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Home > ICCM2024, July 15th-18th, Virtual Conference > The 6th International Conference on Computational Methods (ICCM2015) > Presentations and Authors

Title Author contains is
Last name A B C D E F G H I J K L M N O P Q R S T U V W X Y Z All
Track: All Tracks Plenary Lectures MS-000 General Papers MS-001 Theory and Formulation for Novel Computational Methods MS-002 Modelling and Simulation on Nanomechanics MS-003 Smoothed Finite Element Methods MS-004 Advanced Hydrodynamics Analysis for Offshore Platform MS-005 Computational Modeling of Advanced Materials MS-006 Engineering Analysis and Design under Uncertainty MS-007 Property Characterization of Nanomaterials through Multi-scale Simulations MS-008 Computational Limit and Shakedown Analysis MS-009 Computational Acoustics and Elastodynamics in Solids and Structures MS-010 Adaptive Numerical Methods MS-011 Large Scale Coupled Problems and Related Topics MS-012 Discrete Finite Element Method and Its Applications MS-013 Numerical Methods and Applications in Reacting Flows MS-014 Advances in Weakened Weak (W2) Formulation Based Numerical Methods MS-015 Advanced Computational Methods in Underwater Acoustics MS-016 Large Deformation Problems of Building Structures MS-017 Inverse Problems, Design and Optimisation under Uncertainties MS-018 Numerical Modeling of Granular and Multiphase Flows MS-019 Particle Based Methods MS-020 Modeling and Simulation of Cellular Migration: from Molecules to Multiple Cells MS-021 Parallel and Other High Performance Computing in the Solution of Partial Differential Equations MS-022 Multi-scale Computational Mechanics for Heterogeneous Materials MS-023 Computational Modeling of Human Body Injury MS-024 Advanced Computational Modelling of Fracture and Damage MS-025 Orthopaedic Biomechanics and Mechano- Biology MS-026 Cohesive Fracture Modelling of Quasi-Brittle Materials MS-027 Computational Methods in Fluid-Structure Interactions MS-028 Computational Modelling of Bio-related systems and Nanomaterials MS-029 A Probabilistic Approach in the Numerical Simulation of Deformation and Fracture of Solids MS-030 Confidence and Uncertainty Quantification in Computational Mechanics MS-031 Advanced Computational Modelling & Simulations In Safety MS-032 Topology Optimization of Structures and Materials MS-033 Numerical Simulation for Stress Wave Propagation in Laminated Structures MS-034 Fracture Modeling in Functional and Multifield Smart Materials and Structures MS-035 Guided Waves for Defect Detection and Imaging, SHM, Temperature and Stress Evaluation MS-036 Modelling of Crack Problems MS-037 Numerical Modelling of Timber as a Material and/or Structure MS-038 Structural Health Monitoring and Identification of Structures MS-039 Multiscale anf Multiphisics Modelling for Complex Materials MS-040 Computational Methods in Welding and Joining MS-041 Creep and Fatigue in Modelling Supported by Experiment MS-042 Recent Advances In Meshfree and Particle Methods MS-043 Computational Modelling in Material Processing MS-044 Numerical Methods for Fracture Mechanics MS-045 Advances in Computational Geomechanics MS-046 Multiscale Modelling of Advanced Engineering Materials MS-047 Fatigue Cracking Modeling and Numerical Simulation MS-048 Advanced Numerical Methods in Explosion and Shock Waves MS-049 Nanomechanics and Nanoscale Modelling MS-050 Algorithms for Structural Control and Health Monitoring MS-051 Computations and Modelling of Multiphase Flows MS-052 Computational Modelling of Hemodynamics MS-053 Advances and Applications of the Scaled Boundary Finite Element Method MS-054 Topology Optimization in Electromagnetic or Acoustic Fields MS-055 Computational Unsaturated Soil Mechanics MS-056 Engineering Inverse Problems MS-057 Structural Uncertainty Modeling & Reliability Analysis MS-058 Soft Tissue Mechanics: Multi-Scale Modelling, Measurement, and Parameter Identification MS-059 Numerical Modelling of Composite Structures Subjected to Extreme Loading Conditions MS-060 Stochastic Dynamic Analysis and Advanced Monte Carlo Methods for Performance Based Engineering MS-061 Concrete Structure Damage Due to Explosion MS-062 Modeling and Simulation of High-Speed Multimaterial Flows MS-063 The Impact of Emerging Supercomputer Architecture on Continuum Mechanics MS-064 Effective Visualisation for Science through Big Data and Visual Analytics MS-065 Stochastic Modelling and Probabilistic Engineering MS-066 Urban Atmosphere Models and Their Applications MS-067 Hydraulic Fracturing: Mathematical Modeling, Numerical Simulation, and Engineering Aspects MS-068 Medical Rapidprototyping and Tissue Engineering MS-069 New Horizons in FEM Analysis for Mechatronics in the Medical Applications MS-070 CFD of Turbulence for Applied, Industrial, or Environmental Flows MS-071 Advanced beam-column elements for modelling structures with large deformation MS-072 Fluid-Structure Interactions in Aerospace Engineering MS-073 Numerical Methods and Applications in Geoscience and Geotechnics MS-074 Design and Control of Flexible Smart Structures MS-075 Advances in the Boundary Element Method and Its Applications MS-076 High Performance Computing and Simulation of Multiphase Flows MS-077 Advances in Computational Modelling and Optimization for Impact and Blast Problems MS-078 Advances in High-performance Finite Element Methods MS-079 Biomedical Image Processing and Analysis MS-080 Current Trends in Modelling and Simulation of Turbulent Flows MS-081 Advanced Modeling and Simulation of Dynamic Systems MS-082 Statistical Inverse Problems MS-083 Analysis, Modelling and Simulation of Soft Active Materials MS-084 Computational Biomechanics of Musculoskeletal Tissues MS-085 Materials Constitutive Modelling: from Nano-scale to Continuum Publication at Proceedings Only

 

MS-000 General Papers

Accurate Computations of Matrix Multiplication with Level 3 Operation in BLAS
Katsuhisa Ozaki

Acceleration of an Accurate Summation Algorithm
Takeshi Ogita

MS-003 Smoothed Finite Element Methods

F-bar aided edge-based smoothed finite element method with tetrahedral elements for large deformation analysis of nearly incompressible materials
Yuki Onishi

MS-011 Large Scale Coupled Problems and Related Topics

Keynote: Development of a library of iterative solvers based on the domain decomposition method
Masao Ogino, Ryuji Shioya

Keynote: Preconditioners in Domain Decomposition Method for Magnetostatic Problems
Hiroshi Kanayama, Masao Ogino, Shin-ichiro Sugimoto

MS-025 Orthopaedic Biomechanics and Mechano- Biology

Keynote: Preliminary work on the potential of extending structural health monitoring concepts for healing assessment
Wingkong Chiu, Wern Hann ONG, Matthias Russ, Zelia Karmen Chiu

MS-053 Advances and Applications of the Scaled Boundary Finite Element Method

A scaled boundary finite element formulation with quadtree mesh for elasto-plastic analysis
Ke He, Ean Tat Ooi, Chongmin Song

MS-054 Topology Optimization in Electromagnetic or Acoustic Fields

A study of frequency dependence in level set-based topology optimization for the design of wave motion converter in an acoustic-elastic coupled system
Yuki Noguchi, Takayuki Yamada, Masaki Otomori, Kazuhiro Izui, Shinji Nishiwaki

Level set-based topology optimization of heat control devices
So Okamoto, Takayuki Yamada, Kazuhiro Izui, Shinji Nishiwaki

MS-064 Effective Visualisation for Science through Big Data and Visual Analytics

Cognition of Parameters' Role on Vertical Control Device for Aerodynamic Characteristics of Aircraft Using Data Mining
Kazuhisa Chiba, Taiga Omori, Yasuto Sunada, Taro Imamura

MS-073 Numerical Methods and Applications in Geoscience and Geotechnics

Invited: A soil dynamics based liquefaction potential assessment framework for urban sites
Jian Chen, Tomohide Takeyama, Hideyuki O-tani, Kohei Fujita, Muneo Hori

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width: 120px; height: 28px; border-radius: 4px; border: 0px; position: absolute; z-index: 9999; opacity: 1; cursor: pointer; background: white; text-align:left; font-family: Tahoma,Arial,Helvetica Neue,Helvetica,sans-serif; background-color: #fff; color: #333; } .swal2-icon-show-explainselected { border: none; } .swal2-container p { margin: 0 !important; } .explain-selected-button.explain-selected-text-selected-show-button { display: block !important; } .explain-selected-button.explain-selected-expanded { width: 400px; border: 0px; cursor: default; height: 350px; overflow: auto; box-shadow: rgba(15, 15, 15, 0.05) 0px 0px 0px 1px, rgba(15, 15, 15, 0.1) 0px 3px 6px, rgba(15, 15, 15, 0.2) 0px 9px 24px; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded) { width: 35px; height: 35px; background: transparent; border-radius: 50%; opacity: 0.5; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded):hover::before { content: ""; position: absolute; width: 35px; height: 35px; background-color: rgba(128, 0, 128, 0.5); border-radius: 50%; top: 50%; left: 50%; transform: translate(-50%, -50%); animation: explain-selected-growAndFade 2.0s ease-in-out; animation-iteration-count: infinite; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded)::after { content: ""; position: absolute; width: 10px; height: 10px; background-color: rgb(128, 0, 128); top: 50%; left: 50%; transform: translate(-50%, -50%); border-radius: 50%; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded):hover::after { width: 14px; height: 14px; } @keyframes explain-selected-growAndFade { 0% { width: 10px; height: 10px; opacity: 1; } 100% { width: 30px; height: 30px; opacity: 0; } } .explain-selected-button { display: none !important; width: 120px; height: 28px; border-radius: 4px; border: 0px; position: absolute; z-index: 9999; opacity: 1; cursor: pointer; background: white; text-align:left; font-family: Tahoma,Arial,Helvetica Neue,Helvetica,sans-serif; background-color: #fff; color: #333; } .swal2-icon-show-explainselected { border: none; } .swal2-container p { margin: 0 !important; } .explain-selected-button.explain-selected-text-selected-show-button { display: block !important; } .explain-selected-button.explain-selected-expanded { width: 400px; border: 0px; cursor: default; height: 350px; overflow: auto; box-shadow: rgba(15, 15, 15, 0.05) 0px 0px 0px 1px, rgba(15, 15, 15, 0.1) 0px 3px 6px, rgba(15, 15, 15, 0.2) 0px 9px 24px; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded) { width: 35px; height: 35px; background: transparent; border-radius: 50%; opacity: 0.5; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded):hover::before { content: ""; position: absolute; width: 35px; height: 35px; background-color: rgba(128, 0, 128, 0.5); border-radius: 50%; top: 50%; left: 50%; transform: translate(-50%, -50%); animation: explain-selected-growAndFade 2.0s ease-in-out; animation-iteration-count: infinite; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded)::after { content: ""; position: absolute; width: 10px; height: 10px; background-color: rgb(128, 0, 128); top: 50%; left: 50%; transform: translate(-50%, -50%); border-radius: 50%; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded):hover::after { width: 14px; height: 14px; } @keyframes explain-selected-growAndFade { 0% { width: 10px; height: 10px; opacity: 1; } 100% { width: 30px; height: 30px; opacity: 0; } } .explain-selected-button { display: none !important; width: 120px; height: 28px; border-radius: 4px; border: 0px; position: absolute; z-index: 9999; opacity: 1; cursor: pointer; background: white; text-align:left; font-family: Tahoma,Arial,Helvetica Neue,Helvetica,sans-serif; background-color: #fff; color: #333; } .swal2-icon-show-explainselected { border: none; } .swal2-container p { margin: 0 !important; } .explain-selected-button.explain-selected-text-selected-show-button { display: block !important; } .explain-selected-button.explain-selected-expanded { width: 400px; border: 0px; cursor: default; height: 350px; overflow: auto; box-shadow: rgba(15, 15, 15, 0.05) 0px 0px 0px 1px, rgba(15, 15, 15, 0.1) 0px 3px 6px, rgba(15, 15, 15, 0.2) 0px 9px 24px; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded) { width: 35px; height: 35px; background: transparent; border-radius: 50%; opacity: 0.5; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded):hover::before { content: ""; position: absolute; width: 35px; height: 35px; background-color: rgba(128, 0, 128, 0.5); border-radius: 50%; top: 50%; left: 50%; transform: translate(-50%, -50%); animation: explain-selected-growAndFade 2.0s ease-in-out; animation-iteration-count: infinite; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded)::after { content: ""; position: absolute; width: 10px; height: 10px; background-color: rgb(128, 0, 128); top: 50%; left: 50%; transform: translate(-50%, -50%); border-radius: 50%; } .explain-selected-button.explain-selected-circle:not(.explain-selected-expanded):hover::after { width: 14px; height: 14px; } @keyframes explain-selected-growAndFade { 0% { width: 10px; height: 10px; opacity: 1; } 100% { width: 30px; height: 30px; opacity: 0; } } .explain-selected-button { display: none !important; width: 120px; height: 28px; border-radius: 4px; border: 0px; position: absolute; z-index: 9999; opacity: 1; cursor: pointer; background: white; text-align:left; font-family: Tahoma,Arial,Helvetica Neue,Helvetica,sans-serif; background-color: #fff; color: #333; } .swal2-icon-show-explainselected { border: none; } .swal2-container p { margin: 0 !important; }