![]() | Only 14 pages are availabe for public view |
Abstract One of the ways to achieve economy in designing highway steel bridges is to use composite construction. These composite plate girders are economical when strength governs the design because concrete provides a large compression capacity. Since the rules governing the design of plate girders are complicated, a trial and error approach is always employed to find the best solution. However, this traditional method is time consuming and therefore structural optimization techniques that employ mathematical programming is used. In this study, an effective procedure has been developed for the optimum design of different types of composite girders (homogeneous, hybrid, stiffened and unstiffened). The conditions of Egyptian code of practice for steel constructions and bridges (E. C.P) are considered using the weight of the girder as the objective function, and the section properties and strengths as the problem constraints. The design constraints are defined in both equality and inequality forms. Furthermore, the dependent and independent variables together with the nonlinear objective function and nonlinear design constraints are expressed in a suitable form to use Microsoft Excel Solver in solution of the optimization problem models . Design curves for optimum weight and optimum properties of an unstiffened homogenous, unstiffened hybrid, stiffened homogenous and stiffened hybrid steel plate girders are presented. KEYWORDS. Composite Construction - Plate GirdersHighway Bridges - Optimization-Mathematical Programming. |