Mechanics of Structures is concerned with analyzing and predicting the behavior of structures under various loads and conditions, employing principles of physics and mathematics. Finite Element Method (FEM) is a numerical technique used to solve complex structural problems by dividing the structure into smaller, manageable elements and analyzing their behavior under given conditions. FEM allows for accurate simulations of structural responses to different loads, boundary conditions, and material properties, making it a powerful tool in structural engineering for design optimization, stress analysis, and predicting failure modes.

Research Areas

• Nonlinear Finite Element Analysis: Investigating advanced numerical techniques for accurately modeling the behavior of structures under large deformations, material nonlinearities, and geometric nonlinearities.
• Structural Dynamics and Vibrations: Studying the dynamic response of structures subjected to various loading conditions, including seismic, wind, and impact loads, and developing efficient numerical methods for dynamic analysis.
• Composite Materials and Structures: Exploring the mechanical behavior of composite materials and designing lightweight structures with enhanced strength, stiffness, and durability.