Determining the Rational Completion Cable Forces Based on Influence Matrix Method United Minimum Bending Energy Method
Publication: Traffic and Transportation Studies 2010
Abstract
There are many methods to determine a rational completion state. However, it is difficult to determine the optimal cable tension using just one method, besides, different methods must be adopted for different types of bridges. As a result, it is feasible to combine minimum bending energy with the influence matrix method. The basic approach is: the initial cable tension can be determined through the minimum bending energy method, then the cable tension is adjusted through influence matrix, whose constraint conditions are stresses of key sections and support reaction from the top of pier, at last, the optimal cable tension of the finished state is determined. This method is not only simple but also very clear, and it achieves a good effect in determining the rational completion state of this type of bridges.
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© 2010 American Society of Civil Engineers.
History
Published online: Apr 26, 2012
ASCE Technical Topics:
- Bending (structural)
- Bridge engineering
- Bridges
- Bridges (by type)
- Cable stayed bridges
- Cables
- Continuum mechanics
- Deformation (mechanics)
- Dynamics (solid mechanics)
- Energy methods
- Engineering fundamentals
- Engineering mechanics
- Equipment and machinery
- Hydraulic engineering
- Hydraulic structures
- Mathematical functions
- Mathematics
- Matrix (mathematics)
- Piers
- Ports and harbors
- Solid mechanics
- Structural dynamics
- Structural engineering
- Structural mechanics
- Structural members
- Structural systems
- Tension members
- Water and water resources
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