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The prediction of structural damage through vibrational analysis is a critical task in the field of composite structures. Structural defects and damage can negatively influence the load-carrying capacity of the beam. Therefore, detecting structural damage early is essential to preventing catastrophic failures. This study addresses the challenge of predicting damage in composite concrete–steel beams using a vibration-based finite element approach. To tackle this complex task, a finite element model to a quasi-static analysis emulating a four-point pure bending experimental test was performed. Notably, the numerical model equations were carefully modified using the Newton–Raphson method to account for the stiffness degradation resulting from material strains. These modified equations were subsequently employed in a modal analysis to compute modal shapes and natural frequencies corresponding to the stressed state. The difference between initial and damaged modal shape curvatures served as the foundation for predicting a damage index. The approach effectively captured stiffness degradation in the model, leading to observable changes in modal responses, including a reduction in natural frequencies and variations in modal shapes. This enabled the accurate prediction of damage instances during construction, service, or accidental load scenarios, thereby enhancing the structural and operational safety of composite system designs. This research contributes to the advancement of vibration-based methods for damage detection, emphasizing the complexities in characterizing damage in composite structural geometries. Further exploration and refinement of this approach are essential for the precise classification of damage types.
Details
Finite element method;
Software;
Concrete;
Stiffness;
Steel beams;
Newton-Raphson method;
Damage detection;
Measurement techniques;
Modal analysis;
Automation;
Degradation;
Vibrational analysis;
Carrying capacity;
Bearing strength;
Vibration;
Accident prediction;
Predictions;
Numerical models;
Mathematical models;
Concrete slabs;
Resonant frequencies;
Vibration analysis;
Composite structures;
Composite materials;
Methods;
Algorithms;
Reinforced concrete;
Bridges;
Load carrying capacity
