite Elastoplasticity in Plane Strain Cold Rolling Problem
  91. Comparison of Measured and Computed Contact Pressure Distribution in Cold Sheet Rolling Process