General Information

Figure 1 shows a suspension bridge that is used by motorcycles, bicycles and pedestrians.

Suspension bridge.
Suspension bridge over a river
Type Single-span suspension bridge
Main span ≅ 250 m
Deck width ≅ 2 m
Deck width to main span ratio ≅ 1:125
Pylon Reinforced concrete
Girder Steel transverse beam

Sag to Main Span Ratio

Figure 2 shows a side view of the main span.

Main span.
Main span sector

The sag s ≅ 10 m, and the main span m ≅ 250 m; that gives a sag to main span ratio of 1/25. Figure 3 shows a schematic cross-section of the bridge.

Cross-section.
Cross-section of a suspension bridge

The cross-section consists mainly of a transverse girder, four stringers, and the deck. The girder consists of two side-by-side placed U-sections, while the stringers and deck are made of lipped channels. The hanger cables are connected to the girder by hooked bars, plates, and nuts. Plan bracing is not installed. Figure 4 shows a pylon.

Pylon.
Pylon of a suspension bridge

The pylon has a height over the deck of h ≅ 10 m, which is the same height as the sag. Consequently, the main cables and the deck are about at the same elevation level in the mid-span region, as shown in figure 5.

Mid-span region.
Mid-span region

The main cables and hooked bars are directly connected; the hanger cables are wrapped around them and fixed by U-bolt clamps. Figure 6 shows two schematic lateral views.

Lateral views.
Lateral views

Bridge A is the above shown bridge; the sag to main span ratio is 1:25, and the pylon height over the deck is about 10 m. Bridge B has a sag to main span ratio of 1:10, and the pylon height over the deck is 26 m (25 m + 1 m hanger cable length in the mid-span region). The remaining bridge layout (e.g., main span, hanger cable spacing, back main cable inclination, etc.) and materials are equal on both bridges.

  • Does the change in sag to main span ratio affect the cross-section design?
    What are the main points of efficiency comparison between the two bridges? Who determines the weight of those points in a weighted decision matrix?