OPTIMIZATION OF MULTI-SCALE TOPOLOGY FOR MULTI-MATERIAL STRUCTURES WITH CONTROLLABLE GEOMETRIC COMPLEXITY ANALYSIS

This research paper explores the optimization of multi-scale topology for multimaterial structures with controllable geometric complexity. The goal is to develop an efficient and effective method for designing complex structures that exhibit enhanced mechanical properties and performance. The study focuses on utilizing multi-scale topology optimization techniques to achieve optimal material distribution at different length scales within a given structure. By controlling the geometric complexity, it becomes possible to tailor the material composition to meet specific design requirements, such as strength, stiffness, and weight reduction. The integration of multiple materials allows for the creation of structures with superior properties compared to conventional homogeneous materials. The research proposes a systematic approach that combines multi-scale topology optimization algorithms with advanced computational tools. These tools enable the analysis of the complex interactions between materials, geometry, and performance criteria. By leveraging these techniques, engineers and designers can explore a wide range of design possibilities and identify optimal solutions that meet desired objectives. the study investigates the impact of various factors on the optimization process, including the scale of analysis, material properties, and manufacturing constraints. It aims to develop a comprehensive understanding of the interplay between these factors and their influence on the final design outcome. The proposed methodology is expected to have significant implications for various engineering disciplines, including aerospace, automotive, and structural engineering. The ability to optimize multi-material structures with controllable geometric complexity opens up new possibilities for lightweight, efficient, and high-performance designs. The results of this research provide valuable insights into the optimization of multi-scale topology for multimaterial structures, highlighting the benefits of incorporating controllable geometric complexity. The findings contribute to advancing the field of structural optimization and offer practical guidelines for engineers and designers seeking to create innovative and optimized structures.