Abstract

This paper presents results from an extensive experimental study on hydraulic performance of new rectangular bridge deck drains developed by the Texas Department of Transportation (TxDOT) Bridge Division. It fits between the deck reinforcement with the top of the drain flush with the bridge surface and does not interfere with the structural connection of the bridge rail to the deck. Experiments have been performed by varying drain sizes, the number of open drains in series, approach discharges, cross slopes and longitudinal slopes. Measurements include a series of approach gutter flow depth and ponding width at different stations along the deck, and weir heights for capture and bypass discharges. An accurate prediction model has been developed for the captured discharge. The model reveals that the capture discharge is a function of the drain size, the number of open drains, the Manning’s roughness coefficient, the depth of approach flow, the longitudinal slope, and the cross slope. The rating curve for each individual drain in series is the same when the drain size is 10 cm by 20 cm; however, it decreases slightly along the flow direction when the drain size is 15 cm by 20 cm.

Highlights

  • Removal of runoff from bridge decks is important, as wet conditions increase splash and stopping distance of vehicles

  • The drain pan, which is made from standard hollow structural steel tubing, fits between the deck reinforcement with the top of the drain flush with the bridge surface and does not interfere with the structural connection of the bridge rail to the deck

  • Various topics concerning bridge deck drains were studied in the literature to identify the Various topics concerning bridgeIzzard deck drains were studied in the literature to identify the general general behavior of drain systems

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Summary

Introduction

Removal of runoff from bridge decks is important, as wet conditions increase splash and stopping distance of vehicles. [6,7] developed an alternative form of Manning’s equation to calculate the gutter flow It assumed that the longitudinal velocity at each distance from the curb to behavior of drain systems. Izzard [6,7] developed an alternative form of Manning’s equation could be calculated by Manning’s equation for the velocity based on the local depth at that point calculate the gutter flow. It assumed that the longitudinal velocity at each distance from the curb could being equal the hydraulic radius.for.

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