The objectives of COUPLED PROBLEMS 2025 are to present and discuss state of the art, mathematical models, numerical methods and computational techniques for solving coupling problems of multidisciplinary character in science and engineering. The conference goal is to make step forward in the formulation and solution of real life problems with a multidisciplinary vision, accounting for all the complex couplings involved in the physical description of the problem.

The conference is one of the Thematic Conferences of the European Community on Computational Methods in Applied Sciences (ECCOMAS) and a Special Interest Conference of the International Association for Computational Mechanics (IACM). It is also supported by other scientific organizations in Europe and worldwide.

CONFERENCE TOPICS

The conference topics will include (the list is not exhaustive):

• Artificial Intelligence and Machine Learning Techniques
• Coupled solution strategies
• Loose and strong coupling schemes
• Mathematical formulation of multidisciplinary problems
• Numerical Methods for Coupled Problems: Finite difference, Finite elements, Finite volume, Meshless methods, Particle methods, etc.
• Optimum design in multi-disciplinary problems
• Parallel and Real Time computational techniques
• Applications in science and engineering: Bio-medicine and bio-mechanics, Climate change, Computational design of functional materials, Electro-magnetic-dynamics, Energy and environment, Fluid-structure-interaction, Geomechanics, High performance computing, Industrial manufacturing processes, Multiphase flows, Multiphysics problems, Multiscale problems, Optimization and control, Thermo-mechanical problems, Transport and mobility, etc.

INVITED SESSIONS

Each Invited Session is expected to consist of at least one 2-hour session (6 presentations of 20 minutes each). The number of sessions of each IS will be determined by the multiples of six papers submitted.

In each IS a Keynote lecture is allowed every two full sessions of the IS, where a keynote presentation normally comprises two presentation slots. This means you should have at least 10 confirmed presentations to schedule a KL.

The above scheduling includes time for questions and discussion.

IS001 Advances in Iterative Solution Methods for Solving Coupled Problems

IS002 Advanced Modeling and Multiphysics Methods for the Health Monitoring Analysis of Composite Structures

IS003 Advanced Modelling of Dynamical Effects in Electro-Mechanical Systems

IS004 Advanced Numerical Methods for Coupled Particle-Laden Flow Problems

IS005 Advances and applications of particle-based methods for the simulation of coupled problems

IS006 Advances in Computational Methods for Digital Twins in Coupled Systems

IS007 Advances in Iterative Solvers for Coupled Multiphysics and Multiscale Problems

IS008 Advances in Multiphysics Modeling and Simulation of Electromagnetic Systems

IS009 Advances in Numerical Methods for Multiphysics Problems Involving Moving Boundaries and Interfaces

IS010 Biological fluid structure interaction at low to intermediate Reynolds numbers

IS011 Challenges and perspective in numerical methods for atmosphere and ocean modelling

IS012 Computational Active Flow and Noise Control

IS013 Computational Brain Multiphysics

IS014 Computational Methods for Coupled Environmental Fluid Mechanics Problems

IS015 Computational Models and Methods for Multiphysics Processes in Multiphase Porous Media

IS016 Coupled Mechanics and Material Modelling in Multiphysics and Extreme Environments

IS017 Coupled Multi-Scale and Multi-physics Computational Models for Electrochemical Systems

IS018 Coupled Problems in Hard Tissue Biomechanics

IS019 Coupled Problems Involving Cementitious Materials at All Scales

IS020 Coupling Image Processing and Computational Modeling and Simulation for Biomedical Applications

IS021 Coupling imaging and numerical modeling: novel approaches for in-depth understanding of complex phenomena in porous media

IS022 Coupling Stochastic Microstructure Modeling, Machine Learning and Multiphysical Numerical Methods for Virtual Materials Testing

IS023 Data-driven multiscale modelling and machine learning for biomedical, physical, engineering, and social coupled systems

IS024 Data-Driven, Physics-Informed and Operator Learning Methods for Complex Dynamical Systems

IS025 Decoupling strategies for coupled flow problems and multiphysics

IS026 Design of Structures and Metamaterials for 3D Printing Using Advanced Mathematical Techniques

IS027 Dynamic Buckling of Cylindrical Shells Subjected to External Pressure Pulse

IS028 Efficient and Scalable Methods for Multiscale and Multiphysics Problems

IS029 Efficient Multiscale Modeling Using Machine Learning and Model-Order Reduction Schemes

IS030 Efficient solvers for coupled flow and deformation in porous media

IS031 Efficient Spline Methods for Complex (Iso)Geometric Modeling and Simulation of Coupled Problems

IS032 Enabling Digital Twins Through Efficient Solution And Coupling Algorithms For Multiphysics Problems

IS033 High-Order and Innovative Methods for Coupled Problems in Life Science and Geophysics

IS034 Immersed Boundary Methods: Theory, Implementation, and Applications

IS035 Machine Learning for Multiphysics Material Modeling

IS036 Methods for Coupling Black and Grey Box Solvers in Multi-Physics and Multi-Scale Problems

IS037 Mixed-Dimensional Modeling: Discretizations, Solvers and Multi-Physics Applications

IS038 Model Order Reduction, Scientific Machine Learning and Uncertainty Quantification for Large Scale, Complex Geometry and Multi-physics Problems

IS039 Modeling of Coupled Phenomena in Fractured Quasi-Brittle Materials, and Implementation in HPC Environment

IS040 Modeling of Surface-Subsurface Coupled Problems across Temporal and Spatial Scales

IS041 Modelling At Different Scales of Processes Involving Melting and Solidification Of Metals

IS042 Multi-Physics and Multi-Scale Simulations With The Coupling Library preCICE

IS043 Multi-scale and Multi-physics Computational Methods for Tire-Road Contact

IS044 Multiphase flows with surface tension and capillarity

IS045 Multiphysics Problems on Bodies that Undergo Large Deformations – Continuum Mechanics and Numerical Methods

IS046 Multiscale Methods for CFD Problems

IS047 New Challenges for Unfitted Methods in Coupled and Multiphysics Problems

IS048 Nonlinear approximation methods for coupled problems

IS049 Numerical methods that enable the heterogeneous coupling of conventional and data-driven models for multi-scale and multi-physics problems

IS050 Numerical Modeling in Magnetohydrodynamics for coupled applications involving Magnetised Plasmas

IS051 Optimization Methods for Coupled Problems

IS052 Process-structure-property Relationships in Metal Additive Manufacturing

IS053 Projection-Based and Data-Driven Reduced Order Modeling: Bridging Accuracy and Efficiency

IS054 Recent advances in continuum electromagnetism of multifunctional materials

IS055 Recent Advances in Finite Element Methods for Coupled Problems in Incompressible Fluid Dynamics

IS056 Recent advances in high-order methods for nonlinear multi-physics systems

IS057 Sharing Advances in Numerical and Modelling Techniques for Fluid-Structure Interaction

IS058 Structure-Preserving and Asymptotic-Preserving Particle Methods for Plasma Simulation

IS059 Structure-Preserving Discretization of Coupled Problems

IS060 Thermomechanical Modeling of Large Deformation Processes

IS061 Uncertainty Propagation and Model Augmentation in Coupled Physics and Data-Based Models

IS062 Uncertainty quantification and Data-driven approaches for Multi-Fidelity, Multi-physics, and Multi-Scale problems

IS063 Coupled Problems Associated with Liquid Jets