Abstract: The aim of this paper is to present the latest developments in the use of an instrumented vehicle called the Traffic Speed Deflectometer (TSD). A large axle load is applied to the pavement under the TSD. The deflection caused by this axle load is measured using several Doppler lasers. In the first step, the velocity of the deflection of the pavement is measured which can be shown to be proportional to the slope of the deformed profile. The pavement deflection is calculated in the second step using an integration model. A Winkler model is used to simulate the pavement behaviour under the axle load and the TSD is represented as a half-car model. The TSD is shown to be an effective tool for pavement damage detection.
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"Pavement condition measurement at high speed using a TSD" presented at ESREL2017 by Daniel Martinez Otero
1. Pavement Condition Measurement
at High Speed using a TSD
Abdollah Malekjafarian*
Daniel Martínez Otero*
Eugene OBrien*
* University College Dublin
1
2. Index
Pavement Condition Measurement at High Speed Using a TSD
Daniel Martínez Otero / University College Dublin
• Measuring Strategies
• What a TSD is?
• TSD for Pavement Condition
• TSD for Bridge Condition
• Conclusions
2
3. Measuring Strategies: Visual Inspection
• Frequently used in
bridges
• Expensive
• Worker dependence
Measuring Strategies
Daniel Martínez Otero / University College Dublin 3
4. Direct Monitoring
• Sensors installed on the
bridge
• Electricity supply needed
• Great number on sensors
involved, specially on
bridges
Hong Kong Stonecutters bridge, 1.6 km
length
Measuring Strategies
Daniel Martínez Otero / University College Dublin 4
• Parts of the road
removed for analysis.
• Damaged caused in
pavements.
• Non reliable data.
Sampling
5. Indirect Monitoring (Drive-by)
• Sensors installed
in a passing
vehicle
• Quick
• Cost affordable
• No risk
Measuring Strategies
Daniel Martínez Otero / University College Dublin 5
6. What a TSD is?
• A Traffic Speed
Deflectometer (TSD) is
an equipped vehicle that
allows us to know the
road profile parameters.
• Its characteristics make
us to think about the
suitability of this kind of
vehicle for the bridge
measurements.
What a TSD is?
Daniel Martínez Otero / University College Dublin 6
7. • Truck
oPuts axle load on the pavement.
oIncludes most of the equipment.
oConstant temperature
• Beam
oEquipped with gyros,
accelerometers and Laser
Doppler Vibrometers.
oParallel to the road.
Main components of the TSD
7
What a TSD is?
Daniel Martínez Otero / University College Dublin
8. • Doppler Lasers
oInstalled on the
beam.
oReference laser
between the two
axles.
oChange in frequency
allows to calculate
the relative velocity.
Main components of the TSD
8
What a TSD is?
Daniel Martínez Otero / University College Dublin
9. What is the TSD measuring?
9
What a TSD is?
Daniel Martínez Otero / University College Dublin
10. TSD for Pavement Condition
• Deflection slope is calculated using the relative velocities
measured.
• Basic slope formula is adapted from the data obtained.
𝛼 =
∆𝑣
∆𝑢
=
𝑣 × ∆𝑡
𝑐 × ∆𝑡
=
𝑣
𝑐
Slope
Deflections
Velocities
Vertical
divided by
horizontal
10
TSD for Pavement Condition
Daniel Martínez Otero / University College Dublin
11. • Using TSD data the slope formula changes.
• Assuming that reference laser is in a zero deflection
point, the absolute slope can be obtained.
• Vehicle’s body bounce is removed in the
subtraction.
Slope Calculation
𝛼 =
∆ 𝑣 𝑛 − ∆ 𝑣 𝑅𝑒𝑓
𝑐
Vertical velocity
measured in
sensor n
Vertical velocity
measured in
reference sensor
Vehicle’s
horizontal
velocity
11
TSD for Pavement Condition
Daniel Martínez Otero / University College Dublin
12. • A simple Winkler model is able to model the
characteristics of the road.
• Two key parameters are considered: Young Modulus (E)
and Pavement Stiffness (Kp)
Winkler model
12
TSD for Pavement Condition
Daniel Martínez Otero / University College Dublin
13. TSD for Bridge Condition
TSD for Bridge Condition
Daniel Martínez Otero / University College Dublin 13
15. Instantaneous Curvature
• In a moving reference situation this curvature
cannot be calculated using only one sensor.
• Instantaneous Curvature (IC) is calculated
using three different sensors.
IC x, 𝐭 =
v x−∆x,𝐭 −2v x,𝐭 +v x+∆x,𝐭
∆x2
TSD for Bridge Condition
Daniel Martínez Otero / University College Dublin 15
16. Deflection Contour Plot with IC calculation
TSD for Bridge Condition
Daniel Martínez Otero / University College Dublin 16
17. Contour Plot with IC calculation
TSD for Bridge Condition
Daniel Martínez Otero / University College Dublin 17
18. Rate of Instantaneous Curvature
• Same idea is used for
relative velocities (q).
• Rate of Instantaneous
Curvature (RIC) is defined
similar to IC.
RIC x, 𝐭 =
q x−∆x,𝐭 −2q x,𝐭 +q x+∆x,𝐭
∆x2
q = v 𝑏𝑟𝑖𝑑𝑔𝑒 − v 𝑣𝑒ℎ𝑖𝑐𝑙𝑒
TSD for Bridge Condition
Daniel Martínez Otero / University College Dublin 18
19. Rate of Instantaneous Curvature
TSD for Bridge Condition
Daniel Martínez Otero / University College Dublin 19
20. Damage Indicator for Bridge Condition
• Moving Average Difference (MAD):
MAD x =
1
Z
n=−
(Z−1)×L
2f
(Z−1)×L
2f RICDamaged (x+n)−
1
Z
n=−
(Z−1)×L
2f
(Z−1)×L
2f RICHealthy(x+n)
min RICHealthy
× 100 (%)
Z is the number of points for the moving average.
f is the measuring sampling frequency of the sensors.
L is the length of the bridge.
TSD for Bridge Condition
Daniel Martínez Otero / University College Dublin 20
23. Conclusions
Conclusions
Daniel Martínez Otero / University College Dublin 23
• Pavement under TSD can be modelled with a
simple Winkler model with reasonable accuracy.
• Curvature methods have great potential in drive-by
monitoring.
• Relative velocities can be used in bridge damage
detection.
• Moving Average Difference (MAD) has the ability of
locate damage on bridges.
24. Thank you for your attention
Pavement Condition Measurement at High Speed Using a TSD
Daniel Martínez Otero / University College Dublin 24
This project has received funding from the European Union’s Horizon 2020
research and innovation programme under the Marie Sklodowska-Curie grant
agreement No. 642453