All Stories

  1. Modeling of Radio Frequency Ablation and Electrosurgery: Capturing Tissue Carbonization and Stalling Phenomena
  2. Fractal and Hurst Effects in Stochastic Mechanics
  3. A probabilistic measure of SVE-to-RVE convergence
  4. Thermodynamic basis for odd matter
  5. Odd elasticity of cylindrical shells and Kirchhoff–Love plates under classic continuum theory
  6. Fractal and Hurst Effects in Solenoidal and Irrotational Vector Random Fields
  7. Correlation structures of statistically isotropic stiffness and compliance TRFs through upscaling
  8. Plate and beam moment-field formulation
  9. Temperature and state-dependent electrical conductivity of soft biological tissue at hyperthermic temperatures
  10. Scaling, fractal, and Hurst effects in spontaneous violations of entropy inequality in granular Couette systems
  11. Generalizing odd elasticity theory to odd thermoelasticity for planar materials
  12. Tensor Random Fields
  13. Nonlinear convolution finite element method for solution of large deformation elastodynamics
  14. Analysis of two types of harmonic waves in a Zener viscoelastic material
  15. Elastic contact of random surfaces with fractal and Hurst effects
  16. Blunt head impact causes a temperature rise in the brain
  17. Convolution finite element method for analysis of piezoelectric materials
  18. Polyadic random fields
  19. A convolutional-iterative solver for nonlinear dynamical systems
  20. Equipartition of energy in a helix
  21. Micropolar mechanics of product fractal media
  22. Scaling in Anti-Plane Elasticity on Random Shear Modulus Fields with Fractal and Hurst Effects
  23. Mach Fronts in Random Media with Fractal and Hurst Effects
  24. Spatial Behaviour of Solutions of the Moore-Gibson-Thompson Equation
  25. Elastodynamic problem on tensor random fields with fractal and Hurst effects
  26. Averaging of turbulent micropolar media: turbulent couple-stress, heat flux, and energy
  27. On streamwise velocity spectra models with fractal and long-memory effects
  28. Modeling and Simulation of Head Trauma Utilizing White Matter Properties from Magnetic Resonance Elastography
  29. Violations of the Clausius–Duhem inequality in Couette flows of granular media
  30. Simulation of mTBI Utilizing White Matter Properties from MRE
  31. Simulation of mTBI Utilizing White Matter Properties from MRE
  32. Impact force and moment problems on random mass density fields with fractal and Hurst effects
  33. Thermo-poromechanics of fractal media
  34. Fracture of beams with random field properties: Fractal and Hurst effects
  35. Towards stochastic continuum damage mechanics
  36. Correlation Structures
  37. Mathematical Preliminaries
  38. Random Fields of Piezoelectricity and Piezomagnetism
  39. The Choice of a Basis in the Space $${\mathsf {V}}_G$$
  40. The Continuum Theory of Piezoelectricity and Piezomagnetism
  41. Heat conduction in porcine muscle and blood: experiments and time-fractional telegraph equation model
  42. Stress field formulation of linear electro-magneto-elastic materials
  43. Elastodynamics of a multilayered transversely isotropic half-space due to the rigid motion of foundation
  44. Telegraph equation: two types of harmonic waves, a discontinuity wave, and a spectral finite element
  45. Finite Element Methods in Human Head Impact Simulations: A Review
  46. Mechanical and thermal couplings in helical strands*
  47. Opening editorial
  48. Tensor-Valued Random Fields for Continuum Physics
  49. Shielding effectiveness and bandgaps of interpenetrating phase composites based on the Schwarz Primitive surface
  50. Ignaczak equation of elastodynamics
  51. Tunneling-percolation model of multicomponent nanocomposites
  52. Does a Fractal Microstructure Require a Fractional Viscoelastic Model?
  53. Three-dimensional vibrations of a helically wound cable modeled as a Timoshenko rod
  54. Effect of cerebrospinal fluid modeling on spherically convergent shear waves during blunt head trauma
  55. Admitting Spontaneous Violations of the Second Law in Continuum Thermomechanics
  56. A Random Field Formulation of Hooke’s Law in All Elasticity Classes
  57. Lamb's problem on random mass density fields with fractal and Hurst effects
  58. On the dilatational wave motion in anisotropic fractal solids
  59. Representing stochastic damage evolution in disordered media as a jump Markov process using the fiber bundle model
  60. Frequency-dependent scaling from mesoscale to macroscale in viscoelastic random composites
  61. From Second Law Violations to Continuum Mechanics
  62. Tensor-Valued Random Fields in Continuum Physics
  63. Simulation of elastic wave propagation using cellular automata and peridynamics, and comparison with experiments
  64. Finite Element Solutions to the Bending Stiffness of a Single-Layered Helically Wound Cable With Internal Friction
  65. Tunneling-percolation behavior of polydisperse prolate and oblate ellipsoids
  66. Introduction
  67. Mesoscale bounds in viscoelasticity of random composites
  68. Stochastic Continuum Damage Mechanics Using Spring Lattice Models
  69. Harmonic oscillator driven by random processes having fractal and Hurst effects
  70. Elastic Rods and Shear Beams with Random Field Properties under Random Field Loads: Fractal and Hurst Effects
  71. Edges of Saturn’s rings are fractal
  72. Scaling and bounds in thermal conductivity of planar Gaussian correlated microstructures
  73. Electrical properties of random checkerboards at finite scales
  74. Scale-dependent homogenization of random composites as micropolar continua
  75. A mechanisms-based model for dynamic behavior and fracture of geomaterials
  76. Morphological study of elastic-plastic-brittle transitions in disordered media
  77. Continuum mechanics beyond the second law of thermodynamics
  78. Lattice and Particle Modeling of Damage Phenomena
  79. Fractal Shear Bands at Elastic-Plastic Transitions in Random Mohr-Coulomb Materials
  80. Bernoulli–Euler beams with random field properties under random field loads: fractal and Hurst effects
  81. Particulate random composites homogenized as micropolar materials
  82. Scale-Dependent Homogenization of Random Hyperbolic Thermoelastic Solids
  83. Viscothermoelasticity with finite wave speeds: thermomechanical laws
  84. Elastic-Plastic-Brittle Transitions and Avalanches in Disordered Media
  85. The spectral expansion of the elasticity random field
  86. Fractals and Randomness in Mechanics of Materials
  87. Fractal Geometric Characterization of Functionally Graded Materials
  88. Comment on “Hydrodynamics of fractal continuum flow” and “Map of fluid flow in fractal porous medium into fractal continuum flow”
  89. SCALING AND HOMOGENIZATION IN SPATIALLY RANDOM COMPOSITES
  90. Scaling function in conductivity of planar random checkerboards
  91. Stiffness tensor random fields through upscaling of planar random materials
  92. Acoustic-elastodynamic interaction in isotropic fractal media
  93. Tensor random fields in conductivity and classical or microcontinuum theories
  94. From fractal media to continuum mechanics
  95. Fracture model for cemented aggregates
  96. Editorial - Pan American Congress of Applied Mechanics (PACAM XII)
  97. From Random Fields to Classical or Generalized Continuum Models
  98. Lattice and Particle Modeling of Damage Phenomena
  99. On Thermodynamic Restrictions in Peridynamics
  100. Elastodynamics in micropolar fractal solids
  101. Elastic–plastic transition in three-dimensional random materials: massively parallel simulations, fractal morphogenesis and scaling functions
  102. Electromagnetism on anisotropic fractal media
  103. Shock waves in random viscoelastic media
  104. New classes of spectral densities for lattice processes and random fields built from simple univariate margins
  105. Book Review: Erik Vanmarcke, Random Fields: Analysis and Synthesis, World Scientific, Singapore 2010
  106. Micropolar continuum mechanics of fractal media
  107. Powerless fluxes and forces, and change of scale in irreversible thermodynamics
  108. Fractals in thermoelastoplastic materials
  109. On the wave propagation in isotropic fractal media
  110. Stress and couple-stress invariance in non-centrosymmetric micropolar planar elasticity
  111. Waves in Fractal Media
  112. On the objective rate of heat and stress fluxes. Connection with micro/nano-scale heat convection
  113. Dissipation Function in Hyperbolic Thermoelasticity
  114. Waves in Fractal Media
  115. Quantifying the Anisotropy in Biological Materials
  116. MULTISCALE MECHANICAL MODELLING OF COMPLEX MATERIALS AND ENGINEERING APPLICATIONS 2
  117. Stochastic finite elements: Where is the physics?
  118. Fractal solids, product measures and fractional wave equations
  119. Macrohomogeneity condition in dynamics of micropolar media
  120. Hybrid Lattice Particle Modelling Approach for Polymeric Materials Subject to High Strain Rate Loads
  121. MRI-based finite element modeling of head trauma: spherically focusing shear waves
  122. Fractal Solids, Product Measures and Continuum Mechanics
  123. Towards Poroelasticity of Fractal Materials
  124. Fractal Pattern Formation at Elastic-Plastic Transition in Heterogeneous Materials
  125. Fractals in elastic-hardening plastic materials
  126. Fractal materials, beams, and fracture mechanics
  127. Towards scaling laws in random polycrystals
  128. Thermoelasticity with Finite Wave Speeds
  129. Moving Discontinuity Surfaces
  130. Time‐Periodic Solutions
  131. Existence and Uniqueness Theorems
  132. Domain of Influence Theorems
  133. Convolutional Variational Principles
  134. Thermoelastic Polynomials
  135. Fundamentals of Linear Thermoelasticity with Finite Wave Speeds
  136. Physical Aspects and Applications of Hyperbolic Thermoelasticity
  137. Formulations of Initial‐Boundary Value Problems
  138. Central Equation of Thermoelasticity with Finite Wave Speeds
  139. Non‐Linear Hyperbolic Rigid Heat Conductor of The Coleman Type
  140. Exact Aperiodic‐In‐Time Solutions of Green–Lindsay Theory
  141. Kirchhoff‐Type Formulas and Integral Equations in Green–Lindsay Theory
  142. Continuum mechanics models of fractal porous media: Integral relations and extremum principles
  143. A derivation of the Maxwell–Cattaneo equation from the free energy and dissipation potentials
  144. Fractal solids, product measures and fractional wave equations
  145. Extremum and variational principles for elastic and inelastic media with fractal geometries
  146. Dedication
  147. Scaling function, anisotropy and the size of RVE in elastic random polycrystals
  148. Universal Elastic Anisotropy Index
  149. Mesoscale conductivity and scaling function in aggregates of cubic, trigonal, hexagonal, and tetragonal crystals
  150. On the geodesic property of strain field patterns in elastoplastic composites
  151. Electric-field-induced displacement of a charged spherical colloid embedded in an elastic Brinkman medium
  152. Scale-Dependent Homogenization of Inelastic Random Polycrystals
  153. Response of a Helix Made of a Fractional Viscoelastic Material
  154. On turbulence in fractal porous media
  155. Microstructural Randomness and Scaling in Mechanics of Materials
  156. Towards Thermoelasticity of Fractal Media
  157. Towards thermomechanics of fractal media
  158. The Effect of Imperfect Contact on the Homogenization of a Micro-periodic Helix
  159. Lithic raw material physical properties and use-wear accrual
  160. Scale Effects in Infinitesimal and Finite Thermoelasticity of Random Composites
  161. On the Size of Representative Volume Element in Elastic, Plastic, Thermoelastic and Permeable Random Microstructures
  162. Large eddy simulation of a sheet/cloud cavitation on a NACA0015 hydrofoil
  163. On the Size of Representative Volume Element in Elastic, Plastic, Thermoelastic and Permeable Random Microstructures
  164. Comparisons of the Size of the Representative Volume Element in Elastic, Plastic, Thermoelastic, and Permeable Random Microstructures
  165. Yield of random elastoplastic materials
  166. Mesoscale simulations of atmospheric flow and tracer transport in Phoenix, Arizona
  167. On the Size of RVE in Finite Elasticity of Random Composites
  168. Stochastic dynamics of acceleration waves in random media
  169. Particle modeling of random crack patterns in epoxy plates
  170. Homogenization of a Micro-Periodic Helix with Parabolic or Hyperbolic Heat Conduction
  171. On the size of representative volume element for Darcy law in random media
  172. Material spatial randomness: From statistical to representative volume element
  173. On the scaling from statistical to representative volume element in thermoelasticity of random materials
  174. Thermoelastic Damping in Nanomechanical Resonators with Finite Wave Speeds
  175. Particle modeling of dynamic fragmentation—II: Fracture in single- and multi-phase materials
  176. Mesoscale bounds in finite elasticity and thermoelasticity of random composites
  177. On elastic and viscoelastic helices
  178. Homogenization of a micro-periodic helix
  179. Pan American Congress of Applied Mechanics (PACAM VIII)
  180. Scale effects in plasticity of random media: status and challenges
  181. Particle modeling of dynamic fragmentation-I: theoretical considerations
  182. Spectral finite element of a helix
  183. A numerical study of plume dispersion motivated by a mesoscale atmospheric flow over a complex terrain
  184. Modeling of bone at a single lamella level
  185. Influence of topography on the Phoenix CO2 dome: a computational study
  186. Friction and scratch resistance of polyamide 6 modified with ionomeric ethylene/methacrylic acid copolymer
  187. From Lattices and Composites to Micropolar Continua
  188. Fracture of Brittle Microbeams
  189. Effects of microscale material randomness on the attainment of optimal structural shapes
  190. Spectral finite elements for vibrating rods and beams with random field properties
  191. Elasto-plasticity of paper
  192. ON THE REDUCTION OF CONSTANTS IN PLANAR COSSERAT ELASTICITY WITH EIGENSTRAINS AND EIGENCURVATURES
  193. THERMOELASTIC WAVES IN A HELIX WITH PARABOLIC OR HYPERBOLIC HEAT CONDUCTION
  194. Random formation, inelastic response and scale effects in paper
  195. On the distance to blow-up of acceleration waves in random media
  196. Erratum
  197. Apparent thermal conductivity of periodic two-dimensional composites
  198. Towards Stochastic Continuum Thermodynamics
  199. Lattice models in micromechanics
  200. A micromechanically based couple-stress model of an elastic orthotropic two-phase composite
  201. Error Analysis With Applications in Engineering
  202. Microstructural Randomness Versus Representative Volume Element in Thermomechanics
  203. Apparent elastic and elastoplastic behavior of periodic composites
  204. Michell trusses in the presence of microscale material randomness: limitation of optimality
  205. On geometric acoustics in random, locally anisotropic media
  206. Crack patterns in plates with randomly placed holes: A maximum entropy approach
  207. A micromechanically based couple–stress model of an elastic two-phase composite
  208. Scale and boundary conditions effects in elastic properties of random composites
  209. Scale-dependent bounds on effective elastoplastic response of random composites
  210. Mechanics of Random and Multiscale Microstructures
  211. Mechanics of Random Media as a Tool for Scale Effects in Ice Fields
  212. Mechanics of Random Materials
  213. Universal material property in conductivity of planar random microstructures
  214. Particle sieving in a random fiber network
  215. Scope of Olefin Polymerization Nickel Catalysts
  216. Microstructure-based stochastic finite element methods for elastostatics and elastodynamics
  217. Guest-editor's introduction
  218. Scale effects in materials with random distributions of needles and cracks
  219. Cinématique et transfert de contraintes dans des réseaux quasi plans aléatoires de fibres
  220. Microstructural disorder, mesoscale finite elements and macroscopic response
  221. On the growth and decay of acceleration waves in random media
  222. Couple-stress moduli and characteristics length of a two-phase composite
  223. Discussion: “Hybrid Stochastic Finite Elements and Generalized Monte Carlo Simulation” (Ghanem, R., 1998, ASME J. Appl. Mech., 65, pp. 1004-1009)
  224. Stochastic finite elements as a bridge between random material microstructure and global response
  225. Preface
  226. Random field models of heterogeneous materials
  227. Fracture of random matrix-inclusion composites: scale effects and statistics
  228. Scale and boundary conditions effects in elasticity and damage mechanics of random composites
  229. Preface
  230. Damage patterns and constitutive response of random matrix-inclusion composites
  231. Preface
  232. Spring network models in elasticity and fracture of composites and polycrystals
  233. Micromechanically based stochastic finite elements: length scales and anisotropy
  234. Brittle intergranular failure in 2D microstructures: Experiments and computer simulations
  235. Damage maps of disordered composites: A spring network approach
  236. Bounding of effective thermal conductivities of multiscale materials by essential and natural boundary conditions
  237. Composites with functionally graded interphases: Mesocontinuum concept and effective transverse conductivity
  238. The cauchy and characteristic boundary value problems of random rigid-perfectly plastic media
  239. Towards Scale-Dependent Constitutive Laws for Plasticity and Fracture of Random Heterogeneous Materials
  240. Micromechanically Based Constitutive Laws and Random Fields in Solid Mechanics: Elasticity, Plasticity, and Fracture
  241. Stress Invariance in Planar Cosserat Elasticity
  242. Wavefront propagation in a class of random microstructures—II. Non-Linear elastic grains
  243. Linear elasticity of planar Delaunay networks. III: Self-consistent approximations
  244. Planar Cosserat Elasticity of Materials With Holes and Intrusions
  245. Special Issue on Micromechanics of Random Media: Prolegomena
  246. Models: Micro-Macro
  247. Micromechanics as a Basis of Continuum Random Fields
  248. Influence of Random Geometry on Effective Properties and Damage Formation In Composite Materials
  249. On the critical amplitudes of acceleration wave to shock wave transition in white noise random media
  250. Random fields and processes in mechanics of granular materials
  251. Micromechanics as a basis of random elastic continuum approximations
  252. Micromechanics as a Basis of Stochastic Finite Elements and Differences: An Overview
  253. IUTAM Invited Symposium Paper Abstracts
  254. Fabrication of two-dimensional microstructures in Fe-3.25%Si Sheet
  255. Plastic Flow of Random Media: Micromechanics, Markov Property and Slip-Lines
  256. Stochastic Hill's equations for the study of errant rocket burns in orbit
  257. Random Fields and Processes in Mechanics of Granular Materials
  258. Percolation Models as a Basis of Material Failure
  259. Transient Waves in a Class of Random Heterogeneous Media
  260. Wavefront propagation in a class of random microstructures—1. bilinear elastic grains
  261. On Wavefront Propagation in Random Nonlinear Media
  262. A generalization of thermodynamic orthogonality to random media
  263. Micromechanics model of ice fields—II: Monte Carlo simulation
  264. Linear elasticity of planar delaunay networks. Part II: Voigt and Reuss bounds, and modification for centroids
  265. Micromechanics model of ice fields—I: Microscale constitutive laws
  266. Bounds on constitutive response for a class of random material microstructures
  267. Linear elasticity of planar delaunay networks: Random field characterization of effective moduli
  268. Entropy and fractals in analysis of damage phenomena
  269. A master-slave manipulator for excavation and construction tasks
  270. Damage in a Random Microstructure: Size Effects, Fractals, and Entropy Maximization
  271. Mechanics of damage in a random granular microstructure: Percolation of inelastic phases
  272. Wavefront propagation in discrete random media via stochastic huygens' minor principle
  273. Graph approach to the constitutive modelling of heterogeneous solids
  274. Propagation of Rayleigh, Scholte and Stoneley waves along random boundaries
  275. Morphology, Microstructure and Micromechanics of Ice Fields
  276. Rayleigh wave scattering by a wedge: A boundary method approach
  277. Stress Wave Propagation in Discrete Random Solids
  278. Probabilistic approach to the wave propagation in structured solids
  279. Dynamics of a Flexible Cylinder in Subsonic Axial Flow
  280. Dynamics of a flexible cylinder in subsonic axial