General theory of three-dimensional consolidation.
From MaRDI portal
Publication:2584678
DOI10.1063/1.1712886zbMath67.0837.01OpenAlexW2055072688WikidataQ60308145 ScholiaQ60308145MaRDI QIDQ2584678
Publication date: 1941
Published in: Journal of Applied Physics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1063/1.1712886
Related Items (70)
Finite-strain poro-visco-elasticity with degenerate mobility ⋮ A hybridizable discontinuous Galerkin method for the coupled Navier-Stokes/Biot problem ⋮ Stability analysis of a linear system coupling wave and heat equations with different time scales ⋮ Higher-order iterative decoupling for poroelasticity ⋮ Pressure-stabilized fixed-stress iterative solutions of compositional poromechanics ⋮ A monolithic space-time temporal multirate finite element framework for interface and volume coupled problems ⋮ A novel iterative time integration scheme for linear poroelasticity ⋮ A phase-field fracture model in thermo-poro-elastic media with micromechanical strain energy degradation ⋮ Three-step predictor-corrector finite element schemes for consolidation equation ⋮ Tumor shapes effect on metastatic state: a theoretical derivation embedding thermodynamic laws ⋮ Online coupled generalized multiscale finite element method for the poroelasticity problem in three-dimensional media ⋮ Some uniqueness results for thermoelastic materials with double porosity structure ⋮ Discrete fracture-matrix model of poroelasticity ⋮ Numerical manifold method for dynamic consolidation of saturated porous media with three-field formulation ⋮ Parameter-robust preconditioners for Biot's model ⋮ Capillary rise in partially saturated rigid porous media ⋮ A three-dimensional enhanced dual-porosity and dual-permeability approach for hydromechanical modeling of naturally fractured rocks ⋮ A real-time optimization algorithm for the fixed-stress splitting scheme ⋮ Implementation of hybridizable discontinuous Galerkin method for time-harmonic anisotropic poroelasticity in two dimensions ⋮ Superposition-based concurrent multiscale approaches for poromechanics ⋮ A posteriori error estimation for numerical model reduction in computational homogenization of porous media ⋮ Stabilized low-order finite elements for strongly coupled poromechanical problems ⋮ Mixed Arlequin method for multiscale poromechanics problems ⋮ FDM solutions to linear dynamics of porous media: efficiency, stability, and parallel solution strategy ⋮ A local artificial-boundary condition for simulating transient wave radiation in fluid-saturated porous media of infinite domains ⋮ A hierarchical sequential ALE poromechanics model for tire-soil-water interaction on fluid-infiltrated roads ⋮ \textit{QuadWire}: an extended one dimensional model for efficient mechanical simulations of Bead-based additive manufacturing processes ⋮ SPI-MIONet for surrogate modeling in phase-field hydraulic fracturing ⋮ FDM and FEM solutions to linear dynamics of porous media: stabilised, monolithic and fractional schemes ⋮ Physics-preserving enriched Galerkin method for a fully-coupled thermo-poroelasticity model ⋮ Nonlinear soil behavior model in localized Lagrange multipliers mixed formulation \((u,p)\) for dynamical analysis of wind turbine coupled systems ⋮ A new monolithic Newton-multigrid-based FEM solution scheme for large strain dynamic poroelasticity problems ⋮ Energy stable finite element approximations of gas flow in poroelastic media ⋮ Slope stability analysis considering fully saturated poro-elasto-plasticity by an image-based scaled boundary finite element approach ⋮ Input regularization for integer optimal control in BV with applications to control of poroelastic and poroviscoelastic systems ⋮ Iteratively coupled mixed finite element solver for thermo-hydro-mechanical modeling of permafrost thaw ⋮ Partially explicit generalized multiscale finite element methods for poroelasticity problem ⋮ Mixed isogeometric analysis of strongly coupled diffusion in porous materials ⋮ Spatial stability for the monolithic and sequential methods with various space discretizations in poroelasticity ⋮ A scaled boundary finite element formulation for poroelasticity ⋮ Multiscale formulation for saturated porous media preserving the representative volume element size objectivity ⋮ Fluid-poroviscoelastic structure interaction problem with nonlinear geometric coupling ⋮ Reflection of plane waves in a nonlocal double poroelastic semiconducting medium with variable thermal conductivity and mass diffusivity ⋮ A parameter robust reconstruction nonconforming virtual element method for the incompressible poroelasticity model ⋮ Solution of boundary value problems of the coupled theory of elasticity for a porous body ⋮ Associative approximation of Galerkin and FVM for the HMC fully coupled model under the NMM framework ⋮ The poroelastic layer with an axisymmetric cylindrical hole under different types of loading ⋮ Multiscale formulation for materials composed by a saturated porous matrix and solid inclusions ⋮ High-order models for hydro-mechanical coupling problems in multiscale porous media ⋮ Convergence of multirate fixed stress split iterative schemes for a fractured Biot model ⋮ Multiphase thermo-hydro-mechanical coupled soil drying model with phase-exchange based on mixture coupling theory ⋮ On physics-informed neural networks training for coupled hydro-poromechanical problems ⋮ A reciprocal theorem for biphasic poro-viscoelastic materials ⋮ Time-dependent modelling of thin poroelastic films drying on deformable plates ⋮ An energy-efficient GMRES-multigrid solver for space-time finite element computation of dynamic poroelasticity ⋮ Existence of weak solutions to a Cahn-Hilliard-Biot system ⋮ A stabilized total pressure-formulation of the Biot's poroelasticity equations in frequency domain: numerical analysis and applications ⋮ A locking free numerical method for the poroelasticity-Forchheimer model ⋮ A posteriori error estimate for contact problems in porous media ⋮ Choice of interior penalty coefficient for interior penalty discontinuous Galerkin method for Biot's system by employing machine learning ⋮ A mesh-in-element method for the theory of porous media ⋮ The energy decay rate of a transmission system governed by the degenerate wave equation with drift and under heat conduction with the memory effect ⋮ Second-order computational homogenization for bridging poromechanical scales under large deformations ⋮ A multigrid two-scale modeling approach for nonlinear multiphysical systems ⋮ Optimal \(L^2\) a priori error estimates for the Biot system ⋮ Two-grid reduced-order method based on POD for a nonlinear poroelasticity model ⋮ A Stokes-dual-porosity-poroelasticity model and discontinuous Galerkin method for the coupled free flow and dual porosity poroelastic medium problem ⋮ A variationally-consistent hybrid equilibrium element formulation for linear poroelasticity ⋮ Separable physics-informed DeepONet: breaking the curse of dimensionality in physics-informed machine learning ⋮ Analysis of a multiscale interface problem based on the coupling of partial and ordinary differential equations to model tissue perfusion
This page was built for publication: General theory of three-dimensional consolidation.
