Show simple item record

contributor authorSaid M. Easa
contributor authorQing Chong You
date accessioned2023-11-28T00:20:09Z
date available2023-11-28T00:20:09Z
date issued5/12/2023 12:00:00 AM
date issued2023-05-12
identifier otherJTEPBS.TEENG-7640.pdf
identifier urihttp://yetl.yabesh.ir/yetl1/handle/yetl/4294198
description abstractRoundabouts are a superior solution to traffic operation issues at intersections with complex geometry, such as skewed and offset approaches where there are property constraints or where realigning approaches is costly. Although roundabouts with offset, skewed approaches are unavoidable, the current design standards are typically established based on standard roundabouts having radial approach alignments and perpendicular approaches. This work aimed to (1) examine the geometric characteristics of roundabouts with offset or skewed approaches or both, (2) establish the relationships of the design parameters with the approach offset and angle, (3) develop geometric optimization models, and (4) recommend geometric design guidelines for inscribed circle radius, entry curve radius, and exit curve radius. The approach or intersection angle ranges are also recommended for single-lane and two-lane roundabouts under urban and rural conditions. Design graphs and tables of the minimum required radii were developed. They not only help highway designers and engineers to select the appropriate parameters and reduce trial-and-error efforts during design, but also offer a guide to property needs during the planning stage.
publisherASCE
titleGeometric Characteristics of Roundabouts with Offset and Skewed Approaches
typeJournal Article
journal volume149
journal issue7
journal titleJournal of Transportation Engineering, Part A: Systems
identifier doi10.1061/JTEPBS.TEENG-7640
journal fristpage04023061-1
journal lastpage04023061-15
page15
treeJournal of Transportation Engineering, Part A: Systems:;2023:;Volume ( 149 ):;issue: 007
contenttypeFulltext


Files in this item

Thumbnail

This item appears in the following Collection(s)

Show simple item record