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S64_Pavement Structure Evaluation Using Rolling Wheel Deflectometer Data_LTC2013

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  • 7/29/2019 S64_Pavement Structure Evaluation Using Rolling Wheel Deflectometer Data_LTC2013

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    Mostafa A. ElseifiAhmed M. Abdel-Khalek

    Karthik Dasari

    Implementation of

    Rolling Wheel

    Deflectometer (RWD) in

    PMS and Pavement

    Preservation

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    Research Objectives

    Conduct a detailed field evaluation of

    the RWD system in Louisiana

    Analyze collected RWD and FWD

    data to assess the structural

    conditions of the pavement network

    Develop a methodology to implement

    RWD data into existing pavement

    management system

    2

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    Rolling Wheel Deflectometer

    3

    53ft

    Deflection-

    Measurement

    SystemCooling

    System

    Steel-

    LoadingPlates

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    Field Testing Plan

    Testing program was conducted overtwo phases:

    Phase I: RWD testing of the complete

    asphalt road network (about 1200 miles) inDistrict 5

    Phase II: Detailed RWD evaluation inDistrict 5 16 test sites were tested using RWD

    FWD testing conducted within 24 hrs of RWDtesting

    4

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    Rolling Wheel Deflectometer

    Phase I Network Testing

    UNION

    MADISON

    MOREHOUSE

    OUACHITA

    JACKSON

    RICHLAND

    LINCOLN

    EAST CARROLL

    WEST CARROLL

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    Rolling Wheel Deflectometer

    Phase II Research Sites

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    SUMMARYOF FINDINGS

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    Data Processing

    Valid deflection measurements wereaveraged every 0.1 mile (average of

    10,728 individual readings)

    8

    0

    5

    10

    15

    20

    25

    30

    6 6.5 7 7.5

    Logmile

    Deflection,mils

    528 ft

    132 ft

    33 ft

    As averaging length decreases,

    deflection variability increases

    Averaging Interval

    0

    2

    4

    6

    0 100 200 300 400 500 600

    Interval length, ft

    Standard

    deviationofmeans,mils

    An averaging length of 528 ft is recommended

    for PMS applications to reduce random error to

    approximately 1 mil

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    Repeatability Analysis

    2/27/2013 9

    Site 6 PCI = 99

    0

    5

    10

    15

    20

    25

    5.

    01

    3

    5.

    08

    8

    5.

    16

    3

    5.

    23

    8

    5.

    31

    3

    5.

    38

    8

    5.

    46

    3

    5.

    53

    8

    5.

    61

    3

    5.

    68

    8

    5.

    76

    3

    5.

    83

    8

    5.

    91

    3

    5.

    98

    8

    6.

    06

    3

    6.

    13

    8

    6.

    21

    3

    6.

    28

    8

    6.

    36

    3

    6.

    43

    8

    Deflection(mils)

    Station (mile)

    Run 1Run 2Run 3Mean

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    Repeatability Analysis

    2/27/2013 10

    Site 11 OCI = 57

    0

    5

    1015

    20

    25

    30

    3540

    4.

    913

    4.

    988

    5.

    063

    5.

    138

    5.

    213

    5.

    288

    5.

    363

    5.

    438

    5.

    513

    5.

    588

    5.

    663

    5.

    738

    5.

    813

    5.

    888

    5.

    963

    6.

    038

    6.

    113

    6.

    188

    6.

    263

    6.

    338

    Deflec

    tion(mils)

    Station (mile)

    Run 1 Run 2Run 3 Mean

    Bridge Bridge

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    Repeatability Analysis

    Repeatability of

    the measurements

    was acceptable

    with a COV

    ranging from 7 to20% with an

    average of 15%.

    [e] Site 5 (PCI = 98) [k] Site 11 (PCI = 57)

    Test Speed (mph)

    Site

    ID

    20 30 40 50 60

    AverageCOV

    (%)Average Deflection

    (mils)

    COV

    (%) COV (%)

    1 16.4 16 17 14 13 ---- 15

    2 17.1 14 17 18 ---- ---- 16

    3 12.5 13 12 13 ---- ---- 134 15.6 6 8 9 ---- ---- 8

    5 9.5 13 13 16 15 ---- 14

    6 14.9 6 7 8 9 ---- 7

    7 7.7 9 11 17 13 16 13

    8 15.9 18 22 19 20 ---- 20

    9 9.5 20 18 16 13 ---- 17

    10 15.5 14 17 16 ---- ---- 16

    11 19.9 15 23 ---- ---- ---- 19

    12 18.4 12 26 15 ---- ---- 18

    13 9.5 18 18 16 20 ---- 18

    14 14.3 16 21 ---- ---- ---- 19

    15 13.5 14 14 16 15 ---- 15

    16 21.5 15 17 ---- ---- ---- 16

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    Effect of Speed The influence of the testing speed on the measured

    deflection was minimal

    An ANOVA test was conducted between different speedsand revealed no statistical difference

    0.00

    5.00

    10.00

    15.00

    20.00

    25.00

    1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16

    Avg.Deflection(mils)

    Site ID

    20 mph

    30 mph40 mph

    50 mph

    60 mph

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    Comparison Between RWD and FWD

    Results

    0.00

    10.00

    20.00

    30.00

    40.00

    50.00

    60.00

    70.00

    2.

    01

    2.

    14

    2.

    26

    2.

    39

    2.

    51

    2.

    64

    2.

    76

    2.

    89

    3.

    01

    3.

    14

    3.

    26

    3.

    39 -

    3.

    09

    3.

    21

    3.

    34

    3.

    46

    3.

    59

    3.

    71

    3.

    84

    3.

    96

    4.

    09

    4.

    21

    4.

    34

    4.

    46 -

    2.

    11

    2.

    24

    2.

    36

    2.

    49

    2.

    61

    2.

    74

    2.

    86

    2.

    99

    3.

    11

    3.

    24

    3.

    36

    Deflection(m

    ils)

    Logmile

    RWD

    FWD

    Site 1Fair

    Site 2Good

    Site 3Very Good

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    0.00

    10.00

    20.00

    30.00

    40.00

    50.00

    60.00

    70.00

    3.

    220

    3.

    420

    3.

    620

    3.

    820

    4.

    020

    4.

    220

    4.

    420

    4.

    620

    4.

    820

    5.

    020

    5.

    220

    5.

    420 -

    9.

    700

    9.

    900

    10.

    100

    10.

    300

    10.

    500

    10.

    700

    10.

    900

    11.

    100

    11.

    300

    11.

    500

    11.

    700

    11.

    900 -

    3.

    113

    3.

    238

    3.

    363

    3.

    488

    3.

    613

    3.

    738

    3.

    863

    3.

    988

    4.

    113

    4.

    238

    4.

    363

    4.

    488

    Deflection(mils)

    Logmile

    RWD

    FWD

    Site 8

    Fair

    Site 9

    Very Good

    Site 10

    Poor

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    FWD vs. RWD

    2/27/2013 15

    Site ID Average

    FWD

    (mils)

    Average

    RWD

    (mils)

    Pearson

    Correlation

    P-value Decision

    1 24.83 18.20 0.13 < 0.0001 Not Equal

    2 9.58 15.79 0.65 < 0.0001 Not Equal

    3 6.76 11.78 0.78 < 0.0001 Not Equal

    4 7.44 15.62 0.22 < 0.0001 Not Equal

    5 6.51 9.50 0.41 < 0.0001 Not Equal

    6 8.97 14.99 0.66 < 0.0001 Not Equal

    7 1.66 7.75 0.15 < 0.0001 Not Equal

    8 10.88 15.48 0.59 < 0.0001 Not Equal

    9 4.99 8.34 0.20 < 0.0001 Not Equal

    10 14.58 14.01 0.44 0.19 Equal

    11 26.83 19.89 0.38 < 0.0001 Not Equal12 11.58 18.41 0.44 < 0.0001 Not Equal

    13 4.41 9.51 0.22 < 0.0001 Not Equal

    14 8.34 14.37 0.14 < 0.0001 Not Equal

    15 12.02 13.54 0.35 0.003 Not Equal

    16 37.72 21.55 0.06 < 0.0001 Not Equal

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    SN Prediction Approach

    A regression model to predict SN from

    RWD data

    Develop a tool to predict pavementoverall condition (i.e., functional and

    structural) based on RWD deflection

    measurements and PMS data regularly

    collected in Louisiana

    16

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    APPROACH 1: PREDICTIVE

    MODEL FOR SN

    17

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    RWD Index (RI)

    Pavement structural capacity and integrityrelates to: Deflection magnitude Avg. RWD for each

    project

    Variability and scattering of deflectionSDRWD

    Define the RWD Index (RI): RI = average deflection (Avg. RWD) x standard

    deviation (SDRWD) The RI was calculated for each site

    18

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    SN from RWD

    Model to predict SN from RWD Data:

    19

    RI= RWD Index (mils2);

    SD = standard deviation of RWD deflection

    (mils); and

    RWD = average RWD deflection (mils).

    )ln(*39.1*52.23

    04.19

    *69.15037.6 24.081.0

    SDRWD

    RI

    RISNeff

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    Model Calibration and Validation

    Model was developed and calibrated based on the research sites

    Model was validated based on 52 sections with FWD and RWD

    data

    Use of the model at the network level is appropriate

    R = 0.7469

    0.00

    1.00

    2.00

    3.00

    4.00

    5.00

    6.00

    7.00

    8.00

    0.00 1.00 2.00 3.00 4.00 5.00 6.00 7.00 8.00 9.00

    SN-RWD

    SN-FWD

    R = 0.7687

    0.00

    1.00

    2.00

    3.00

    4.00

    5.00

    6.00

    7.00

    8.00

    0.00 1.00 2.00 3.00 4.00 5.00 6.00 7.00 8.00 9.00

    SN-RWD

    SN-FWD

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    APPROACH 2: GRAPHICAL

    METHOD TO PREDICT

    OVERALL CONDITION OF

    PAVEMENTS

    21

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    Analysis

    Pavements were categorized into threegroups: Thin pavements 0 to 3 inches

    Medium pavements 3 to 6 inches

    Thick pavements greater than 6 inches

    Pavement were categorized according toSN, IRI and PCI:

    Good Fair

    Poor

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    Condition-Based Categorization

    Condition

    Structural Number RangePCI for all

    pavements IRI for allpavementsThin Medium Thick

    Poor 4 > 5 > 85 < 120

    No. of

    Sections38 102 84 ---- ----

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    Pavement Assessment Model

    Example: SN = 2.0

    IRI = 180 and PCI =

    75

    Overall Condition:Fair

    Thin pavement

    If IRI > 260, Condition is Poor

    If PCI < 45, Condition is PoorIf SN < 1.0, Condition is Poor

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    GIS Map: SN Model

    SN prediction model was applied to 220sections tested in District 5 using RWD.

    25Good Fair Poor

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    GIS Maps

    26

    PCI

    SN Model

    IRI

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    Summary

    Repeatability of RWD measurementswas acceptable - average COV at all

    test speeds of 15%

    RWD deflection measurements were ingeneral agreement with FWD

    deflections measurements

    A model was developed to estimatepavement SN based on RWD deflection

    data

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    Whats Next?

    Extend testing to other districts

    Validate and update the developed models

    based on independent data:

    From other states?

    From another district?

    Evaluate effect of speeds in summer

    months

    28

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    QUESTIONS


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