Mathematical Modelling Of Bridge Structures: Application Of Cag In Civil Engineering

Abstract

This project examines how calculus and analytical geometry support modern bridge design, focusing on suspension, arch, cable-stayed, and beam structures. Conic sections and polynomials are used to model arches and cables, while differentiation aids in optimization and stress analysis. Integration calculates areas, volumes, and load distributions, and vector calculus helps analyze forces in three dimensions. By combining mathematical modeling with real-world case studies, the project highlights the critical role of these concepts in civil engineering.

Research Team