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TechBrief: Determination of Concrete Pavement Thickness Nondestructively Using the Magnetic Imaging Tomography Technique

August 2009

This technical summary discusses the application of a recently introduced technique, based on magnetic imaging tomography, to determine the thickness of freshly place concrete. This technique may be used for process testing and for acceptance testing during construction of new concrete pavements. The technique is applicable only to plain (nonreinforced) concrete pavements. The results of recent field trials using this technique are presented.


Concrete slab thickness plays a critical role in the performance of concrete pavements. A small deficit in slab thickness can significantly reduce the service life of a concrete pavement. Based on the structural design procedures for concrete pavements, a reduction in concrete slab thickness by an inch (2.54 cm) can result in as much as a 50 percent reduction in the service life of the pavement. Many highway agencies have tight specifications for concrete pavement thickness. Typically, up to a 50 percent reduction in lot payment may result if the concrete pavement thickness is 12.5 mm (0.5 in.) less than specified for as-designed pavement thicknesses in the range of 250 mm to 300 mm (9.8 in. to 11.8 in.). Such requirements make the measurement of concrete pavement thickness an important activity to determine the compliance of concrete pavement construction with the project construction specifications.

For most highway agencies, ASTM C 174 (ASTM 2006a), "Standard Test Method for Measuring Thickness of Concrete Elements Using Drilled Concrete Cores," is the standard method to determine the thickness of as-constructed concrete pavement. Although this method produces accurate thickness measurement, the testing procedure is destructive, time consuming, labor intensive, and costly. Normally only one core is drilled per sublot (typically every few hundred feet of pavement). With these few sampling points, it is hard to establish a statistically robust representation of the pavement thickness in a constructed lot. In addition, the measurement of the core length can also be affected by base type, particularly by open-graded permeable base where concrete can penetrate significantly into the base.

Some nondestructive tests are available for measuring concrete pavement thickness, such as the ASTM C 1383, "Standard Test Method for Measuring the P-Wave Speed and the Thickness of Concrete Plates Using the Impact-Echo Method" (ASTM 2006c), and ASTM D 4748, "Standard Test Method for Determining the Thickness of Bound Pavement Layers Using Short-Pulse Radar" (ASTM 2006b). The accuracy of both the impact-echo technique and ground-penetrating radar is limited when freshly placed concrete is tested, and results are also affected by base type. A key limitation is inherent in both techniques: because they generate certain types of stress waves and measure the travel time of these waves as they move through the concrete medium, the properties of newly placed concrete, such as water content and electromagnetism, affect measurement significantly. These techniques are not considered as accurate or reliable as the ASTM C 174 procedure and are not used currently for production testing of freshly placed concrete. There is a need for a technique to measure concrete pavement thickness, that is:

  • Simple, easy, and fast to operate.
  • Able to produce accurate measurements.
  • Relatively inexpensive.

MIT-SCAN-T2 Device

The MIT-SCAN-T2 (denoted as T2 in this publication) (as shown in Figure 1), a product from MIT Mess- und Prüftechnik GmbH, a firm in Dresden, Germany, is a simple and easy-to-use handheld device that is able to accurately measure the thickness of pavement layers. The device, introduced in 2007, is based on magnetic imaging tomography. The coil mounted in the device generates a pulse of magnetic field, which induces an eddy current in a pre-placed metal reflector on the surface of the base. Electromagnetic sensors in the device then measure the intensity of the magnetic field caused by the eddy current in the reflector. Since most concrete materials have no effect on magnetic fields, the eddy current approach eliminates thickness measurement biases caused by variations in the properties of concrete materials. This technique is medium-independent and can be used to measure concrete thickness of up to 508 mm (20 in.). Using only one hand, the operator uses the device to locate reflectors that have been pre-placed randomly on the base. The device is then used to measure and record the thickness of the pavement above the reflector. Each test requires less than a minute to perform.

For determining the thickness of concrete pavement, the reflector plate is a standard 300 mm (11.8 in.) in diameter. The plate material is high-strength steel with a thickness of 0.65 mm (0.03 in.).

Figure 1. The MIT-SCAN-T2 device in use.

The MIT-SCAN-T2 device in use. Photo. A worker, standing on new, jointed concrete pavement, holds a MIT-SCAN-T2 by its handle at about waist height, using only his right hand. The T2 consists of a rectangular section at the bottom connected by a rod to a wider piece that begins at about hip height, includes the handle and a small display device, and extends upward behind the worker's upper arm. The section at the bottom is about 2 in. thick and 17 in. wide and 8 in. deep. It is supported just above the concrete by its three wheels, one in front and two at the rear. A strap around the worker's neck is attached to the T2.

Operation of the T2

Operation procedures comprise two phases:

1. Prior to concrete placement: The reflectors are placed at the desired locations on the surface of the base (Figure 2). The reflectors need to be fastened to the base using dowel basket nails or an asphaltic tack coat. Reflectors should preferably be placed away from dowel bars and tie bars.

Figure 2. Preplacement of a reflector on the base.

Preplacement of a reflector on the base. Photo. A circular reflector is shown resting flat on the base midway between two dowel bar wire baskets. Concrete mix is being poured over the base.

2. Following concrete placement: Testing can be conducted as soon as the concrete can be walked upon. In this phase, three easy steps are involved.

a. Assemble the device. The T2 is usually dismantled for storage with other accessories in a compact case for easy transport (Figure 3).

b. Locate the reflector. Although the approximate location of the reflector is marked when it is placed, the T2 has a built-in capacity to locate the reflector more accurately.

c. Scan over the reflector. Once the location of the reflector is determined, the T2 is moved over the reflector at a steady speed (Figure 4). A calculated thickness is displayed immediately after completion of the scan (Figure 5) and recorded. Ideally, five measurements should be taken at each reflector plate and the average value used.

Figure 3. The T2 in storage case.

The T2 in storage case. Photo. Disassembled T2 components are shown stored in preformed protective pockets inside the opened case.

Figure 4. T2 located over the reflector plate.

T2 located over the reflector plate. Photo. The T2 is shown from the perspective of the worker holding it as it passes over a buried protective plate.

Figure 5. Thickness display.

Thickness display. Photo. The electronic display attached to the T2 handle is shown registering a calculated thickness of 444 mm. Visible options are store result, print last result, print complete series, reflector check, return.

Accuracy and Precision

The accuracy of the T2 is reported to be within 0.5 percent of the measured depth plus 1 mm (0.04 in.), which translates to an accuracy of 3 mm (0.1 in.) for a concrete pavement 330 mm (12.9 in.) thick. The field trials conducted in the United States have consistently produced measurements with errors less than 3 mm (0.1 in.).

Limitations-Use of Calibrated Reflector Plates

A unique parameter file for each type of reflector is necessary for accurate thickness measurement. Any difference in shape, size, or material constitutes a different reflector type. Currently, the device manufacturer supplies the calibrated reflectors for use with the T2.

Recently, limited studies have been conducted to evaluate the use of reflectors fabricated from domestic sheet metals and to determine if these plates can produce accurate and repeatable measurements. A calibration process was also developed for domestically fabricated reflectors.

State Experience With the T2

During 2008, the Iowa Department of Transportation (DOT) evaluated the use of the T2 device as part of the Equipment Loan Program sponsored by the Federal Highway Administration's (FHWA's) Concrete Pavement Technology Program. The device was used at a concrete pavement construction project in Jefferson County. The conclusions from the Iowa study are summarized below:

1. The unit was simple, easy, and quick to operate.

2. The unit has acceptable accuracy and repeatability for quality assurance testing, based on the limited testing performed.

3. Care must be taken to make sure that the base material is level under the target.

4. There is significant difference between thickness measured to the top of the base (smooth bottom using the reflector plates) and core thickness (uneven core bottom) determined using the current Iowa DOT method, as illustrated in Figure 6.

Figure 6. Core over the reflector plate (smooth bottom) and normal core (uneven bottom).

Core over the reflector plate (smooth bottom) and normal core (uneven bottom). Photo. Two cylindrical concrete cores are shown side by side. The core with the uneven bottom appears to be longer than the one with the smooth bottom.


MIT-SCAN-T2 is a quick, easy, accurate, and cost-efficient technique for process control and acceptance testing of concrete pavement thickness. The T2 can be used directly, without calibration, if standard 300-mm (11.8-in.) plates provided by the vendor are used. The limited laboratory and field investigations, documented in Appendix A, indicate that domestically fabricated square and circular reflector plates, used with calibration functions, can also produce consistent measurements. The recommended calibration procedure is outlined in Appendix B. Based on the testing conducted and recommendations from the device manufacturer, the following plate sizes are recommended:

  • 14 in. by 14 in. for concrete thickness up to 600 mm (240 in.)
  • 10 in. by 10 in. for thickness up to 350 mm (13.8 in.)
  • 5 in. by 5 in. for thickness up to 150 mm (6.0 in.)


ASTM C 174/C 174M. 2006a. Standard Test Method for Measuring Thickness of Concrete Elements Using Drilled Concrete Cores. American Testing and Material Standards, West Conshohocken, PA.

ASTM A 653. 2008. Standard Specification for Steel Sheet, Zinc-Coated (Galvanized) or Zinc-Iron Alloy-Coated (Galvannealed) by the Hot-Dip Process. American Testing and Material Standards, West Conshohocken, PA.

ASTM C 1383. 2006b. Standard Test Method for Measuring the P-Wave Speed and the Thickness of Concrete Plates Using the Impact-Echo Method. American Testing and Material Standards, West Conshohocken, PA.

ASTM D 4748. 2006c. Standard Test Method for Determining the Thickness of Bound Pavement Layers Using Short-Pulse Radar. American Testing and Material Standards, West Conshohocken, PA.

Jones, K. B., and T. Hanson. 2008. Evaluation of the MIT SCAN T2 for Non-destructive PCC Pavement Thickness Determination. Iowa Department of Transportation, Office of Materials, Ames.

Appendix A: Concrete Pavement Technology Program Reflector Study

The FHWA Mobile Concrete Laboratory (MCL) and Fugro Consultants, Inc., conducted a preliminary study of reflectors in response to needs identified during implementation of the MIT-SCAN-T2 technique.

MCL Test Summary

MCL conducted testing to investigate the effect of using nails to fasten the plates to the base and to evaluate the use of locally fabricated rectangular reflectors. The nail fastening study indicated that use of up to four nails (partially or fully driven into the base) did not affect the T2 measurements.

Using galvanized sheet metal 0.3 mm (0.0125 in.) thick and 610 mm by 914 mm (24 in. by 36 in.), MCL fabricated 265-mm (10.5-in.) square reflectors; rectangular reflectors 208 mm by 340 mm (8.2 in. by 13.4 in.); and circular reflectors with a diameter of 300 mm (11.8 in.). The surface areas of MCL-fabricated reflectors were the same as MIT-supplied reflectors; however, MIT-supplied reflectors have a thickness of 0.65 mm (0.03 in.). The T2 measured 4 mm (0.14 in.) and 3 mm (0.1 in.) deeper using square reflectors than using the MIT-supplied reflectors at the depths of 345 mm (13.5 in.) and 255 mm (10 in.), respectively, and measured 13 mm (0.51 in.) and 8 mm (0.33 in.) deeper using rectangular reflectors at those two depths, respectively. MCL-fabricated circular reflectors produced almost the same measurements as MIT-supplied reflectors in spite of the different thicknesses of the reflectors.

Fugro Test Program

Based on MCL's testing, square reflectors appeared to be possible substitutes for circular reflectors from MIT. To fully understand the behavior of square reflectors, develop calibration procedures, and investigate the repeatability of measurements using reflectors made from domestic sheet metals, Fugro carried out a limited test program. In addition, domestically fabricated circular reflectors were also investigated. The sheet metals that were used to fabricate square targets conform to ASTM A653 CS type II (ASTM 2008).

Square Reflector Testing Program

The objectives of the square reflector testing program were the following:

1. Investigate the effect of the thickness of the reflector.

2. Investigate the effect of reflector orientation.

3. Investigate the effect of wandered path.

4. Establish calibration functions for square reflectors.

5. Investigate the repeatability of reflectors from different suppliers and evaluate calibration functions.

Square reflectors were fabricated from three suppliers located in Austin, Texas. Square reflectors of sizes 254 mm, 273 mm, 279 mm, 305 mm, 330 mm, and 356 mm (10.0 in., 10.7 in., 11.0 in., 12.0 in., 12.9 in., and 14.0 in.) were fabricated by Supplier A from gauge 24 galvanized sheet metal to serve Objectives 1 through 4.1 Square reflectors from the other two suppliers (Suppliers B and C) were used for Objective 5. Supplier B had gauge 28 sheet metal available. Some gauge 28 reflectors were also made for Objective 1.

A special platform was set up to facilitate the testing process. Both the surface panel and the base panel were adjusted to be level and marked with parallel guiding lines with a 25.4-mm (1-in.) offset. These guiding lines help to control the way that the scanner traversed the reflectors. The reflectors could be placed at desired heights with the support of a cushion.

Square Reflector Test Results and Discussion

Objective 1. Two reflectors were overlapped to create a double thickness. Two reflector sizes, 279 mm and 356 mm (11 in. and 14 in.) square, were used. No difference between single reflector and double reflectors was observed for the 279-mm (11-in.) reflectors, and only a 0.4-mm (0.02-in.) difference was measured for the 305-mm (12-in.) reflectors. These results correspond well with MCL's finding that MCL-fabricated circular reflectors produced the same measurement as MIT-supplied ones despite their different thicknesses. However, gauge 28 reflectors, from Supplier B, produced significantly different measurements (about 4 mm [0.16 in.] less than the measurements from gauge 24 reflectors of the same size). Therefore it is necessary to specify the gauge of the sheet metals to eliminate plate thickness as a cause for inconsistent measurement.

Objective 2. Different-sized reflectors (279 mm, 305 mm, 330 mm, and 356 mm [11 in., 12 in., 13 in., and 14 in.]) were tested at various depths (92 mm, 142 mm, 187 mm, 267 mm, 302 mm, and 338 mm [3.6 in., 5.6 in., 7.4 in., 10.5 in., 11.9 in., and 13.3 in.) with different orientations. Table A-1 presents the test results. It was observed that orientation of the reflector has very marginal effect on measurement.

Table A-1. Comparison of Measurements From Parallel and Diagonal Scanning Paths
Plate Size, in. Path Measurements at Different Depths, mm
92 142 187 267 302 338
11 Parallel 90 139 182 260 295 331
Diagonal 91 139 182 260 294 330
12 Parallel 87 133 172 246 280 314
Diagonal 87 133 172 247 280 313
13 Parallel 84 128 164 235 268 300
Diagonal 84 128 164 235 268 300
14 Parallel 81 125 157 226 257 288
Diagonal 81 125 157 226 257 287

Objective 3. The effect of wandered path on measurement. Measurements with different offsets from the centerline of the reflector plate were taken. Figure A-1 presents the typical trend of measurement while the device wanders from the centerline. As shown, a wandered path 152 mm (6 in.) away from the centerline can cause a difference of more than 10 mm (0.4 in.) as shown in Figure A-1 for the 356-mm (14-in.) square reflectors. Special care needs to be exercised to locate the center of the square reflector to mitigate false measurement due to wandered paths.

Figure A-1. Thickness measurements for different wandered paths.

Thickness measurements for different wandered paths. Graph. The graph displays thickness measurements of parallel and diagonal paths for square reflectors in sizes 11, 12, 13, and 14 in., and for the MIT-supplied circular reflector plates (11.8-in. diameter). The x-axis shows offset from the centerline of 0 to 7 in. The y-axis displays averaged depth readings on a scale of 220 to 275 mm, in increments of 5 mm. In all cases, the greater the offset from the centerline, the greater the measured thickness. The greatest divergence from the centerline measurement, more than 10 mm, is for the largest (14-in.) reflectors at the greatest (6-in.) offset. The parallel and diagonal paths for each reflector size show near identical measurements from 0 to nearly 4 in. offset, where they part, with the diagonal paths measuring about 2 mm greater thickness than the parallel paths at 6 in.

Objective 4. MIT-SCAN-T2 requires a parameter file to analyze the scanned signal. Each type of reflector has its unique parameter file. The parameter file for the T2 devices used by FHWA was customized for MIT-supplied circular reflectors 300 mm (11.8 in.) in diameter for concrete pavement application. Using this parameter file to analyze data from a different type of reflector can result in a false depth reading. A calibration function is needed to transfer the false reading to the actual depth. Since measurements from MIT-supplied reflectors were also taken together with newly fabricated square reflectors at various depths, calibration functions were obtained by best fitting the data. Square reflectors of sizes 279 mm and 305 mm (11 in. and 12 in.) produced the best correlations, as shown in Figure A-2 and Figure A-3, respectively.

Figure A-2. Calibration function for 11-in. reflectors.

Calibration function for 11-in. reflectors. Graph. The x-axis measures T2 displayed depth (mm), and the y-axis displays actual depth (mm). Both scales measure from 0 to 400 in increments of 50. A diagonal line, labeled the "equate line," connects origin and (400,400.0). The function line connects five points at roughly (90,90.0), (140,14.0), (190,190.0), (260,260.0), (300,300.0), (330,330.0). The function and equate lines coincide between (90,90.0) and (190,190.0) and nearly so between (140,140.0) and (330,330.0).

Figure A-3. Calibration function for 12-in. reflectors.

Calibration function for 12-in. reflectors. Graph. The x-axis measures T2 displayed depth (mm), and the y-axis displays actual depth (mm). Both scales measure from 0 to 400 in increments of 50. A diagonal line, labeled the "equate line," connects the origin and (400,400.0). The function connects five points at roughly (90,90.0), (140,140.0), (190,190.0), (260,260.0), (300,300.0), (330,330.0). The function and equate lines coincide and diverge only slightly as they approach (330,330.0).

Objective 5. Square reflectors of sizes 279 mm and 305 mm (11.0 in. and 12.0 in.) were selected as potential substitutes. Reflectors of such sizes were fabricated by Supplier B and C to investigate the repeatability of reflectors from different suppliers and to evaluate the calibration functions obtained in Objective 4.

Repeatability testing was carried out at depths of 224.0 mm (8.8 in.), 299.5 mm, and 336.6 mm (8.8 in., 11.8 in., and 13.3 in.). Table A-2 presents the original readings and calibrated readings of the reflectors from different suppliers. Repeatable results were obtained from the reflectors of different suppliers. The calibration functions worked well to convert T2 displayed readings to actual depth, and the maximum difference observed was 2 mm (0.08 in.) for Supplier C's reflectors at the depth of 224 mm (8.8 in.).

Table A-2. Measured Depth and Calibrated Depth (mm), Domestically Fabricated Square Reflectors
Plate Size, in. Supplier Measured Calibrated Measured Calibrated Measured Calibrated
11 A 328 337 291 298 217 224
B 329 337 292 299 218 225
C 329 337 292 299 218 225
12 A 312 336 276 298 206 225
B 313 337 277 299 207 226
C 312 337 277 298 207 226
Actual Depth   337   300   224

1 mm = 0.039 in.

Based on Fugro's study, it is concluded that it is feasible to use domestically fabricated square reflectors for MIT-SCAN-T2. Domestically fabricated square reflectors do produce consistent measurements, and calibration functions can be developed to compute the actual measurement depth with good accuracy (±2.5 mm [±0.098 in.]).

Circular Reflector Testing Program

Fugro received nine circular reflectors from Iowa DOT that were 300 mm (11.8 in.) in diameter, fabricated from ASTM A653 CS Type II gauge 24 sheet metal. These reflectors were evaluated at different depths.

An improved testing platform (Figure A-4) was used in the testing program. Two panels were held parallel to each other by six threaded rods made of fiberglass. The distance between the two panels was adjustable to simulate different pavement thicknesses. With precise control of the distance between panels, seven different depths, ranging from 100 mm to 400 mm (3.9 in. to 15.8 in.), with an interval of 50 mm (1.95 in.), were used. The MIT-specified applicable scanning depth for a circular reflector 300 mm (11.8 in.) in diameter is about 350 mm (13. 8 in.). The measurements fluctuated significantly for repeated scanning at the depth of 400 mm (15.8 in.), thus the measurements at this depth were excluded from the analysis.

Figure A-4. Improved testing platform.

Improved testing platform. Photo. The testing apparatus is shown, two wooden panels, each about 10 ft long, with six vertical rods maintaining the distance between them, which appears to be about 14 in. The lower panel, set on the ground, is about 3 ft wide and the upper panel about 2 ft., and the front panel edges are aligned. Two vertical rods are attached at each of the short ends of the panels and the third pair is in the center. Because the upper panel is narrower, the rods extend through each of its corners; on the bottom panel, the rods are attached to the front two corners and at positions directly below the rear corners of the top panel. The rods extend a few feet above the top panel. On the bottom panel, a circular reflector plate is near the two center rods. At the front edge of the bottom panel is a level and attached ruler.

Two types of reflectors were tested, the nine domestically fabricated circular reflector plates and a MIT-supplied circular plate. Ten measurements were taken for each reflector at each depth. Each individual reflector exhibited good repeatability. The maximum difference in the measured depth for a reflector was 3 mm (0.12 in.) when the depth was 350 mm (13.8 in.). As the depth decreased, the difference decreased, indicating better repeatability. The repeatability between the two reflector types was assessed by the difference between the average values of 10 measurements for each reflector. The maximum difference of the average measurements between the two reflector types was 1.4 mm (0.06 in.). Based on these results, the nine domestically fabricated circular reflectors were considered able to produce consistent and repeatable measurements.

As discussed earlier, the T2 device relies on the MIT-developed parameter files to interpret the detected eddy current signal. Different types of reflectors have different parameter files. Even though the domestically fabricated circular reflectors have the same diameter as the MIT-supplied circular reflectors, they differ in material composition and thickness. The displayed depth measurements for the domestically fabricated circular reflectors need to be adjusted to establish the actual depths.

Table A-3 presents the averaged displayed measurements for all nine domestically fabricated reflectors at different depths. It is observed that the averaged displayed depth is always about 3 mm (0.12 in.) less than the actual depth. Thus, it would be appropriate to add 3 mm (0.12 in.) to the displayed depth to establish the actual depth when using such circular reflectors.

Table A-3. Actual Depth and Averaged Displayed Depth (mm).
Actual Depth Averaged Displayed Depth
350 347
300 297
250 246
200 197
150 147
100 97

1 mm = 0.039 in.

Field Evaluation of Circular Reflectors

During May 2009, a field evaluation of the Iowa reflector plates was conducted along a section of I-90, near Syracuse, New York, that is under reconstruction. Reflectors were nailed at the center onto the cement-treated permeable base. Each reflector was placed approximately in the center of the slab to eliminate the effect of dowel bars and tie bars. Five MIT-SCAN-T2 measurements for each reflector plate were taken before coring. A cored was drilled right over each of the reflectors, and the core thickness was measured at three locations around the core's perimeter (on-site measurements).

Table A-4 presents the T2 measurements and the corresponding core thickness measurements. The Iowa reflector plates produced very accurate thickness measurements as compared to the core thicknesses. The maximum difference of averaged T2 measurements and core thicknesses was 2 mm (0.08 in.). It should be noted that for the field testing, the T2 measurements were 0.4 mm to 2.0 mm (0.02 in. to 0.08 in.) less than the core thicknesses, while the T2 measurements were about 3 mm (0.12 in.) less than the actual depth in the laboratory testing program.

Table 4. T2 Measurements and Core Thicknesses (mm), Domestically Fabricated Circular Reflectors
Measurement No. Reflector 1 Reflector 2 Reflector 3 Reflector 4
T2 Core T2 Core T2 Core T2 Core
1 331 329 324 327 323 323 319 321
2 330 332 325 326 323 324 319 321
3 331 332 325 327 323 325 319 321
4 330   325   324   319  
5 331   327   323   319  
Average 330 331 325 327 323 324 319 321

Note: The cores were directly over the reflector plates. As a result, 0.7 mm (the thickness of the reflector) should be added to the core thickness to establish the slab thickness.


ASTM A 653. 2008. Standard Specification for Steel Sheet, Zinc-Coated (Galvanized) or Zinc-Iron Alloy-Coated (Galvannealed) by the Hot-Dip Process. American Testing and Material Standards, West Conshohocken, PA.

Appendix B: Recommended Reflector Plate Calibration Procedure

Before any reflector is produced from a new source of sheet metal, samples of the sheet metal need to be tested to verify compatibility with the calibration functions. New reflectors need to go through the calibration process shown below.

Flow chart. The flow chart displays the steps in calibrating sheet metal, as follows: 1. Obtain a set of five reflectors for testing. 2. Conduct measurements at three different known depths and convert T2 readings using previous calibration functions. 3. Subtract the actual depth from the calibrated depth. 4. If the difference is less than or equal to 3 mm, the calibration function is applicable for the new plates. If the difference is greater than 3 mm, a new calibration function is needed: Conduct measurements at six different known depths. Regress six data sets to obtain a polynomial calibration function.

1 The sheet metal gauge (sometimes spelled "gage") indicates the standard thickness of sheet metal for a specific material. As the gauge number increases, the material thickness decreases. A gauge 24 galvanized sheet is approximately 0.7 mm (0.03 in.) thick, and a gauge 28 galvanized sheet is approximately 0.4 mm (0.02 in.) thick.

Contact-For information related to the use of MIT-SCAN-T2 device, please contact the following:

Federal Highway Administration
Sam Tyson-sam.tyson@dot.gov

CPTP Implementation Team
Shiraz Tayabji, Fugro Consultants, Inc.-stayabji@aol.com

Research-This TechBrief was developed by Dan Ye, Ph. D., and Shiraz Tayabji, Ph.D., P.E., as part of the Federal Highway Administration's (FHWA's) Concrete Pavement Technology Program Task 65 product implementation activity.

Distribution-This TechBrief is being distributed according to a standard distribution. Direct distribution is being made to the Resource Centers and Divisions.

Availability-This publication is based on technical information compiled from various sources, as denoted in the list of references.

Key Words-Concrete pavement, pavement construction, pavement testing, pavement thickness, pavement performance, magnetic image tomography.

Notice-This TechBrief is disseminated under the sponsorship of the U.S. Department of Transportation in the interest of information exchange. The TechBrief does not establish policies or regulations, nor does it imply FHWA endorsement of the conclusions or recommendations. The U.S. Government assumes no liability for the contents or their use.

Quality Assurance Statement-FHWA provides high-quality information to serve Government, industry, and the public in a manner that promotes public understanding. Standards and policies are used to ensure and maximize the quality, objectivity, utility, and integrity of its information. FHWA periodically reviews quality issues and adjusts its programs and processes to ensure continuous quality improvement.


Concrete Pavement Technology Program logo

The Concrete Pavement Technology Program (CPTP) is an integrated, national effort to improve the long-term performance and cost-effectiveness of concrete pavements. Managed by the Federal Highway Administration through partnerships with State highway agencies, industry, and academia, CPTP's primary goals are to reduce congestion, improve safety, lower costs, improve performance, and foster innovation. The program was designed to produce user-friendly software, procedures, methods, guidelines, and other tools for use in materials selection, mixture proportioning, and the design, construction, and rehabilitation of concrete pavements.


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