Highway and Traffic Engineering PBW 401
Transcript of Highway and Traffic Engineering PBW 401
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Cairo University
Faculty of Engineering
Public Works Department
Highway and Traffic Engineering
PBW 401
2013 -2014
4. Horizontal Alignment :
Dr. Dalia Said,
Assistant Professor, Highway and Traffic Engineering
Civil Engineering Department,
Cairo University,
4. Horizontal Alignment :
Superelevation
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Horizontal Alignment
–Minimum radius of a circular horizontal curve is governed by:
1.
2
PIARC 2003
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Max Superelevation (e)
•Controlled by 4 factors:
1.Weather conditions in area (amount of ice and snow)
2.Type of terrain (flat, rolling, mountainous)
3.Highway Location (rural or urban)
4.Frequency of slow moving vehicles (may be affected by
higher superelevation rates
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higher superelevation rates
–Highest in common use = 10%, 12% with no ice and snow
–8% is logical maximum to minimize slipping by stopped
vehicles, considering snow and ice
–For consistency a single rate within a project or on a
highway is used
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Horizontal Alignment
–Minimum radius of a circular horizontal curve is governed by:
Sight Distance (S)
m
4
R
Centerline of
Inside Lane
Obstruction
Line of Sight
R
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–Note: Object can have a constant height (m= constant) or a variable
height
mm
5
m
CL of inside lane
CL of inside lane
mhav
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–Spiral (transition) curves are curves with changing radii, and are
placed between tangents and circular curves or between two
successive circular curves
R = Rc
R = ∞ ∞∞∞
TS
C
Spiral (transition) curves
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TS
SC
CS
ST
PI
L
Lc
L
∆
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Advantages
1.Provides a vehicle path that gradually increases or decreases
the radial force as the vehicle enters or leaves a curve. (lateral
force increases and decreases gradually)
2.Provides location for superelevation runoff (not part on
tangent/curve)
3.Aesthetic
Spiral Curve
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3.Aesthetic
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–Common form for spiral curves:
, or
R ls= A2 (A= spiral parameter)
lsR
1∝
Spiral (transition) curves
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TAC (1999)
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1.Limit rate of change of centripetal acceleration (maximum = 1 to 3 ft/sec2/sec)
–(V= km/h, R= m, C= 0.6)
2.Provide enough length of superelevationrunoff
3.Add to the highway aesthetics
minimum spiral parameter demand governed by
Spiral Length
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minimum spiral parameter demand governed by
comfort, superelevation and aesthetic criteria in
relation to curve radii for a given design speed
radius (m)
spiral parameter
parameter based on comfort
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–For all these criteria: get Afrom the design tables
–Then: ls= A2/R
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–Highway cross section on straight segments is “normal crown”
–On curved segments, it is “superelevated”
–To change a normal crown section into a superelevatedsection, a
superelevationrunoff length is required
–Superelevationrunoff length equals the length of the spiral curve
–If no spiral curve is used, superelevationrunoff length is
Development of Superelevation
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–If no spiral curve is used, superelevationrunoff length is
distributed as 67% on tangent and 33% on curve
–Superelevationcan be attained by revolving section about:
• • •
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Superelevation
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Road Plan View
Superelevation
Road Section View
CL
2%
2%
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Road Plan View
Superelevation
Road Section View
CL
2%
-0.0%
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Road Plan View
Superelevation
Road Section View
2%
-2%
CL
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Road Plan View
Super elevation
Road Section View 4%
-4 %
CL
%
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Road Plan View
Superelevation
Road Section View 2%
-2%
C L
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Road Plan View
Superelevation
Road Section View 2%
C L-0.0%
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Superelevation
Road Section View
2%
C L2%
Road Plan View
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CL
O.E
SC
Rotation about centerline
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CL
I.E
I.EO.E
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CL
O.E
Rotation about centerline
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CL
I.E
Superelevation runoff
Tangent runout
I.EO.E
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Maximum Values of ∆ ∆∆∆s of relative pavement profile
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Tangent Runout: Length of roadway needed to accomplish a
change in outside-lane cross slope from normal cross slope rate to
zero
Superelevation runoff: Length of roadway needed to accomplish a
change in outside-lane cross slope from 0 to full superelevation or
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vice versa
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Rotation about inside edge
Cl
O.E
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Cl
O.EI.E
I.E
Superelevation runoff
Tangent runout
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Axis of Rotation for Roads with Median
Case I: whole travelled way is
superelevated
Case II: two travelled ways are
rotated separately around median
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rotated separately around median
edge
Case III: Two travelled ways are
treated separately