Key research themes
1. How do classical and modern analytical methods support the modeling and solution of engineering dynamics problems?
This theme investigates foundational formulations and solution techniques in engineering dynamics, including the development of dynamic system models using differential equations, classical mechanics principles, analytical methods such as Lagrange's and Hamilton's formulations, and numerical approaches for complex systems. Understanding these methods supports problem solving, theoretical insights, and application to real-world engineering systems.
2. What approaches improve teaching and learning of engineering dynamics through enhanced conceptual understanding and problem-solving processes?
This theme explores pedagogical advances in engineering dynamics education, focusing on methods to strengthen student conceptual grasp, facilitate transfer to real-world applications, and promote procedural problem-solving skills. It includes cognitive studies on vector operations critical in dynamics, curricular surveys, and instructional design that confronts student misconceptions and bridges mathematics with engineering intuition.
3. How do modern smart materials and advanced dynamic stability concepts integrate into the design and control of engineering systems?
This theme focuses on cutting-edge developments applying nonlinear, multiscale, and smart material technologies to enhance dynamic performance, vibration control, stability, and energy efficiency in engineered systems. It investigates smart actuators/sensors, the control of nonlinear and chaotic dynamics, and the stability challenges in modern mechanical, civil, and robotic applications.