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| The standard set of sieves, in SI units, are from smallest to largest: | ||
| 0.075 mm | 2.36 mm | 25.0 mm |
| 0.150 mm | 4.75 mm | 37.5 mm |
| 0.300 mm | 9.5 mm | 50.0 mm | 0.600 mm | 12.5 mm |
| 1.18 mm | 19.0 mm | |
Now consider the AASHTO standard sieve sizes and another sieve set commonly used which are listed in Table 1. Note the sieve opening size. The standard AASHTO set of sieves was specifically chosen to match sieve sizes that were used by researchers such as Nijboer, Goode and Lufsey (AAPT 1961), Richard Davis (AAPT 1965), and Huber and Shuler (ASTM 1991). The particle size increases in a geometric ratio of 2. Hence, starting from the 0.075 mm sieve, each next size is twice, or nearly so, the size of the previous sieve.
Table 1. Comparison of Standard and Non-Standard Sieve Sizes |
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| Standard | Non-Standard | ||
| English Equivalent | SI | English Equivalent | SI |
| 2 inch | 50.0 mm | 2 inch | 50.0 mm |
| 1-1/2 inch | 37.5. mm | 1-1/2 inch | 50.0 mm |
| 1 inch | 37.5 mm | 1-1/2 inch | 37.5 mm | 3/4 inch | 19.0 mm | 7/8 inch | 22.4 mm |
| 1/2 inch | 12.5 mm | 5/8 inch | 16.0 mm |
| #4 | 4.75 mm | 3/8 inch | 9.5 mm |
| #8 | 2.36 mm | 1/4 inch | 6.3 mm |
| #16 | 1.18 mm | #10 | 2.00 mm |
| #30 | 0.600 mm | #20 | 0.850 mm |
| #50 | 0.300 mm | #40 | 0.425 mm |
| #100 | 0.150 mm | #80 | 0.180 mm |
| #200 | 0.075 mm | #200 | 0.075 mm |
Now consider the non-standard sizes. Each successive size is not a constant ratio larger than the preceding size. In the smaller size sieves, less than 9.5 mm, the ratio of one sieve size to the next ranges from 1.5 to 3.2 instead of a consistent factor of 2.0. Inconsistencies between research done on maximum density lines and the non-standard set of sieves required adoption of the standard set of sieves. Superpave adopted the Asphalt Institute method of drawing the maximum density line and defining the nominal maximum size and maximum size. The Asphalt Institute approach is based on the standard set of sieve sizes.
SHRP investigated the history of the 0.45 power chart before adoption. The 0.45 power chart as used today is based upon work of Nijboer from the Netherlands and from Goode and Lufsey of the Bureau of Public Roads. Nijboer evaluated the packing of both quarried aggregates and uncrushed gravel. He found that the densest configuration occurred for a straight line gradation plotted on a 0.45 power chart. Goode and Lufsey validated the work of Nijboer for aggregates in the United States and further investigated the packing of various "typical" gradations used in the United States.
The work of Goode and Lufsey validated the 0.45 power chart and investigated one specific maximum density line for contrived typical gradations. The method proposed by Goode and Lufsey in their 1962 AAPT paper for determining where to draw the maximum density line is cumbersome and is not used by any agencies today.
Concurrent with SHRP, the FHWA formed an Expert Task Group on volumetric properties of asphalt mixes. The group investigated two methods of drawing maximum density lines. One method draws a line from the percent passing the 0.075 mm sieve to the first sieve passing 100%. The other method contained in the Asphalt Institute publications requires the line to be drawn from the origin to the maximum sieve size. Background and research supporting the Asphalt Institute method is published in ASTM Special Technical Publication No. 1147.
Within the SHRP research effort an expert task group was assigned to evaluate empirical mixture and aggregate properties. Using a modified Delphi process, consensus was reached to draw a maximum density line according to the method proposed by the Asphalt Institute.
Nominal maximum size - one size larger than the first sieve to retain more than 10% Maximum size - one size larger than nominal maximum size.These definitions are consistent with ASTM definitions except they are more specific. Published research (ASTM, STP 1147) demonstrates the importance of correctly defining the maximum size to ensure a valid maximum density line is drawn.
Based upon the history of aggregate gradation specification SHRP focused on the desired attributes of asphalt mixes and developed a method of gradation control using control points and a restricted zone instead of historical aggregate gradation specifications. An example gradation control is shown in Figure 1 for a 12.5 mm nominal maximum size mixture. Significant features of the gradation control include a restricted zone sitting atop the maximum density line between the 2.36 mm and 0.300 mm sieves and various control points.
The control points were selected to accomplish specific objectives. The four upper control points, minimum 100% passing maximum sieve size, 90 to 100% passing nominal maximum sieve size and maximum 90% passing sieve smaller than nominal maximum size, are a result of the definition of nominal maximum and maximum sieve size. For example, in Figure 1 by definition, if a gradation is not 100% passing 19.0 mm sieve, between 90 to 100% passing 12.5 mm sieve, and less than 90% passing 9.5 mm sieve, the gradation will not be a 12.5 mm nominal maximum size.

Gradation control points on the 2.36 mm sieve control the amount of sand sized particles in the mixture. The upper control point limits the amount of sand in the mixture to exclude sand-asphalt mixes which cannot be made which meet the specification. The lower control point ensures adequate sand is contained in the mix to ensure a dense graded mixture. An open graded, porous asphalt mixture cannot meet this gradation control point.
The restricted zone has been specified to ensure adequate aggregate structure is developed in the mixture. Gradation requirements specify that mixes must plot either above the restricted zone or below the restricted zone as specified by the agency. Mixes which pass above the restricted zone will tend to be sandier and have a weaker aggregate structure than mixes which pass below the restricted zone.
Mixes which pass below the restricted zone are constrained by the minimum percent passing the 2.36 mm sieve producing a narrow region within which the gradation must lie. Hence all mixes which pass below the restricted zone will tend to have similar sand contents.
The restricted zone encourages development of gap graded mixes. Mixes which pass below the restricted zone are gap graded. They develop an aggregate structure with the load carrying capacity provided by the large aggregate particles. Sand size particles play a more passive role.
Gap graded mix technology is highlighted in European mixture technology. SMA is a gap graded mixture in which load is carried on the stone to stone contact of coarse aggregate and the outer void space is filled with a filler-asphalt mastic. The role of the stone skeleton is to carry load and create high resistance to permanent deformation. The role of the mastic is to provide durability and long life for the pavement. Ideally the mastic should carry no load but should act as a passive filling in the spaces inside the coarse aggregate skeleton. Another example of gap graded mixture technology is draining asphalt which contains 20% air voids in place. Load carrying capability is provided by the stone on stone contact of coarse aggregate particles. The inter void space in this case contains air.
Mixtures meeting the Superpave gradation bands below the restricted zone are gap graded mixes in which load carrying capability is predominantly located in the aggregate interlock of the coarse aggregate particles. Space between the interlocked coarse aggregate particles is filled with a sand asphalt mixture. Hence, load carrying capabilities of Superpave mixes below the restricted zone are enhanced. If additional sand was added moving the gradation up into the restricted zone, sand particles would begin to separate the coarse aggregate particles reducing the load carrying capability of the mixture.
For more information on Superpave gradations, contact Gerry Huber or Bob McGennis.
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