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Computational Nonlinear Dynamics and Vibrations

The establishment of an advanced research facility is a critical step towards unlocking the mysteries of complex dynamical systems. Our central objective revolves around the development of cutting-edge tools and methodologies, designed to substantially enhance the performance of these intricate systems. By incorporating nonlinearity into our research focus, we aim to transcend conventional boundaries and pioneer innovative approaches in the field of engineering dynamics. Our research center will spearhead efforts to comprehend the profound intricacies of nonlinearity and its multifaceted impact on engineering systems. Through extensive studies and the development of new analytical techniques, we seek to gain a deeper understanding of nonlinearity’s behavior and predict its far-reaching effects with unprecedented accuracy. In doing so, our research will not only contribute to the advancement of fundamental scientific knowledge but will also have significant practical applications. It will empower engineers and technologists to better design and optimize various systems, ranging from mechanical and electrical to environmental and biological, with increased precision and efficiency. Our interdisciplinary team of researchers will collaborate across various fields, including mathematics, physics, engineering, and computer science, to tackle the complex challenges posed by nonlinearity. We will employ cutting-edge computational tools, simulation models, and experimental data to explore the behavior of nonlinear systems and develop innovative solutions. By undertaking this endeavor, our research center aspires to be at the forefront of scientific and technological progress. We envision a future where our findings pave the way for groundbreaking innovations in a multitude of industries, enhancing the capabilities of engineering systems and fostering a deeper appreciation of the intricate dance of complexity and nonlinearity in the world around us.

Keywords

  • Nonlinear Dynamics
  • Non smooth systems
  • Exploiting nonlinearity
  • Energy harvesting

Team

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