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Mingchao Cai

Morgan State University

United States

Research Interests

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Articles (20)

Collaborators (5)

Kent-Andre Mardal

University of Oslo

David Kaczka

Gilbert E. Kinyon Professor

Iowa State University

UNITED STATES

Francesco Ballarin

Full Professor of Numerical Analysis

Catholic University of the Sacred Heart

Bing Han

Eastern Institute of Technology, Ningbo

Shuyu Sun

Professor and Dean

SAUDI ARABIA

ApplyKite TwinLearns as you apply

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Mingchao Cai

Research Interests

Make your next move.

Explore related searches

Articles (20)

Collaborators (5)

Kent-Andre Mardal

David Kaczka

Francesco Ballarin

Bing Han

Shuyu Sun

Make your next move.

Mingchao Cai

Research Interests

Make your next move.

Explore related searches

Articles (20)

Some Semi-decoupled Algorithms with Optimal Convergence for a Four-Field Linear Thermo-poroelastic Model

Crank-Nicolson-type iterative decoupled algorithms for Biot’s consolidation model using total pressure

A concentration-preserving discontinuous Galerkin method for multi-component preparative chromatography

POD-Based Reduced Order Modeling of Global-in-Time Iterative Decoupled Algorithms for Biot’s Consolidation Model

A multi-fidelity poroelastic finite element and machine learning framework for characterizing respiratory mechanics in porcine lungs

Parameter-Robust Preconditioners for a Four-Field Thermo-Poroelasticity Model

Simulation of central airway gas flow dynamics during conventional and multi-frequency ventilation

Finite element simulation of lung parenchyma deformation based on porcine data

An efficient decoupling algorithm for thermoelastic dynamic system of elliptic membrane shell

A Mixed Virtual Element Method for the Four‐Field Poroelasticity Problem on Polygonal Meshes and Its Simulation in Brain Edema

An efficient iterative decoupling method for thermo-poroelasticity based on a four-field formulation

An optimally convergent parallel splitting algorithm for the multiple-network poroelasticity model

Convergence Analysis of a Global-in-Time Iterative Decoupled Algorithm for Biot's Model

Forward computational modeling of respiratory airflow

Schur Complement Based Preconditioners for Twofold and Block Tridiagonal Saddle Point Problems

A pressure-robust numerical scheme for the Stokes equations based on the WOPSIP DG approach

A priori error estimates of two monolithic schemes for Biot's consolidation model

Conforming and Nonconforming Virtual Element Methods for Signorini Problems

Corrigendum to "A pressure-robust numerical scheme for the Stokes equations based on the WOPSIP DG approach'' [Journal of Computational and Applied Mathematics 445 (2024) 115819] (Journal of Computational and Applied Mathematics (2024) 445, (S0377042724000682), (10.1016/j.cam.2024.115819))

Low regularity error analysis for an H(div)-conforming discontinuous Galerkin approximation of Stokes problem

Collaborators (5)

Kent-Andre Mardal

David Kaczka

Francesco Ballarin

Bing Han

Shuyu Sun

Make your next move.