All Stories

  1. Solution of a Delamination Problem for the Timoshenko Plate with Bio-Inspired Hinge Joint Inclusions
  2. Chebyshev–Gauss–Lobatto Collocation Method for 1D Diffusion in Holby–Morgan Model of Platinum Degradation
  3. Solution of nonlinear variational problems for generalized fractional viscoelastic models
  4. NON-UNIQUE SOLUTION WITH DISCONTINUOUS VELOCITY FOR COLLISION OF ELASTIC BAR WITH HIGH INITIAL SPEED BY ST-PDAS RESTORING ENERGY
  5. Contact problem for a cracked Timoshenko plate with a wedge-shaped obstacle
  6. Non-convex sweeping processes in contact mechanics
  7. Collision of an Obstacle by an Elastic Bar in a Gravity Field: Solution with Discontinuous Velocity and Space-Time Primal-Dual Active Set Algorithm
  8. Space‐Time FEM Solution of Dynamic Contact Problem With Discontinuous Velocity for Multiple Impact of Deformed Bar Using PDAS Method
  9. Poroelastic Medium with Non-Penetrating Crack Driven by Hydraulic Fracture: FEM Approximation Using HHT-α and Semi-Smooth Newton Methods
  10. Space-Time Primal-Dual Active Set Method: Benchmark for Collision of Elastic Bar with Discontinuous Velocity
  11. Non-convex Gao model for nonlinear elastic beam with inclined non-penetrating crack
  12. Nonlinear model of a porous body with fluid-driven fracture under cohesion contact conditions and fluid volume control
  13. FEM approximation of dynamic contact problem for fracture under fluid volume control using generalized HHT- and semi-smooth Newton methods
  14. Impact of Log-Normal Particle Size Distribution in Holby–Morgan Degradation Model on Aging of Pt/C Catalystin PEMFC
  15. Solution of viscoelastic creep models for anisotropic materials with linear relation between strain and stress but nonlinear with respect to time
  16. Convergence analysis of semi-smooth Newton method for mixed FEM approximations of dynamic two-body contact and crack problems
  17. MODELING THE RAILWAY TRACK BALLAST BEHAVIOR WITH HYPOPLASTICITY
  18. Particle Size Distribution in Holby–Morgan Degradation Model of Platinum on Carbon Catalyst in Fuel Cell: Normal Distribution
  19. Non-smooth variational problems and applications in mechanics
  20. Forward and inverse problems for creep models in viscoelasticity
  21. Variational inequality for a Timoshenko plate contacting at the boundary with an inclined obstacle
  22. IDENTIFICATION OF POSITIONS OF SEPARATED RIGID INCLUSIONS BY BOUNDARY MEASUREMENTS FOR A SIGNORINI PROBLEM
  23. HYSTERESIS OF IMPLICIT EQUATIONS IN HYPOPLASTICITY FOR SOIL MATERIALS WITH GRANULAR HARDNESS DEGRADATION
  24. Well-posedness of the governing equations for a quasi-linear viscoelastic model with pressure-dependent moduli in which both stress and strain appear linearly
  25. The Holby–Morgan Model of Platinum Catalyst Degradation in PEM Fuel Cells: Range of Feasible Parameters Achieved Using Voltage Cycling
  26. Feasible domain of cycling operating conditions and model parameters for Holby–Morgan model of platinum catalyst degradation in PEMFC
  27. ASYMPTOTIC ANALYSIS OF THE PROBLEM OF EQUILIBRIUM OF AN INHOMOGENEOUS BODY WITH HINGED RIGID INCLUSIONS OF VARIOUS WIDTHS
  28. Lagrangian approach and shape gradient for inverse problem of breaking line identification in solid: contact with adhesion
  29. A generalization of the Kelvin–Voigt model with pressure‐dependent moduli in which both stress and strain appear linearly
  30. Stress-controlled ratchetting in hypoplasticity: a study of periodically proportional loading cycles
  31. Poroelastic problem of a non-penetrating crack with cohesive contact for fluid-driven fracture
  32. Modeling of the impact of cycling operating conditions on durability of polymer electrolyte fuel cells and its sensitivity analysis
  33. Directional differentiability for shape optimization with variational inequalities as constraints
  34. Stress-controlled hysteresis and long-time dynamics of implicit differential equations arising in hypoplasticity
  35. Variance-Based Sensitivity Analysis of Fitting Parameters to Impact on Cycling Durability of Polymer Electrolyte Fuel Cells
  36. Non-smooth variational problems and applications
  37. Quasi-variational inequality for the nonlinear indentation problem: a power-law hardening model
  38. Investigation of implicit constitutive relations in which both the stress and strain appear linearly, adjacent to non-penetrating cracks
  39. Asymptotic series solution for plane poroelastic model with non-penetrating crack driven by hydraulic fracture
  40. Shape Derivative for Penalty-Constrained Nonsmooth–Nonconvex Optimization: Cohesive Crack Problem
  41. The energy release rate for non-penetrating crack in poroelastic body by fluid-driven fracture
  42. Signorini-Type Problems over Non-Convex Sets for Composite Bodies Contacting by Sharp Edges of Rigid Inclusions
  43. Asymptotic series solution of variational big letter problems in planar domain with crack-like singularity
  44. Poroelastic medium with non-penetrating crack driven by hydraulic fracture: Variational inequality and its semidiscretization
  45. Cyclic Behavior of Simple Models in Hypoplasticity and Plasticity with Nonlinear Kinematic Hardening
  46. Lifetime of Catalyst under Voltage Cycling in Polymer Electrolyte Fuel Cell Due to Platinum Oxidation and Dissolution
  47. Three-field mixed formulation of elasticity model nonlinear in the mean normal stress for the problem of non-penetrating cracks in bodies
  48. Study of voltage cycling conditions on Pt oxidation and dissolution in polymer electrolyte fuel cells
  49. On an Implicit Model Linear in Both Stress and Strain to Describe the Response of Porous Solids
  50. Lagrange multiplier approach to unilateral indentation problems: Well-posedness and application to linearized viscoelasticity with non-invertible constitutive response
  51. A shape derivative for optimal control of the nonlinear Brinkman-Forchheimer equation
  52. Inverse problem of shape identification from boundary measurement for Stokes equations: Shape differentiability of Lagrangian
  53. Existence and two-scale convergence of the generalised Poisson–Nernst–Planck problem with non-linear interface conditions
  54. The Boussinesq flat-punch indentation problem within the context of linearized viscoelasticity
  55. Inverse problem of breaking line identification by shape optimization
  56. On proportional deformation paths in hypoplasticity
  57. Mathematical Analysis of Continuum Mechanics and Industrial Applications III
  58. Shape Differentiability of Lagrangians and Application to Overdetermined Problems
  59. On feasibility of rate-independent stress paths under proportional deformations within hypoplastic constitutive model for granular materials
  60. Corrector estimates in homogenization of a nonlinear transmission problem for diffusion equations in connected domains
  61. Homogenization of the generalized Poisson–Nernst–Planck problem in a two-phase medium: correctors and estimates
  62. Mathematical model of crack diagnosis: inverse acoustic scattering problem and its high-precision numerical solution
  63. Well-posedness of the problem of non-penetrating cracks in elastic bodies whose material moduli depend on the mean normal stress
  64. Crack problem within the context of implicitly constituted quasi-linear viscoelasticity
  65. Homogenization of the generalized Poisson–Nernst–Planck problem in two-phase medium: The corrector due to nonlinear interface condition
  66. Modified Model for Proportional Loading and Unloading of Hypoplastic Materials
  67. Entropy method for generalized Poisson–Nernst–Planck equations
  68. On the Shape Differentiability of Objectives: A Lagrangian Approach and the Brinkman Problem
  69. Revisiting generalized FEM: a Petrov–Galerkin enrichment based FEM interpolation for Helmholtz problem
  70. Topological optimality condition for the identification of the center of an inhomogeneity
  71. Shape Differentiability of Lagrangians and Application to Stokes Problem
  72. Mathematical modeling of a discontinuous solution of the generalized Poisson-Nernst-Planck problem in a two-phase medium
  73. On the states of stress and strain adjacent to a crack in a strain-limiting viscoelastic body
  74. 4. High-order topological expansions for Helmholtz problems in 2D
  75. Solvability and Lyapunov Stability of a Two-component System of Generalized Poisson–Nernst–Planck Equations
  76. Two-Parameter Topological Expansion of Helmholtz Problems with Inhomogeneity
  77. Nonlinear elasticity with limiting small strain for cracks subject to non-penetration
  78. On generalized Poisson-Nernst-Planck equations with inhomogeneous boundary conditions: a-priori estimates and stability
  79. A Shape-Topological Control Problem for Nonlinear Crack-Defect Interaction: The Antiplane Variational Model
  80. A discontinuous Poisson–Boltzmann equation with interfacial jump: homogenisation and residual error estimate
  81. A singularly perturbed nonlinear Poisson-Boltzmann equation: uniform and super-asymptotic expansions
  82. Contacting crack faces within the context of bodies exhibiting limiting strains
  83. Variational and Hemivariational Inequalities in Mechanics of Elastoplastic, Granular Media, and Quasibrittle Cracks
  84. High Precision Identification of an Object: Optimality-Conditions-Based Concept of Imaging
  85. State-constrained optimization for identification of small inclusions
  86. From shape variation to topological changes in constrained minimization: a velocity method-based concept
  87. A hemivariational inequality in crack problems
  88. Obstacle Problems with Cohesion: A Hemivariational Inequality Approach and Its Efficient Numerical Solution
  89. The interface crack with Coulomb friction between two bonded dissimilar elastic media
  90. On the topological derivative due to kink of a crack with non-penetration. Anti-plane model
  91. A Papkovich-Neuber-based numerical approach to cracks with contact in 3D
  92. Evolution of a crack with kink and non-penetration
  93. Propagation and bifurcation of cracks based on implicit surfaces and discontinuous velocities
  94. Problem of crack perturbation based on level sets and velocities
  95. Optimization in constrained crack problems
  96. Constrained optimization for interface cracks in composite materials subject to non-penetration conditions
  97. Primal–dual methods of shape sensitivity analysis for curvilinear cracks with nonpenetration
  98. Optimization formulation of the evolutionary problem of crack propagation under quasibrittle fracture
  99. Interface cracks in composite orthotropic materials and their delamination via global shape optimization
  100. Primal-dual sensitivity analysis of active sets for mixed boundary-value contact problems
  101. Nonconvex problem for crack with nonpenetration
  102. Generalized Newton methods for crack problems with nonpenetration condition
  103. The primal-dual active set method for a crack problem with non-penetration
  104. Numerical simulation of the non-linear crack problem with non-penetration
  105. Propagation of a Mode-I Crack under the Irwin and Khristianovich–Barenblatt Criteria
  106. Shape sensitivity of curvilinear cracks on interface to non-linear perturbations
  107. Quasistatic Propagation of Cracks
  108. Shape sensitivity of a plane crack front
  109. Invariant energy integrals for the non-linear crack problem with possible contact of the crack surfaces
  110. Sensitivity of Interfacial Cracks to Non-linear Crack Front Perturbations
  111. Sensitivity of cracks in 2D-Lamé problem via material derivatives
  112. Crack in a solid under Coulomb friction law
  113. Derivatives of the energy functional for 2D-problems with a crack under Signorini and friction conditions
  114. Solution of the problem of optimal cut in an elastic beam
  115. Variational and boundary value problems in the presence of friction on the inner boundary
  116. Equilibrium problem of a plate with an oblique cut
  117. Iterative approximations of penalty operators
  118. Solution of the problem of a beam with a cut
  119. An iterative penalty method for a problem with constraints on the inner boundary
  120. Numerical method of solving the problem of the contact of an elastic plate with an obstacle
  121. An iterative penalty method for variational inequalities with strongly monotone operators