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Horizontal Curves

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Metric equivalents by conversion, e.g. 360 100ft. ERE 371. Curve Relationships. Note. Top five equations can be English or metric units. ERE 371. Example Curve ... – PowerPoint PPT presentation

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Title: Horizontal Curves


1
Horizontal Curves
  • Issue
  • Challenges

2
Highway Design Example
3
Horizontal Curves
  • Purpose
  • Process
  • Types

4
Horizontal Curves Simple Curve
Straight road sections
5
Horizontal Curves Compound Curve
Straight road sections
6
Horizontal Curves Broken Back Curve
Straight road sections
7
Horizontal Curves Reverse Curve
Straight road sections
8
Horizontal Curves Spiral
Straight road section
9
Geometry of Circular Curves
  • Notation
  • PI
  • PC
  • PT
  • T

10
Direction
11
Geometry of Circular Curves
  • Notation cont.
  • R
  • LC
  • L

12
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13
Geometry of Circular Curves
  • Notation cont.
  • I or ?
  • E
  • M

14
(No Transcript)
15
Geometry of Circular Curves
  • Notable aspects of circle geometry
  • Designation of Horizontal Curves

16
Degree of Curvature
  • Arc definition (Da)
  • Central angle subtended by 100 feet of arc (along
    curve)
  • Note 100' ? one full station

17
Degree of Curvature cont.
  • Chord definition
  • Units

18
Relationship of Da and R
  • Metric equivalents by conversion, e.g.

19
Curve Relationships
  • Note
  • Top five equations can be English or metric units

20
Example Curve Calculations
  • Given
  • Deflection angle at PI (?) 8 24'
  • Station of PI 64 27.64
  • Da specified as 2 00'
  • Compute
  • Curve components
  • Stations of PC and PT

21
Derive Curve Components
22
Derive Stations of PC and PT
  • Station of PI 64 27.64
  • Station of PC Station of PI T
  • (64 27.64) (2 10.38) 62 17.08
  • Station of PT Station of PC L (distance
    along curve)
  • (62 17.08) (4 20.00) 66 17.08

23
Selection (Design) of Curve
  • Issue
  • Design basis

24
Layout of Circular Curves
  • Issue
  • Angle-distance technique
  • Note

25
Sight Distance on Horizontal Curves
  • Issue
  • Standards
  • Set by American Association of State Highway and
    Transportation Officials (AASHTO)

26
Example of Using SSD
  • Consider
  • Curve with R 1909.86 ft
  • Sight obstruction (e.g. building) 12 ft from
    curve (M 12 ft)
  • Question
  • Recall car going 60 mph needs SSD of 475 ft
  • Does curve have enough SSD for a car going 60 mph?

27
LC ?
R 1909.86'
  • Available sight distance 428' Required SSD60
    475'
  • Not enough sight distance for 60 mph
  • Post lower speed limit or redesign curve
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