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Anand V. Govindasamy, Geocomp Corp. Jean-Louis Briaud, Texas A&M University Dongkyun Kim, Texas A&M University Francisco Olivera, Texas A&M University Paolo Gardoni, Texas A&M University John Delphia, Texas DOT Observation Method for Estimating Future Scour Depth at Existing Bridges

Observation Method for Estimating Future Scour … Bridge Scour-2010.pdfJean-Louis BRIAUD8 Bridges are classified scour critical because: • Observed excessive scour • Predicted

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Anand V. Govindasamy, Geocomp Corp.

Jean-Louis Briaud, Texas A&M University

Dongkyun Kim, Texas A&M University

Francisco Olivera, Texas A&M University

Paolo Gardoni, Texas A&M University

John Delphia, Texas DOT

Observation Method

for Estimating Future Scour Depth

at Existing Bridges

2 Jean-Louis BRIAUD

Acknowledgements

Texas Department of Transportation

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Bridge scour

Jean-Louis BRIAUD – Texas A&M University

Hatchie River Bridge , Tennessee

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“Scour Critical Bridge” means

• Foundation is unstable for calculated

and/or observed scour conditions

• 17,000 in the U.S.

• 600 in Texas

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Bridges are classified scour critical because:

• Observed excessive scour

• Predicted excessive scour

Predicted excessive scour could be due to an

over-conservative prediction method, to a

more erosion resistant soil than assumed, to

not using other methods capable of

overcoming over-conservatism because they

are more expensive.

Scour Critical Bridges

9 Jean-Louis BRIAUD

OBSERVATION METHOD FOR BRIDGE SCOUR

• Step 1: Observe maximum scour depth = Zmo

• Step 2: Find out the maximum flood the bridge

has been subjected to = Vmo

• Step 3: Extrapolate field measurements to

predict future scour depth

Zfut / Zmo = Vfut / Vmo

• Step 4: Compare future scour depth to

foundation depth

Zfut < Zfound / 2

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Drawbacks

• Problem with in filling

• Requires a good network of flow gages

and rain gages

• Cannot be used for new bridges

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Advantages

• No need for erosion testing

• Actual soil

• Actual flow history

• Actual geometry

• Based on observed measurements

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Observation Method for Bridge Scour

• Step 1: Observe maximum scour depth = Zmo

• Step 2: Find out the maximum flood the bridge

has been subjected to = Vmo

• Step 3: Extrapolates field measurements to

predict future scour depth

Vfut/Vmo = Zfut/Zmo

• Step 4: Compare future scour depth to

foundation depth

Zfut < Zfound/2

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Step 1: Observe maximum scour depth = Zmo

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Observation Method for Bridge Scour

• Step 1: Observe maximum scour depth = Zmo

• Step 2: Find out the maximum flood the bridge

has been subjected to = Vmo

• Step 3: Extrapolates field measurements to

predict future scour depth

Vfut/Vmo = Zfut/Zmo

• Step 4: Compare future scour depth to

foundation depth

Zfut < Zfound/2

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Step 2: Find out the maximum flood the

bridge has been subjected to = Vmo

Case 1: Flow data available at the bridge

Use the flow record and identify the

highest value Qmo. Transform Qmo

into Vmo (TAMU-FLOW)

Case 2: Flow data not available at the bridge

Use data from neighboring gages

and interpolate to find Qmo.

Transform Qmo into Vmo (TAMU-FLOW)

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Step 2: Find out the maximum flood the bridge

has been subjected to = Vmo

Flow Gages in Texas

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Step 2: Find out the maximum flood the bridge

has been subjected to = Vmo

Maximum

Flow map

between

1970 and

2005

Automated

with TAMU-

FLOOD

software

(free on

internet)

18 Jean-Louis BRIAUD

Observation Method for Bridge Scour

• Step 1: Observe maximum scour depth = Zmo

• Step 2: Find out the maximum flood the bridge

has been subjected to = Vmo

• Step 3: Extrapolates field measurements to

predict future scour depth

Zfut / Zmo = Vfut / Vmo

• Step 4: Compare future scour depth to

foundation depth

Zfut < Zfound/2

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Step 3: Extrapolates field measurements to

predict future scour depth Zfut/Zmo = Vfut/Vmo

• Known = Zmo and Vmo

• Choose Vfut

• Obtain Zfut from charts

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Step 3: Extrapolates field measurements to

predict future scour depth Zfut/Zmo = Vfut/Vmo

The Z-Future Charts were developed by

performing a large number (~350,000) of

HEC-18 Clay simulations using

− Varying pier & contraction scour

geometry

− Varying soil conditions

− Varying velocities

− Varying age of the bridge

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Bridge Scour Assessment 1

THE PROPOSED METHOD

0.1

1

10

100

1000

10000

100000

0.1 1.0 10.0 100.0

Velocity (m/s)

Very HighErodibility

I

HighErodibility

II

MediumErodibility

III

LowErodibility

IV

Very LowErodibility

V

Erosion Rate

(mm/hr)

-Non-plastic Silt

-Fine Sand-Low Plasticity

Silt

-Coarse Gravel

-Riprap

- Increase in Compaction

(well graded soils)

- Increase in Density

- Increase in Water Salinity

(clay) Non-ErosiveVI-Intact Rock

-Jointed Rock

(Spacing < 30 mm)

-Jointed Rock (30-150 mm Spacing)

-Jointed Rock (150-1500 mm Spacing)

-Jointed Rock (Spacing > 1500 mm)

-Coarse Sand

-Fine Gravel

-High Plasticity Silt

-Low Plasticity Clay

-All fissured Clays-High Plasticity Clay

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Step 3: Extrapolates field measurements to

predict future scour depth Zfut/Zmo = Vfut/Vmo

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Category III Materials

Upstream Water Depth (H1): 5 m to 20 m

Contraction Ratio (Rc) : 0.5 to 0.9

Critical Velocity (Vc) : 0.5 m/s

Pier Diameter (D) : 0.1m to 1.0 m

thyd = 25 years

Vfut/Vmo

2.0 0

Zfu

t/Zm

o

2.8

1.0

Step 3: Extrapolates field measurements to

predict future scour depth Zfut/Zmo = Vfut/Vmo

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Observation Method for Bridge Scour

• Step 1: Observe maximum scour depth = Zmo

• Step 2: Find out the maximum flood the bridge

has been subjected to = Vmo

• Step 3: Extrapolates field measurements to

predict future scour depth

Vfut/Vmo = Zfut/Zmo

• Step 4: Compare future scour depth to

foundation depth

Zfut < Zfound / 2

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Step 4: Compare future scour depth to

foundation depth Zfut < Zfound / 2

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• Collected 9 case histories with

– Channel profile measurement records

– Flow data

– Soil information

– Foundation information

– Current scour status

VERIFICATION

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1920 1940 1960 1980 2000

Year

built

i-th measurement

(Zmo,i) (i+1)-th Measurement

(Zfut,i)

Vmo,i Vfut,i

Velo

city

(m/s

)

Year

VERIFICATION

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0

5

10

15

20

25

30

-5 0 5 10 15 20 25 30

Z fu

tPr

edic

ted

(ft)

Zfut Measured (ft)

Case History No. 3 Case History No. 4 Case History No. 5

Case History No. 6 Case History No. 7 Case History No. 8

Case History No. 9 Case History No. 10 Case History No. 11

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• 16 bridges selected (12 scour critical, 3 stable)

• 6 scour critical bridges out of the 12 found

stable by the observation method

• 3 stable bridges found stable by the

observation method

• 6 of 12 bridges originally classified scour

critical were found stable by the

observation method

APPLICATION TO SCOUR CRITICAL BRIDGES

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• Lets extend TAMU-FLOOD to all States

RECOMMENDATION