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Air Voids Characterization Of Concrete

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Title: Air Voids Characterization Of Concrete


1
Air Voids Characterization Of Concrete
  • Presented By
  • Chetan Hazaree,
  • Graduate Student (Geotech/Materials),
  • Department of Civil, Construction and
    Environmental Engineering Iowa State
    University, Ames, Iowa
  • Professors Drs. Kejin Wang And Halil Ceylan
  • Presented At
  • 2006 Area III/IV HEEP Conference Ames,
    Iowa April 11-13, 2006

2
Presentation Outline
  • Problem Statement
  • Objectives
  • Methods of characterizing the air content in
    concrete
  • Conclusions

3
Problem statement
  • Freeze/thaw cycles lead to damage and
    deterioration of concrete and other materials
  • Every year we are spending billions of tax
    payers dollars wither for maintaining or
    rebuilding our infrastructure
  • Air entrainment in concrete is known to provide
    the necessary and effective protection to
    concrete in the freeze/thaw environment
  • The mechanism by which the air provides
    protection is not fully known

4
Problem statement(Hover)
5
Problem statement
  • Presence of air is not the only condition
    required for effective protection, but its
    morphology, size and spatial distribution are
    critical in providing the resistance
  • Measurement of helpful parameters in concrete is
    critical in taking timely action from QA/QC
    perspective
  • Hence timely quantification of such parameters is
    essential

6
Problem statement(ACPA website)
7
Problem statement(USBR, Concrete Lab Report,
C824)
8
Objectives
  • Review of the significant methods of air void
    characterization
  • Scope for future work

9
Need for comprehensive specs Characterizing air
voids parameters(References Price, Concrete96)
  • Specs for effective protection of concrete will
    require
  • Total air content (volume )
  • Spacing factor Maximum distance in cement paste
    from the periphery of air void (mm or in.)
  • Specific Surface Area of voids per unit volume
    of air voids (mm2/mm3 or mm-1 or in.-1)
  • Paste/Air ratio Ratio of volume of hardened
    paste to the air voids
  • Small air voids in paste with chord length
    gt0.35mm in paste (volume )

10
Methods of characterizing air void system
  • Hardened Concrete
  • Stereological Microscopy
  • Flatbed scanner
  • Computer Tomography
  • X-ray microscopy
  • Fresh Concrete
  • Air void analyzer
  • Fiber optic airmeter

11
Stereological Microscopy(References Snyder,
ACBM, 98 Attiogbe, ACI M J., 90, 93, 96
Philleo, CCA, 83 Pleau and Pigeon, CCA, 96 Lu
and Torquato, Phy Review, 91, 92 ASTM C457
EN480-11 CSA A23.1
  • Air voids spacing or amongst air voids or the
    least water travel distance to the lab
    Freeze/Thaw tests
  • ASTM C457 Linear traverse and Point count
  • Equations based on Powers theory and then
    modified by Philleo, Attiogbe, Pleau and Pigeon,
    Lu and Torquato (refer to literature for details)
  • Equations proposed on oversimplification of
    random distribution of air voids
  • Cubic lattice model Proven to be unrealistic
  • Effects due to aggregates are neglected

12
Stereological MicroscopySpacing Equations (Cont)
  • Nomenclature
  • n no. of air voids per unit volume
  • A air void volume fraction
  • p Paste volume fraction
  • a specific surface area of spheres
  • r sphere radii
  • f(r) sphere radii probability density function
  • Rk expected value for radius distribution
  • s spacing factor parameter

13
Stereological MicroscopySpacing Equations (Cont)
  • Powers spacing equation
  • ? p/aA.(for p/A lt 4.342)
  • ? 3/a1.4(p/A1)1/3-1.(for p/A 4.342)
  • Provide ? less than specific value for
    protection
  • Philleo spacing factor equation
  • F(s) 1-exp-4.19x3-7.8x2ln(1/p)1/3-4.84xln(1/p)
    2/3
  • Provide x sn1/3 for providing sufficient
    protection

14
Stereological MicroscopySpacing Equations (Cont)
  • Attiogbes total protected fraction (G) equation
  • G 5.731(a3)/4a/(p/A1) 1
  • Useful for air void radii distribution from
    mean spacing
  • Pleau and Pigeon
  • k(s) o?8 h (rs) f(r) T (rs) dr
  • Integrate to obtain the probability density
    function using Hertz distribution

15
Stereological MicroscopySpacing Equations (Cont)
  • Lu and Torquato Equations
  • Mapping of n-point correlation functions to the
    systems of poly-dispersed sphere radii an can be
    extended to mono-sized spheres
  • Mean nearest surface-surface distance lp(R)
  • lp(R) R?8 ep(?,R) d?

16
Stereological MicroscopySpacing Equations
(References Snyder, ACBM, 98)
  • Snyder compared significant spacing equations
    (Powers, Philleo, Attiogbe, Pleau and Pigeon, Lu
    and Torquato) using a computer model.
  • Proximity of paste to voids and voids to one
    another
  • Considerations for Air void radii distribution,
    Paste-void proximity, Void-void proximity,
    Particle dynamics and equilibrium and spatial
    statistics of air voids
  • Lu and Torquato equation performed well
  • Powers equation needs further testing and
    modifications

17
Stereological Microscopy
  • Disadvantages
  • The basic model is not potent to exactly
    determine the required parameters
  • Other equations require refinement for better
    prediction and modeling of the air voids system
  • Operator specific, time consuming and incapable
    of being used for timely corrective action
  • A spacing factor of 0.2mm (0.008 in.) is
    recommended for better protection
  • Repeatability and reproducibility

18
Automated Stereological Microscopy(Ansari, ACI M
J, 2005 Elsen, CCR, 2001 )
  • Automated-Air-Void-Analyzer test equipment
  • computerized control unit (PC)
  • 19 color monitor
  • a video camera
  • a microscope objective mounted on a moving stage,
  • analysis software operating
  • Can perform linear traverse or modified count
    method
  • Surface needs to be contrast enhanced

19
Automated Stereological Microscopy (Cont)
(www.concrete-experts.com)
20
Automated Stereological Microscopy (Cont)
21
Automated Stereological Microscopy (Cont)
  • European study (13labs) suggested that this
    technique
  • is faster, more reliable and operator independent
  • can be problematic for high amt of porous sand
  • needs detailed guidelines for sampling and
    analysis
  • Ansari, et. Al used different air content levels
    and found
  • relative errors w/I acceptable limits w.r.t.
    Manual
  • resolution of the system needs to be improved
  • need for accelerated sample preparation methods

22
Flatbed Scanner(Scott, 97 Carlson, et.al.,
TRB, 06 Zhang, et.al, ACI M J., 05
Kasperkiewicz and Zalocha, CCR, 05)
  • The sample is placed on the glass plate of the
    flatbed scanner
  • A camera identical to the previous method is used
  • Modifications may be/have been done in the optics
    and graphics of the assembly
  • Dieing is used for coloring the cement paste
    followed by application of zinc paste

23
Flatbed Scanner (Cont) (Kasperkiewicz and
Zalocha, CCR, 05)
24
Flatbed Scanner (Kasperkiewicz and Zalocha, CCR,
05)
25
Flatbed Scanner Advantages
  • Preparation of only one side of the specimen
  • Misidentification and misinterpretation of
    certain transparent grains is avoided
  • Uses a steady source of light
  • Comparatively less costlier than the stereoscopic
    microscope
  • It is possible to automatically measure the paste
    content on the surface of concrete

26
Computed Tomography(Wong and Chau, CCR, 05
Fratta, et.al, GeoFrontier 05 Masad, et.al,
ASCE J of M in CE, 02 Shah, et.al,
ACI M J, 01 Weise, 00 Santamarina and Fratta
98 Dennis 97 Martz, et.al, ACI M J, 93 )
  • Known as a useful NDT for analyzing various
    materials and civil engineering structures
  • 3D images can be obtained to study concrete and
    obtain complementary information
  • Provides an integration of slices taken
    throughout the specimen
  • Employs X ray source and detector along with
    sample holding assembly capable of rotating in
    horizontal direction and moving in vertical
    direction
  • Multiple projections could be obtained using
    modifications

27
Computed Tomography (Cont) Working
Principle(Massad, et.al. 02)
28
Computed Tomography (Cont)Concrete Image(Wong
and Chau 05)
29
Computed Tomography (Cont)Conclusions
  • Requires calibration to real time data
  • Accuracy depends on the resolution of the CT
    scanner
  • Can be applied to study the spatial distribution
    of aggregates and the anisotropic effect of
    loading on the air voids distribution
  • No special sample preparation is required
  • Sensitivity and calibration of the equipment are
    important
  • Multiple 2D projections can be obtained
    simultaneously

30
Other techniques(Monteiro, et. al, ACI M J, 02
Vaughan, et.al, ASCE J of Hydraulic Engg, 02
Lawler, et.al, ACI M J, 01)
  • Computed microtomography can be used in obtaining
    high resolution images
  • Using analytical X ray microscope for mapping and
    analyzing the air voids in concrete
  • Air void morphology can be obtained using low
    temperature scanning electron microscopy
  • Engineering applicability and calibration of
    these emerging techniques needs to be assessed

31
Fresh State Air void Analyzer(Magura,
FHWA-SA-96-062, 96 Magura, CI, 96 Price,
Concrete, 96 Elsen, et.al, CCR, 94 FHWA
website ACPA website)
  • Developed in 1990s by the Dans Beton Teknik
  • Provides the air voids parameter of fresh
    concrete, hence useful in quality control and
    quality assurance of concrete
  • Takes about 45 min for one sample (one specimen)
  • Implemented by Denmark, Belgium, German, Czech
    Republic, Iceland, Switzerland, Italy, Spain

32
Air void analyzer Working Principle
  • Buoyancy principle
  • Stokes law
  • Larger bubbles will rise faster
  • smaller bubbles will rise slowly

33
Air void analyzer Working assembly
34
Air void analyzer Procedure
35
Air void analyzer Procedure
36
Air void analyzer Procedure
37
Air void analyzer Procedure
38
Air void analyzer Results
39
Air void analyzer Correlation
40
Air void analyzer Comparison with ASTM C457
Parameter Value
Air content lt 2
Specific surface Similar
Spacing Similar
41
FHWA Initiative
  • Initiated the study in 90s
  • As on date, at least 16 States used AVA on a
    limited basis in 2005, including Arkansas,
    California, Delaware, Iowa, Kansas, Minnesota,
    Missouri, Nebraska, Nevada, New York, North
    Carolina, North Dakota, Oklahoma, Pennsylvania,
    Texas, and Utah.

42
Air void analyzer Drawbacks
  • Sample excludes volume fractions greater than 6
    mm
  • Sample quantity is very small
  • Cannot be used directly on-site, needs some
    stable platform
  • Sampling is critical
  • Water temperature range is too narrow 21-25oC
  • Repeatability, precision and accuracy of the
    method is yet to be established clearly

43
Conclusions
  • Various methods for characterizing air contents
    Hardened concrete Linear traverse, point count,
    automated digital image, flatbed scanner,
    Computed tomography, x ray microscopy
  • Fresh concrete Air void analyzer
  • Equations need modifications and remodeling
  • Manual methods will not be used in near future
  • Automated methods are time saving, but are based
    on the same models
  • Flatbed scanner is resolution dependent, but
    offers better operational ease

44
Conclusions (Cont)
  • Computed tomography needs work on resolution and
    calibration
  • X-ray microscopy has a potential for application.
    Needs further work
  • Repeatability, precision and accuracy are still
    not resolved fully
  • Air void analyzer has proved to be very helpful,
    but needs work on the precision, accuracy and
    repeatability

45
Thank you!!!
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