Conference Information

ICCES'' 2022: International Conference on Computational & Experimental Engineering and Sciences

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Submission Date:
2021-10-15 Extended
Notification Date:
2021-11-15
Conference Date:
2022-01-08
Location:
Dubai, UAE
Years:
28
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Call For Papers

ICCES'' 2022 (International Conference on Computational & Experimental Engineering and Sciences) is an academic conference held in Dubai, UAE on 2022-01-08. The paper submission deadline is 2021-10-15 (extended). Acceptance notifications are sent on 2021-11-15.

Conference Themes Data Driven Computational Modeling Data Science Machine Learning Intelligent Automation Grid Computing Computational mechanics Computational modelling in Sciences Digital Twins Biomedical Engineering Bioengineering & Biomechanics Engineering in Medicine Drug Delivery Functional Imaging Computational Biology Computer Aided and Automated Diagnosis Patient-Specific Cardiovascular Surgeries Robots In Medicine Computational Therapeutics Computational Vaccine Designs Stochastic Computational Models For Epidemic and Pandemic Growth & Control Bioelectrical Engineering Computational Intelligence Nanomedicine Telemedicine Sound & Vibration Acoustics, Sound and Vibration Aero-Acoustics and Aviation Noise Architectural and Building Vibro-Acoustics Community and Environmental Noise Ultra Sound Sound Control Mechanics of Sound and Vibration Computational & Experimental Materials & Design Composites & Heterogeneous Material Nano Materials Micro & Nanomechanics of Materials Additive Manufacturing Micro & Nano Architected Materials Smart Materials and Structures Materials Design & Simulation Renewable Materials Materials Genome Materials Processing Biomaterials Multifunctional Materials Modern Construction Materials Engineering and Experimental Sciences Multi-Objective Design Optimization Geo-Technical Engineering Offshore, Sub-Sea, Arctic Engineering Multi-Scale & Multi-Physics Fluid Engineering Energy Engineering Civil Engineering Coastal Research Structural Integrity & Longevity Biomimetic Engineering Modern Computational Methods Meshless Methods MLPG Methods EFG Methods BEM & MFS Fragile Points Methods Numerical Integration of Weakforms Discontinuous Galerkin Methods Spectral Methods Time Integration Methods: Local Variational Iteration, Adomian, Picard Strong form Methods Modern Developments in Mechanics of Materials & Structures Solid Mechanics of NanoMaterials Flexoelectricity Ferroelectricity Multifield coupling in solids Smart Materials Biology & Chemistry-Coupled Mechanics of Solids & Fluids Soft Materials Mechanics of Micro & Nano Architected Solids LES in Fluid Mechanics DNS in Turbulence Nonlocal Theories Gradient Theories of Elasticity, Plasticity, Flexoelectricity, etc Peridynamics Financial Engineering Computational Methods in Finance Options Stock Markets
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