Was sind aktuelle Trends in der FEA-Forschung und -Praxis?

@abbas . Micropolar (Cosserat) is typically used when homogenizing (averaging) the material properties of structures with microstructures like honeycomb lattices with thin walls. The material of the lattice is isotropic, but the macroscopic scale (engineering) behavior of the honeycomb can be modeled using an average continuum of material properties. In this case, the continuum material properties are more accurately modeled with micropolar theory compared to classical theory. However, the improvement is debatable as the micropolar model is more complicated, with additional unknown rotations in addition to the usual displacements as primary field variables. The stress tensor in micropolar continuum theory is non-symmetric.

In the field of biomechanics, there are numerous factors that complicate computational modelling. For instance, geometry change in time or mechanical properties, this particularly important in bone for remodeling purposes. As computational resources become more available, in bone mechanics, important research has been focusing in iterative computer modelling to obtain solutions in a period of time to try to predict results.

Multiscale and multiphysics modeling provide robust tools for understanding complex phenomena but involve trade-offs. Their advantages include increased efficiency, the ability to integrate diverse data sources, and the potential for rigorous validation. However, they can also be computationally demanding, require extensive data, and pose challenges for validation and uncertainty quantification. Researchers must carefully consider these factors when deciding to use these approaches and choose the most suitable methods for their specific research questions and resources.

Recent trends in Finite Element Analysis (FEA) research and practice include: -Integration with Additive Manufacturing: Tailoring FEA to predict the performance of 3D-printed parts. -Advanced Material Modeling: Improving simulations for complex materials like composites and smart materials. -Cloud-Based Solutions: Utilizing cloud computing for scalable and collaborative FEA. -Coupled Simulations: Combining FEA with other types of simulations, such as thermal or fluid dynamics, for more comprehensive analysis. -Automation and Optimization: Implementing algorithms for automatic mesh generation and design optimization. -Enhanced Post-Processing: Developing advanced visualization techniques to better interpret simulation results.

ML algorithms are being developed to automatically generate high-quality meshes based on the geometry's complexity and specific requirements. These smart algorithms can adaptively refine the mesh where needed, ensuring accuracy while optimizing computational resources. AI algorithms can automatically assign boundary conditions and loads based on predefined rules or learned patterns from previous simulations. NLP technologies are being integrated into FEA software to allow users to interact with the software using natural language commands.

Finite Element Analysts are incorporating Generative AI into the every day FEA practices: -Automation of SimTech workflows like DOE setups -Finer mesh control -Material Optimization GenAI can now assist decisions like: -Mesh density -Boundary conditions -Solver settings This trend makes FEA more accessible to more engineers & decreases the cost. It allows for more rapid prototyping & testing. AI is being used to explore huge design spaces to identify materials & geometries that optimize performance criteria like: -Strength -Weight -Thermal efficiency This is impactful in aerospace & automotive, where weight savings is crucial. Generative AI helps to uncover non-intuitive solutions that humans might not think of. #GenerativeFEA ☺️

Machine Learning (ML) and Artificial Intelligence (AI) are revolutionizing Finite Element Analysis (FEA) by addressing traditional limitations. They enhance nonlinear analysis, handle discontinuities more accurately, solve inverse problems, and manage large-scale computations. Key benefits include surrogate modeling, model order reduction, adaptive mesh refinement, data-driven material modeling, parameter estimation, shape optimization, and reduced-order modeling. Additionally, AI aids in uncertainty quantification, data-driven discovery, and automation. Challenges like data availability, interpretability, and generalization remain, but the integration of ML and AI shows significant promise for advancing engineering analysis and design.

Cloud computing and parallel processing offer significant benefits but also face challenges in security, privacy, reliability, and scalability. Key strategies to address these issues include Security: Use encryption, strict access controls, intrusion detection, regular security assessments, and compliance with standards. Privacy: Practice data minimization, anonymization, transparency, and use privacy-enhancing technologies. Reliability: Ensure redundancy, have robust backups and disaster recovery plans, monitor performance, use load balancing, and design for fault tolerance. Scalability: Leverage elasticity, auto-scaling, distributed systems, stateless components, and performance optimization.

Credibility and Trust: V&V provide evidence that FEA results are credible and trustworthy for decision-making. They demonstrate rigorous testing and an understanding of the model’s limitations. Risk Mitigation: V&V helps identify and mitigate risks associated with using FEA results for engineering design and analysis, preventing costly mistakes from inaccurate predictions. Regulatory Compliance: V&V are often required for regulatory compliance and certification, ensuring that products or systems meet safety and performance standards. Continuous Improvement: V&V should be ongoing activities throughout the model development and use cycle, ensuring the model remains valid as new data or conditions emerge.

Professional development and collaboration are crucial for FEA practitioners to excel in their field. Professional development through workshops, courses, and certifications enhances skills and knowledge, while collaboration with peers and industry experts fosters innovation and effective problem-solving. Engaging in these activities helps practitioners stay updated, acquire specialized knowledge, build networks, and solve complex challenges, ultimately leading to career growth and success.

It is always important to consider what type of analysis is allowed in the design codes. For example computational fluid dynamics (CFD) is prohibited from being used to develop wind loads in buildings per AISC and NBC. Instead these codes require the use of boundary layer wind tunnel testing. According to the codes the wind tunnel test results should be used to develop the static loads applied in FEA model. CFD can still play a role in the design process as an estimation tool. It is not always practical to create multiple design concepts and perform wind tunnel testing on each concept. CFD can be used to evaluate the performance of different concepts to help the design team select a design concept to perform wind tunnel testing on.

Example: Sarah, a new mechanical engineering graduate, secures her first job as an FEA analyst and takes proactive steps to excel. She attends webinars and online courses, participates in online forums, reads research papers, experiments with new software, and networks with industry experts. These actions help her stay updated on the latest FEA advancements, enhancing her skills and making her a valuable asset to her company.