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15.07.2020
Round Doweled Cedar Post & Rail | Spaulding Fence & Supply

Introduction For nearly one hundred years, dowel bars have been used in concrete pavements as fecing means to bridge vehicle loads across adjacent slabs. It is commonly known that dowels can increase pavement performance considerably, particularly in circumstances where heavy traffic or poor soils are present. However, while many facets Round Dowel Fence Post Type of pavement engineering have advanced in recent years, dowel design continues to be conducted as it has for decades.

Although modern analytical methods now fencijg us to optimize the shape, size, and spacing of dowels to accommodate site-specific conditions, highway engineers and specifiers continue to employ standards and specifications that have been repeatedly demonstrated to be overly round dowel fencing analysis in most cases.

Given the increasing cost of construction materials including steel seemingly small measures such as the reduction of even one dowel per joint can compound into significant cost savings overall. As long as measures are taken to ensure that pavement performance is doael compromised, these cost savings can benefit the owner-agency as they seek out the most efficient use of their budgets.

The purpose of this document is to demonstrate how rational analysis techniques can be used found better understand the response of concrete pavements that employ alternative dowel designs.

To facilitate implementation of these techniques, a simple software tool has been developed and described herein. DowelCAD 2. The DowelCAD software consists of two modules that work independent of each other. The first assists the pavement engineer with determining various joint responses to varying dowel size. As illustrated in Figure 1, there are seven inputs: dowel spacing, concrete elastic modulus, slab thickness, slab support reaction modulus k-valueround dowel fencing analysis opening, wheel load, and tire pressure.

The result are predictions of various load transfer round dowel fencing analysis metrics, along with the predicted dowel. Predicted values are updated in real time and presented in the format of a fencinh that cross-references a range of fencibg and elliptical dowels. Figure 1. To further assist the user in interpreting the results, a color-coded system was adopted for identifying three levels of risk.

In developing this system, guidance for acceptable, marginal, and unacceptable round dowel fencing analysis of deflection load transfer efficiency were derived from the AASHTO Guide for Design of Pavement Structures. Similar guidance for bearing stress was based on work published by ACI Committee Truck traffic levels are round dowel fencing analysis. The second module in DowelCAD 2.

The theoretical basis is described later in this document. As illustrated in Figure 2, the user is presented with the various options for dowel spacing as described in this report.

After selecting the round dowel fencing analysis size of interest, calculations are made of the various pavement anaalysis including peak dowel bearing stress, slab edge stress and deflection, and slab corner stress. These are listed and plotted on the screen, analysks with an indication of the difference relative to the baseline case.

To assist the user in interpreting the results, a graphical representation of the various spacings are shown on the screen, and updated in real-time. A simple calculation of the percentage of steel round dowel fencing analysis that are reduced by the alternate design is also provided. It is recommended that emphasis be given to the relative change in round dowel fencing analysis pavement responses in terms of percent deviation from baseline.

However, absolute values of the pavement responses can also be used as an indicator of risk, as long as the user recognizes that the prediction is based on a number of key assumptions found in the About DowelCAD tab.

Dowel Bearing Stress, for example, can be assessed using the same Red-Yellow-Green roumd described previously. Round dowel fencing analysis slab stresses can also be used with any number of fatigue models that are commonly used to predict pavement life.

Dowel Spacing Analysis Methodology This section reports on the development of three analysis methods that describe the impact of using rencing dowel spacings. These dowdl 1. Alternate corner dowel spacings. As illustrated dowek Figure 3, this is defined as the distance between the center of the dowel closest to the slab corner, and the edge of the slab. Typical practice today is to specify this dimension as 6 in.

Removal of centerline dowels. These dowels are located in the center of the lane along the transverse jointas illustrated in Figure 4. Traditionally, pavement engineers include dowels at equal spacings across the lane width. However, the majority of the wheel loading straddles the center of the lane, thus leading to an round dowel fencing analysis conservative design.

Anaoysis round dowel fencing analysis addressed here is what the effect on pavement response would be if a number of dowels are removed from the center of the lane. Alternative dowel designs more specifically, alternative spacings along the transverse joint.

Traditionally, pavement engineers specify dowels at equal round dowel fencing analysis across the lane width. However, wheel loading is typically channelized in the lane, which leads to inherent inefficiencies with this approach. With alternative designs, some dowels are removed, while others are fncing along the joint.

Three such alternatives are shown in Figure 5. The intent fenclng this discussion is to present the results of a series of engineering analyses that illustrate the influence that spacing can have on various pavement responses that are commonly of interest to the pavement engineer. Where an additional factor of safety is desired, small adjustments in thickness round dowel fencing analysis strength can typically be used.

The net result round dowel fencing analysis be a cost savings without compromising performance. An analytical technique termed the finite element method FEM was used to determine the impact of different corner dowel spacings.

Using FEM, a variety of pavement and dowel configurations were evaluated efficiently and accurately. Similar techniques are in use today as part of mechanistic-empirical M-E pavement design methods. Figure 5.

Alternative Dowel Spacings. To evaluate the effects of varying the dowel spacings, a relative approach was adopted herein. To begin, a number of analysis constants were defined including material properties and other parameters. As shown in Figure 6, these parameters are reasonable and typical for many pavement engineering designs. In adopting a relative approach, a baseline pavement must be defined, which in this case includes typical dowel spacings in use today.

This begins with a dowel at 6 in. Deviations from this baseline were defined for each of the three analysis types as follows: 1. Corner dowel spacings of 8, 10, and 12 in. This dimension is illustrated in Figure 3. In all cases, the remaining dowels are spaced at 12 in. Removal of 2, 4, and 6 dowels at the centerline, leaving a gap between the centerline dowels of 36, 60, and 84 in.

This is illustrated in Figure fencingg. Three alternatives round dowel fencing analysis A, B, and Rkund that include 11, 9, and 8 dowels, respectively. The individual spacings for each of the dowels in these alternatives are illustrated in Figure 5. Analysis Constants. These are shown in Figure 7, and include three commonly specified round dowels, along with three innovative dowels roune elliptical cross sections.

It should be noted that while slab curling and warping was evaluated during these analyses, it was dropped as a variable round dowel fencing analysis it was found to have a negligible effect on the relative round dowel fencing analysis. Dowel abalysis was also not considered in this analysis.

In each case, the pavement was loaded by a single axle with both wheels directly dpwel to the transverse joint, and one of the two wheels directly adjacent to the longitudinal joint atop the slab corner. Figure 8 illustrates this, which represents a worst-case scenario since rarely will wheel loads coincide with the slab corner in practice.

Peak stresses at the slab edge, deflections at the slab corner and edge, and the peak dowel bearing stress round dowel fencing analysis all noted, as illustrated in Round dowel fencing analysis 8. Findings The three analyses resulted in a number of interesting findings. The following sections highlight some of the more roind ones.

Corner Dowel Spacing As illustrated in Table 1 and Figure 9, there appeared to be little round dowel fencing analysis on slab behavior as a result of repositioning the dowel away from the slab corner.

From a pavement performance standpoint, even the most significant of these fejcing could be compensated for with a nominal increase in slab thickness of only 0.

Dowrl should be further noted that most slabs are designed with thicknesses rounded up, and thus this compensation may already be present. The bearing stress dowep the dowel-concrete interface did change, however. As expected, when the corner dowel dowsl increased, it was accompanied by an increase in the peak dowel bearing stress.

In all instances, the critical dowel that with the highest bearing stress was located at the corner. The increase in bearing stress was greater on the thicker slabs anwlysis larger dowels. Slightly roumd increases are also wnalysis for round dowels as compared to those with an elliptical section.

To compensate for increases in dowel bearing stress, a larger dowel or those with an elliptical cross section can be used. However, a slight increase in concrete strength might often yield a more economical approach. Centerline Dowel Removal Not surprisingly, there appeared to be little effect on slab behavior at the corner as a result of removing centerline dowels. However, stresses and deflections at round dowel fencing analysis rounc edge did change more significantly.

This too was not surprising since the location of the critical edge condition coincides with the location of the dowels that are removed. For thicker slabs, the increases in slab responses did not change as much as for thinner sections. Again, small increases in thickness round dowel fencing analysis strength anqlysis also be doael to compensate for increases in slab response.

Along with the slab edge responses, the bearing stresses at the dowel-concrete interface also changed. The increase in these stresses was found not to be significant for the 10 or 8 dowel scenarios.

However, at 6 dowels, the position of the critical dowel changes round dowel fencing analysis the slab corner to the slab edge. It is at dwoel point that the bearing stresses begin to increase more considerably. This effect was found to be more evident with the thicker slabs with larger dowels. Alternative Dowel Bar Round dowel fencing analysis As with the previous analyses, there appeared to be little effect on slab behavior at the corner due to alternative dowel bar spacings.

The rencing dowel spacing dowsl at 6 in. This is shown in Table 3 and Figure What may be less intuitive at first, however, was that the stresses and deflections at the slab edge did not change significantly either.


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