Interchanges

An interchange is defined as a system of interconnecting roadways in conjunction with one or more grade separations that provides for the movement of traffic between two or more roadways or highways on different levels. Interchanges are utilized on freeways and expressways, where access control is important. They are used on other types of facilities only where crossing and turning traffic cannot be accommodated by a normal at-grade intersection.

Interchange Spacing. Interchanges should be located close enough together to properly discharge and receive traffic from other highways or streets, and far enough apart to permit the free flow and safety of traffic on the main facility. In general, more frequent interchange spacing is permitted in urbanized areas. Minimum spacing is determined by weaving requirements, ability to sign, lengths of speed change lanes, and capacity of the main facility. Interchanges within urban areas should be spaced not closer than an average of 2 mi (3.2 km), in suburban sections an average of not closer than 4 mi (6.4 km), and in rural sections an average of not closer than 8 mi (12.9 km). In consid­eration of the varying nature of the highway, street, or road systems with which the freeway or expressway must connect, the spacings between individual adjacent inter­changes may vary considerably. In urban areas, the minimum distance between adjacent interchanges should not be less than 1 mi (1.6 km), and in rural areas not less than 2 mi (3.2 km).

Interchange Type. The most commonly used types of interchanges where two routes cross each other are the diamond, cloverleaf, and directional interchanges. When one route ends at an interchange with another route, a trumpet or three-leg directional interchange can be used. Figure 2.40 shows schematic examples of the various types of interchanges. The trumpet interchange (a) has one loop ramp in its design, which is a lower-speed ramp. The three-leg directional interchange (b) incorporates all high­speed ramps in its design. The “one quadrant” interchange (c) has a two-way ramp with at-grade intersections, all in one quadrant of the interchange. This is used primar­ily in urban areas where the routes are both two-way roadways. Typically, this is uti­lized as a first stage in a developing area. Right of way in one or more other quadrants is purchased to allow for future expansion. The diamond interchange (d) is the most common type where a major facility intersects a minor facility. The capacity is limited by the at-grade intersections at the minor crossroad. The single-point urban inter­change (SPUI) shown in (e) can be used when the minor road traffic volume increases and the diamond operation begins to bog down or fail. It allows the use of a single intersection and usually operates on a three-phase traffic signal. Opposing left turns from either the ramps or the side road do not cross paths and therefore can run in the same phase. The third phase is the through traffic on the side road. The partial clover – leaf interchange (f) can be designed to allow some free-flow right turns from the minor road or at least eliminate the need for left turns from the minor road. Signals are usually required to allow access for left-turning vehicles from the ramps onto the minor road. The full cloverleaf interchange (g) eliminates the need for at-grade signalized intersec­tions by providing continuous-flow movements for all traffic. This is used when two major freeways or freeway-style roadways intersect. Under high volumes of traffic, the short weaving distance between the interior ramp terminals creates congestion problems. The use of collector-distributor roads can alleviate some of this problem by separating the through traffic from the entering/exiting traffic. The all-directional four-leg interchange (h) is the most efficient in terms of handling traffic, but is also usually the most expensive. It requires the most right of way and the incorporation of additional bridge structures to accommodate four levels of traffic.

Two-Way Left Turn Lanes

A two-way left turn lane may be considered a special type of “intersection” design, since its purpose is to provide a separate lane for traffic in both opposing lanes to slow down and turn out of the traffic stream in front of opposing traffic. Rather than concentrate the left turners at a single crossroad intersection, the two-way left turn lane spreads out the turning movements over a continuous stretch of roadway. Mid-block left turns are often a serious problem in urban and suburban areas. They can be a safety problem due to angle accidents with opposing traffic as well as rear-end accidents with traffic in the same direction. Mid­block left turns also restrict capacity. Two-way left turn lanes (TWLTLs) have proven to be a safe and cost-effective solution to this problem. TWLTLs should be considered whenever actual or potential mid-block conflicts occur. This is particularly true when accident data indicate a history of mid-block left turn-related accidents. Closely spaced driveways, strip commercial development, and multiple-unit residential land use along the corridor are other indicators of the possible need for a TWLTL. Some guidelines that may be used to justify the use of TWLTLs are listed below:

• 10,000 to 20,000 vehicles per day for four-lane highways

• 5000 to 12,000 vehicles per day for two-lane highways

• 70 mid-block turns per 1000 ft (305 m) during peak hour

• Left turn peak hour volume 20 percent or more of total volume

• Minimum reasonable length of 1000 ft (305 m) or two blocks

Widths for TWLTLs are preferably the same as through lane widths. Lane widths may be reduced to as little as 10 ft (3.0 m) in restricted areas. Care should be taken not to make a TWLTL wider than 14 ft (4.3 m), since this may encourage shared side-by-side use of the lane.

Indoor Air Usually Is Dirtier Than Outdoor Air

Because indoor air starts as outdoor air, then grows more polluted from contaminants in a house (see "Indoor Air Pollutants," p. 32),
indoor air needs to be cleaned.

Flushing a house with fresh air removes much of the indoor pollution.

Indoor Air Usually Is Dirtier Than Outdoor Air
The most obvious way to control some contaminants is to isolate them. Paint thinner and other poisons can be stored in a garden shed. Another way to control contaminants is to eliminate them from the construction process: Use low-VOC paint, low-emitting carpet, and solid wood, rather than particleboard, in furniture and cabinetry. A third way to control the pol­lution level in a house is to exhaust spaces where contaminants are produced, such as kitchens, laundries, utility/storage rooms, and bathrooms. But even after you’ve iso­lated, eliminated, and exhausted, there are still pollutant sources that are most practi­cally diluted with controlled whole-house ventilation.

At-Grade Intersections

At-grade intersections should be designed to promote the safe movement of traffic on all legs with a minimal amount of delay to drivers using the intersection. The amount of delay a driver experiences is the measure of effectiveness for signalized intersections as used in capacity analysis. Factors to be considered in designing an intersection are:

• Traffic volumes on all legs, including separate counts for turning vehicles

• Sight distance

• Traffic control devices

• Horizontal alignment

• Vertical alignment

• Radius returns

• Drainage design

• Islands

• Left turn lanes

• Right turn lanes

• Additional through lanes

• Recovery areas

• Pedestrians

• Bicycles

• Lighting

• Development of adjacent property

Traffic Volumes. No intersection can be properly designed without first obtaining accurate traffic counts and reliable projections for the design year of the project. Traffic counts are best determined from actual field counts, including all turning movements, and are broken down by vehicle type. Vehicle types are divided into two groups. The first group includes passenger cars and type A commercial vehicles (pickup trucks and light delivery trucks not using dual tires). The second group includes type B commercial vehicles (tractor, semitrailer, truck-trailer combinations) and type C com­mercial vehicles (buses, dual-tired trucks with single or tandem rear axles). Adjustments are made to field counts to allow for day of the week, month of the year, time of day, and other site-related factors that may have a significant effect on the counts. Most urbanized areas have regional planning agencies that either provide or certify the traffic data used in intersection design.

Traffic Control. There are four basic types of traffic control at at-grade intersections:

• Cautionary, or nonstop, control

• Stop control for minor traffic

• Four-way stop control

• Signal control

In discussing at-grade intersections, the terms major roadway and minor roadway are sometimes used to distinguish between the two roads. The major roadway usually has a higher functional classification and a greater volume of traffic.

Cautionary, or nonstop, control is used only in special circumstances, such as at an entrance terminal on a freeway. Stop control for the minor roadway is one of the most common treatments found in practice. In these cases, the traffic volumes on the minor roadway are light enough that a signal is not required. The major roadway apparently has volumes low enough to allow gaps for the minor road traffic to enter or cross the intersection. Four-way stop control is effective in situations where the roadways have nearly equal traffic volumes but not great enough volume to justify installing a signal. Finally, signal control is used for intersections where volumes are large enough to preclude using one of the other types.

Sight Distance. Adequate sight distance is an important consideration when designing an at-grade intersection. The alignment and grade on the major roadway should, as a minimum, provide stopping sight distance as given in Table 2.2. The criteria for inter­section sight distance (Table 2.3) should also be met wherever possible. Figure 2.7 illustrates the lines of sight involved in intersection design.

Horizontal Alignment Considerations. It is best to avoid locating an intersection on a curve. Since this is often impossible, it is recommended that intersection sites be selected where the curve superelevation is 1/2 in/ft (22 mm/m) or less. It is also recom­mended that intersections be located where the grade on the major roadway is 6 per­cent or less, with 3 percent the desirable maximum. Intersection angles of 70° to 90° are provided on new or relocated roadways. An angle of 60° may be satisfactory if right-of-way is to be purchased for a future grade separation and the smaller angle will avoid reconstruction of the intersecting road. In such cases, it may be desirable to locate the intersection so the separation structure can be constructed in the future without disrupting the intersection operation.

Relocation of the minor road is often required to meet the desired intersection location, to avoid roadway segments with undesirable vertical alignments, and to adjust intersection angles. Horizontal curves on the minor roads should be designed to meet the design speed of the road. The minor road alignment should be as straight as possible. Figure 2.31 shows the alignment for a typical rural crossroad relocation.

Vertical Alignment Considerations. On roadways with stop control at the intersec­tion, the portion of the intersection located within 60 ft (18 m) of the edge of the mainline pavement is considered to be the intersection area. The pavement surface within this intersection area should be visible to the driver within the limits of the mini­mum stopping sight distance listed in Table 2.2. By being able to see the pavement surface (height of object of zero), the driver (height of eye of 3.5 ft or 1.07 m) can observe the radius returns and pavement markings and recognize an approaching intersection. Figure 2.32 shows acceptable practice for design of the intersection area.

Combinations of pavement cross slopes and profile grades may produce unacceptable edge of pavement profiles in the intersection area. For this reason, edge of pavement profiles should be plotted and graphically graded to provide a smooth profile. Profile

At-Grade Intersections

Note 1. Curve—This portion of the crossroad can occur by itself at “T” type or three-legged intersections.

If possible, the radius of this curve should be commensurate with the design speed of the crossroad. Often, the length of the required profile controls the work length. The horizontal curvature is then chosen so it can be accomplished within this work length. Regardless of the length of the profile adjustment, it is desirable to provide at least a 230-ft (70-m) radius for this curve. When a 230-ft (70-m) radius incurs high costs, it is permissible to reduce this radius to a minimum of 150 ft (46 m).

Note 2. Tangent and Approach Radii—The crossroad in this area should have a tangent alignment. For the condition shown, the alignment between the radius returns is tangent from one side of the road to the other. However, at some intersections with a minor through movement (for example, crossroad intersections of standard diamond ramps) it may be desirable to provide different intersection angles on each side of the through road.

Note 3. Curve—The statements in (1) above also apply to this curve. With the reverse curve condition shown, the radius will often not exceed 250 ft (76 m) because flatter curves make the relocation extraordinarily long.

Note 4. Tangent—This tangent should be approximately 150 ft (46 m) in length for 30 or 40 mi/h (48 or 64 km/h) design speeds on the existing road, and approximately 250 ft (76 m) for 50 or 60 mi/h (80 or 97 km/h) design speeds. These lengths are generous enough to allow reasonable superelevation transitions between the reverse curves. In general, it is usually not desirable to make this tangent any longer than required. If a longer tangent can be used, the curvature or intersection angle can be improved and these two design items are more important.

Note 5. Curve—This curve should be much flatter than the other two curves. It should be capable of being driven at the normal design speed of the existing crossroad.

FIGURE 2.31 Typical rural crossroad relocation. (From Location and Design Manual, Vol. 1, Roadway Design, Ohio Department of Transportation, with permission)

At-Grade Intersections
Подпись: V.C.
Подпись: Minimum Stopping Sight Distance
Подпись: Grades and vertical Curves
Подпись: Note І. 5X maximum grades are permitted and
Подпись: 3.5'Height of Eye
Подпись: Si.Srodt tan9enf
Подпись: drain
Подпись: Mote з

At-Grade IntersectionsFIGURE 2.32 Crossroad profile for stop condition where through road has normal crown. Conversion: 1 ft = 0.305 m. (From Location and Design Manual, Vol. 1, Roadway Design, Ohio Department of Transportation, with permission)

grades within the intersection area for stop conditions are shown in Figs. 2.32 and 2.33. The grade outside the intersection area is controlled by the design speed of the cross­road. Normal design practices can be used outside the intersection area with the only restriction on the profile being the sight distance required as discussed above.

Grade breaks are permitted at the edge of the mainline pavement for a stop condi­tion. If these grade breaks exceed the limits given in note 3 of Fig. 2.32, they should be treated according to note 3 of Fig. 2.33. Several examples are shown in Fig. 2.33 of the use of grade breaks or short vertical curves adjacent to the edge of through pavement.

Signalized intersections require a more sophisticated crossroad profile. Whenever possible, roadway profiles through the intersection area of a signalized intersection should be designed to meet the design speed of the roads. Grade breaks at signalized

At-Grade Intersections

At-Grade Intersections

FIGURE 2.33 Crossroad profiles for stop condition where through road is superelevated. Conversion: 1 ft = 0.305 m. (From Location and Design Manual, Vol. 1, Roadway Design, Ohio Department of Transportation, with permission)

intersections should be in accordance with Table 2.17. Since the grade break across a normal crowned pavement is usually 3.12 percent, it should be noted that the crown must be flattened. This will allow vehicles on the crossroad to pass through the intersection on a green signal safely without significantly adjusting their speed. The sight distance requirements within the intersection area that were discussed for stop-controlled road­ways are also applicable for signalized intersections. Figure 2.34 shows examples of crossroad profiles through a signalized intersection.

Radius Returns at Intersections. Intersection radii in rural areas should normally be 50 ft (15 m), except lesser, but no less than 35 ft (11 m), radii may be used at minor

At-Grade Intersections

FIGURE 2.34 Examples of crossroad profiles through signalized intersection. (From Location and Design Manual, Vol. 1, Roadway Design, Ohio Department of Transportation, with permission)

intersecting roads if judged appropriate for the volume and character of turning vehi­cles. Radii larger than 50 ft (15 m), a radius with a taper, or a three-center curve should be used at any intersection where the design must routinely accommodate semitrailer truck turning movements. Truck turning templates should be used to deter­mine proper radii and stop bar location. Figure 2.35 shows an example of a turning template for a WB-50 semitrailer truck. Complete sets of turning templates may be obtained from the Institute of Traffic Engineers (Ref. 12). Also available for use with CAD drawings is a CAD-based software product called AutoTURN which is available from Transoft Solutions (Ref. 16). When used in applications with CAD drawings, it reproduces the turning paths for a wide variety of design vehicles. When truck turning

12.95 m [42.5 ft] Trailer

Подпись:

templates are used, a 2-ft (0.6-m) clearance should be provided between the edge of pavement and the closest tire path.

Corner radii at street intersections in urban areas should consider the right-of-way available, the intersection angle, pedestrian traffic, approach width, and number of lanes. The following should be used as a guide:

• Radii of 15 to 25 ft (4.6 to 7.6 m) are adequate for passenger vehicles and may be provided at minor cross streets where there are few trucks or at major intersections where there are parking lanes.

• Radii of 25 ft (7.6 m) or more should be provided at minor intersections on new or reconstruction projects where space permits.

• Radii of 30 ft (9.1 m) or more should be used where feasible at major cross street intersections.

• Radii of 40 ft (12.2 m) or more, three-centered compound curves, or simple curves with tapers to fit truck paths should be provided at intersections used frequently by buses or large trucks.

Drainage Considerations. Within the intersection area, the profile of the crossroad should be sloped wherever possible so the drainage from the crossroad will not flow across the through road pavement. For a stop condition, the 10 ft (3.0 m) of crossroad profile adjacent to the through pavement is normally sloped away from the through pavement, using at least a 1.56 percent grade, as shown in Fig. 2.32. The profiles of curbed radius returns within the intersection may be adjusted to accommodate location of catch basins. It is recommended that exaggerated profiles be used to make adjust­ments. To ensure smooth transitions around the returns, plot the pavement edges for at least 25 ft (7.6 m) going away from the returns for each leg of the intersection.

Islands at Intersections. In intersection design, an island is defined as an area between traffic lanes that has been delineated to control traffic movements through the intersection. An island may be curbed or uncurbed. It may be concrete, grass, or the same material as the traffic lanes. Islands may be used at intersections for the following reasons:

• Separation of conflicts

• Control of angle of conflict

• Reduction in excessive pavement areas

• Favoring a predominant movement

• Pedestrian protection

• Protection and storage of vehicles

• Location of traffic control devices

Although certain situations require the use of islands, they should be used sparingly and avoided wherever possible. Curbed islands are most often used in urban areas where traffic is moving at relatively low speeds, 40 mi/h (64 km/h) or less, and fixed-source lighting is available. Curbed islands with an area smaller than 50 ft2 (4.6 m2) in urban locations and 75 ft2 (7.0 m2) in rural areas should generally not be used. An area of 100 ft2 (9.3 m2) is preferred in either case. Where pedestrian traffic will be using curbed islands, the islands must be provided with curb ramps. Islands delineated by pavement markings are often preferred in rural or lightly developed areas, when approach speeds are rela­tively high, where there is little pedestrian traffic, where fixed-source lighting is not provided, or where traffic control devices are not located within the island. Nonpaved islands are normally used in rural areas. They are generally turf and are depressed for drainage purposes.

Left Turn Lanes. Probably the single item having the most influence on intersection operation is the treatment of left-turning vehicles. Left turn lanes are generally desirable at most intersections. However, cost and space requirements do not permit their inclu­sion in all situations. Intersection capacity analysis procedures should be used to determine the number and use of all lanes. Left turn lanes are generally required under two conditions: (1) when left turn design volumes exceed 20 percent of total directional approach design volumes, and (2) when left turn design volumes exceed 100 vehicles per hour in peak periods.

Opposing left turn lanes should be aligned opposite each other because of sight distance limitations. They are developed in several ways depending on the available width between opposing through lanes. Figure 2.36a shows the development required when additional width must be generated. The additional width is normally accomplished by widening on both sides. However, it could be done all on one side or the other. In Fig. 2.36b, the median width is sufficient to permit the development of the left turn lane. Figure 2.37 shows the condition where an offset left turn lane is required to obtain adequate sight distance in wide medians.

In developing turn lanes, several types of tapers may be involved as shown in Fig. 2.36:

Approach taper. An approach taper directs through traffic to the right. Approach taper lengths are calculated using Eq. (2.5) or (2.6).

Departure taper. The departure taper directs through traffic to the left. Its length should not be less than that calculated using the approach taper equations. Normally, however, the departure taper begins opposite the beginning of the full-width turn lane and continues to a point opposite the beginning of the approach taper.

Diverging taper. The diverging taper is the taper used at the beginning of the turn lane. The recommended length of a diverging taper is 50 ft (15 m).

Tables 2.26 and 2.27 have been included to aid in determining the required lengths of left turn lanes at intersections. After determining the length of a left turn lane (Table 2.26), the designer should also check the length of storage available in the adjacent through lane(s) to ensure that access to the turn lane is not blocked by a backup in the through lane(s). To do this, Table 2.27 may be entered using the average number of through vehicles per cycle, and the required length read directly from the table. If two or more lanes are provided for the through movement, the length obtained should be divided by the number of through lanes to determine the required storage length.

It is recommended that left turn lanes be at least 100 ft (30 m) long, and the maxi­mum length be no more than 600 ft (183 m). The width of a left turn lane should desirably be the same as the normal lane widths for the facility. A minimum width of 11 ft (3.4 m) may be used in moderate – and high-speed areas, while 10 ft (3.0 m) may be provided in low-speed areas. Additional width should be provided whenever the lane is adjacent to a curbed median as discussed previously under “Position of Curb.”

Double Left Turn Lanes. Double left turn lanes should be considered at any signalized intersection with left turn demands of 300 vehicles per hour or more. The actual need should be determined by performing a signalized intersection capacity analysis. Fully protected signal phasing is required for double left turns. When the signal phasing permits

At-Grade Intersections

FIGURE 2.36 Turning lane designs showing roadway taper. (a) Left turn lane with no median or median width less than WL. (b) Left turn lane with median wider than WL. (c) Right turn lane. Conversions: 50 ft = 15 m, 100 ft = 30 m. (From Location and Design Manual, Vol. 1, Roadway Design, Ohio Department of Transportation, with permission)

simultaneous left turns from opposing approaches, it may be necessary to laterally offset the double left turn lanes on one approach from the left turn lane(s) on the opposing approach to avoid conflicts in turning paths. Figure 2.38 provides an example. All turning paths of double left turn lanes should be checked with truck turning templates allowing 2 ft (0.6 m) between the tire path and edge of each lane. Expanded throat widths are necessary for double left turn lanes as illustrated in Fig. 2.39.

Подпись: 158At-Grade Intersections

Подпись:NOTE

I. Determine о minimum length for S by multiplying 8 times The lot era I offset and adding 50 ft.

Using the design Turninq volume, obtain the required storage length from Table 2.26. Use the greater of these^ two numbers for L2. If the length from ТаЫе2.26 is the greater value, increase the tangent area at the intersection.

TABLE 2.26 Determination of Length of Left Turn Lanes

Type of

traffic control

Turn demand volume for design speed, mi/h

30-

-35

40-

-45

50-

-60

High

Low*

High

Low*

High

Low*

Signalized

A

A

B or C

B or C

B or C

B or C

Unsignalized stopped crossroad

A

A

A

A

A

A

Unsignalized through road

A

A

C

B

B or C

B

Conversions: 1 mi/h = 1.609 km/h, 1 ft = 0.305 m.

Condition A: storage only:

Length = 50 ft (diverging taper) + storage length Condition B: high-speed deceleration only:

Design speed, mi/h Length (including 50-ft diverging taper), ft

40

125

45

175

50

225

55

285

60

345

Condition C: moderate-speed deceleration and storage:

Design speed, mi/h

Length (including 50-ft diverging taper)

40

111

45

125

50

143

+ storage length

55

164

60

181 ,

*Low is considered 10% or less of approach traffic volume.

^Whichever is greater.

Source: Location and Design Manual, Vol. 1, Roadway Design, Ohio Department of Transportation,

with permission.

Right Turn Lanes. Exclusive right turn lanes are less critical in terms of safety than left turn lanes. However, right turn lanes can significantly improve the level of service of signalized intersections. They also provide a means of safe deceleration for right­turning traffic on high-speed facilities and separate right-turning traffic from the rest of the traffic stream at stop-controlled or signalized intersections. As a general guideline, an exclusive right turn lane should be considered when the right turn volume exceeds 300 vehicles per hour per lane.

Figure 2.36c shows the design of right turn lanes. Table 2.27 may be used in prelimi­nary design to estimate the storage required at signalized intersections. The recom­mended maximum length of right turn lanes at signalized intersections is 800 ft (244 m), with 100 ft (30 m) the minimum length.

The blockage of the right turn lane by the through vehicles should also be checked using Table 2.27. With right-turn-on-red operation, it is imperative that access to the right turn lane be provided to achieve full utilization of the benefits of this type of operation.

The width of right turn lanes should desirably be equal to the normal through lane width for the facility. In low-speed areas, a minimum width of 10 ft (3.0 m) may be provided. Additional lane width should be provided when the right turn lane is adjacent to a curb.

TABLE 2.27 Storage Length at Intersections

Average no. of vehicles per cycle*

Required length, ft

Required length, m

Average no. of vehicles per cycle*

Required length, ft

Required length, m

1

50

15

17

600

183

2

100

30

18

625

190

3

150

46

19

650

198

4

175

53

20

675

206

5

200

61

21

725

221

6

250

76

22

750

229

7

275

84

23

775

236

8

325

99

24

800

244

9

350

107

25

825

251

10

375

114

30

975

297

11

400

122

35

1125

343

12

450

137

40

1250

381

13

475

145

45

1400

427

14

500

152

50

1550

472

15

525

160

55

1700

518

16

550

168

60

1850

564

*Average vehicles/cycle = [DHV (turning lane)]/(cycles/hour)

If cycles/hour are unknown, assume:

Unsignalized or 2-phase—60 cycles per hour

3-phase—40 cycles per hour

4-phase—30 cycles per hour

Source: Location and Design Manual, Vol. 1, Roadway Design, Ohio Department of Transportation,

with permission.

Double Right Turn Lanes. Double right turn lanes are rarely used. When they are justified, it is generally at an intersection involving either an off-ramp or a one-way street. Double right turn lanes require a larger intersection radius [usually 75 ft (23 m) or more] and a throat width comparable to a double left turn (Fig. 2.39).

Additional Through Lanes. Normally, the number of through lanes at an intersection is consistent with the number of lanes on the basic facility. Occasionally, through lanes are added on the approach to enhance signal design. As a general suggestion, enough main roadway lanes should be provided that the total through plus turn volume does not exceed 450 vehicles per hour per lane.

Recovery Area at Curbed Intersections. When a through lane becomes a right-turn – only lane at a curbed intersection, an opposite-side tapered recovery area should be considered. The taper should be long enough to allow a trapped vehicle to escape, but not so long as to appear like a merging lane. Taper lengths may vary from 200 to 250 ft (61 to 76 m) depending on design speed.

Pedestrians. Whenever sidewalks approach a curbed intersection, curb ramps must be provided, lining up with the crosswalks. At signalized intersections, when pedestrians are moving concurrently with traffic on one of the phases, sufficient time must be provided on the phase to allow pedestrians to cross the intersection. This is especially significant on intersections with large radii or multiple through lanes. There may be situations where pedestrian volumes will require a separate phase of the signal to be dedicated to their passage.

Islands created by excess pavement are normally Identified using pavement marking

Подпись:Подпись:Подпись: шшПодпись: (See Table Below)At-Grade IntersectionsПодпись:* Use Table 2.27 to determine storage length. For offset left turn lanes, minimum storage length equals 8 x offset + 50′.

Taper Is used when duolleft turn lanes are offset.

д If opposite approach hos one left turn lane, these lanes should line up.

FIGURE 2.38 Layout for double left turn lanes with lateral offsets. Conversions: 1 mi/h = 1.609 km/h, 1 ft = 0.305 m. {From Location and Design Manual, Vol. 1, Roadway Design, Ohio Department of Transportation, with permission)

A= mostly "P* vehicles, some *SU’ trucks

Подпись:Подпись:At-Grade Intersections

Подпись: INSIDE RADIUS R («) EXPANDED THROAT WIDTH W (ft) DESIGN TRAFFIC CONDITIONS A 0 c 50 31 36 45 75 29 33 38 IOO 28 31 35 150 28 29 32 200 26 28 30

B= sufficient *SU* trucks to govern design, some semitrailers

C= sufficient bus and combi­nation types to govern design

Generally, A is when T < 5X В is when T * 5-Ю»

C is when T > ЮX T= percentage of type В and C trucks in Design AOT

F = (W – 24)/2

F

a

b

<2.0

0

0

2.0-3.9

40

4

4.0-5.9

45

6

6.0-9.0

50

8

Other Considerations. On designated bikeway routes, bicycles may have their own lane approaching the intersection. This will require special handling in cases where right-turning vehicles may be crossing the path of through bicycle traffic. The designer should consult with a bicycle facility design reference before proceeding with the intersection design.

Providing fixed-source lighting at intersections, especially in urban areas, is always a safety benefit to drivers. It is particularly important for large-area intersections and channelized intersections, since turning paths may be difficult to determine at night.

The development of adjacent property can sometimes have a detrimental effect on intersection design, since driveways accessing the development may be located too close to the intersection. Whenever possible, accesses to adjacent properties should be located far enough from the intersection so as not to interfere with turn lane design.

. INTERSECTION DESIGN

An intersection is defined as an area where two or more roadways join or cross. Each roadway extending from the intersection is referred to as a leg. The intersection of two roadways has four legs. When one roadway ends at the intersection with another roadway, a three-leg intersection, or T intersection, is formed. Some intersections have more than four legs, but this design should be avoided, since the operation of traffic movements
is usually inefficient. There are three general types of intersections: (1) at-grade, where two or more roadways cross in the same vertical plane, (2) grade-separated, where one roadway is bridged over or tunneled under the other roadway but no turning movements are allowed, and (3) interchanges, a special type of grade-separated intersection where turning movements are accommodated by ramps connecting the two roadways.

Techniques TERMITE CONTROL

WHEN I WAS STUDYING at UCLA in the early 1950s, I lived in a small house that was held together by stucco on the outside and plaster on the inside. The wall framing had long been devoured by families of termites. Today, a number of defen­sive strategies are used to deter termites. Check with the building inspector and with builders in your area to find out which of the following strate­gies are used locally and how they work with differ­ent types of foundations.

Keeping wood dry. Termites like wet wood. Scrap wood buried at a job site can attract an infes­tation. And once they’re finished with that Lumber, they’ll look for other wet wood, such as wood siding in contact with the ground or moisture-laden floor joists in a damp crawl space. Eliminate the supply of wet wood and termites will be motivated to look elsewhere.

Pressure-treated wood. Today, most houses are required to have at least some wood that ter­mites don’t eat. Pressure-treated wood qualifies, but on most houses it’s used only as the mudsill atop the foundation. A more extensive use of pressure-treated wood (in the joists over a crawl space, for example) provides good protection in termite-prone areas.

Pesticide treatment. A licensed pest-control contractor can apply termiticide (termite-targeting pesticide) around footings and foundations before backfilling to create a barrier that deters insects.

Termite shields. This metal flashing is installed between the top of the foundation and the mudsill. The shield makes it more difficult for termites to build their earth-tone access tubes between the ground and the floor framing. The shield also makes the tubes easier to spot curing an inspection.

Подпись: Safety on the fob DEALING WITH RADONTechniques TERMITE CONTROLПодпись:Подпись: і іПодпись: Helping HandПодпись: Wait to carpet over concrete. Make sure you let a concrete slab dry out well (for several months) before laying carpet on it. If you don't, the carpet adhesive may not hold properly and your carpet could rot possibly posing a health hazard.

be applied. Asphalt-type coalings are popular because they are inexpensive and have been used for manv years. More effective and more expensive coatings are also available and should be considered when you’re building in soil that stays wet for extended periods of time. No matter how good a waterproof coat­ing is supposed to he, it shouldn’t be your only line of defense against under-house moisture (see the sidebar on p. 48).

Materials BUILDING WALLS WITH INSULATED CONCRETE FORMS

Materials BUILDING WALLS WITH INSULATED CONCRETE FORMS

INSULATED CONCRETE FORMS (known as ICFs) offer builders an easy way to build insulated con­crete walls for crawl space and basement founda­tions. Made from polystyrene or another rigid foam, these forms are designed to stay in place; they aren’t stripped off like standard forms.

It doesn’t take a lot of building skill to stack these blocks properly. On a recent job in Oregon, we snapped chalklines on the concrete footing to mark where the first course of form blocks would fit. We then started from the corners and laid two courses of blocks to form the crawl space walls.

With four of us working, it took less than two hours to lay the blocks.

Polystyrene blocks interlock, so very little extra bracing is needed to hold them in place as concrete is poured into them. A horizontal 2×4 screwed to the outside or inside of the wall helps hold the forms straight. Drive a stake in the ground every 4 ft. or so, and run a brace between the stake and the horizontal 2×4. This will keep the walls straight

Materials BUILDING WALLS WITH INSULATED CONCRETE FORMS

throughout the pour. To strengthen the wall and prevent the forms from floating up and away, tie together a network of horizontal and vertical rebar, as shown in the photo above.

There are some concerns with ICF walls. The foam can offer a hidden pathway for subterranean termites. To avoid this, install a metal termite shield under the sill plate. Also, the foam surface is rather soft and can be easily dented and gouged. To prevent this, cover the outside walls with 2-ft. by 8-ft. fiber-cement panels.

lion project, and there’s nothing wrong with that choice. The important thing is to begin building on a base that’s level, square, and guaranteed to remain solid and stable for manv vears to come.

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STEP1 Form and Pour the Footings

Thick, solid, and strong, footings evenly spread the weight of the house (and every­thing inside it) over a wide area, ensuring that the finished house does not settle. With some slab foundations, it’s possible to pour the foot­ings and the slab at the same time. In other cases, the footings and the slab must be formed and poured separately. In many areas, a footing inspection by the building depart­
ment is required; this must be done before the foundation walls are buil:.

l ootings must be set on solid, undisturbed

V’

earth, not on fill dirt. Local soil conditions determine the depth and design of footings.

In areas of the country where the ground freezes solid in the winter, footings must extend below the frost line, which can be 4 ft. or deeper in northern regions. This prevents the freeze-thaw cycle from moving the foun­dation, cracking it, and causing damage throughout the entire house. The building department in your area will know the fooling depth that is required. They’ll also know about local soil conditions that may require a larger size footing or the use of rebar (steel reinforcing rod) in the footing.

Подпись: Helping HandПодпись: If the corner of your house is settling, chances are it is on the lot's lowest spot. Every time it rains, water collects there, saturating the ground and causing the foundation to settle. To fix the problem, try pouring a concrete sidewalk, which covers the low spot and causes water to drain away from the house rather than toward it.Forms for footings

Footings are typically pouted in temporary forms constructed from plywood or 2x lum­ber. Wood stakes and braces hold the forms in position. The top edges of the footing forms must be level, and the footings must be set to the dimensions specified on the plans. A ready-mix truck is called in to fill the footings with concrete. If the site conditions make it difficult or impossible for the truck to gel close to the forms, a mobile concrete pumper can he brought in to pump the concrete from the truck to the forms. Check with your build­ing department about code requirements for footings. It also mav be necessary to embed vertical rebar in the footings so that the upper part of the reinforcing rods can extend into the foundation wall.

Pads are poured

It’s common practice to pour any pads required in the plans at the same time the footings are poured. In a crawl space founda­tion that includes a posl-and-girder frame­work, poured concrete pads provide a base for concrete piers and wood posts (see the illus­tration on p. 44). A common si/e for these pads is I b in. square by 8 in. deep. If you’re building a basement foundation, pads are also required to support each post or Lallv™ col­umn. ‘These pads are poured below the level of the basement floor and will be covered when
the slab floor is poured. If a wall will provide midspan support for joists, a continuous foot­ing is poured instead of separate pads.

STEP 2 Build the Foundation Walls

The Charlotte house has concrete block walls. With a crew of helpers to move blocks and mix mortar, an experienced block mason can erect a simple crawl space foundation wall in just a couple of days. However, in many parts of the country, poured concrete walls have surpassed concrete block walls in popularity.

Subco n tractors—specia I isls wh() have the equipment and experience to do the job quickly and, hopefully, with a high degree of accuracy—often form and pour concrete walls, if a foundation contractor arrives in the morning with a truckload of wall forms and rebar, he or she will probably have everything erected before the end of the day. Don’t forget to have the forms inspected before the ready – mix truck arrives to fill them with concrete.

Forms are usually stripped a day or two alter the pour. It takes about a week for con­crete to get its first hard set, but you can begin to lay out and install the sills as soon as the forms come off. Even though you may not be forming and pouring the walls yourself, it’s useful to know about some aspects of the process. This applies whether you’re building

Materials BUILDING WALLS WITH INSULATED CONCRETE FORMS

Without a floor on top, there’s just a big empty space inside the foundation walls. Getting all the joists in place seems like a huge job. . .

The masonry walls look square and level, but we have to check them anyway. . .

We use pressure-treated 2x6s for the sill plates. . .

Materials BUILDING WALLS WITH INSULATED CONCRETE FORMS

FASTENING MUDSILLS WITH METAL STRAPS

Подпись: Bend the straps up the sides of the mudsill.-Подпись:Подпись: - Nail the strap to the mudsill.Подпись: Foam sill gasketПодпись: Strap anchor embedded in concreteMaterials BUILDING WALLS WITH INSULATED CONCRETE FORMSПодпись:

the foundation walls with concrete block or with insulated concrete forms.

Anchor bolts and tie-downs

Regardless of the type of foundation, anchor bolts are required around the perimeter to hold the sill plates and the walls securely in place. In earthquake and hurricane zones, the building code may call for additional hold – downs, such as metal straps that are embed­ded in the concrete and extended to the sills, rim joists, and wall framing (see the illustra­tion at right). Most codes require that a long piece of rebar be planted in the concrete near the planned location of the main electrical panel so that it can be used as a ground for the electrical system.

Beam pockets

Beams or girders that tie into the foundation usually do so by means of pockets built into the foundation walls (see the illustration on p. 44). If a post-and-girder system is planned fora basement or a crawl space foundation, the beam pockets are located in the end walls, inline with the concrete piers whore the posts will be installed. Its critical for the pockets to be correctly sized and located as the founda- tion walls are built. To hold a 4×6 girder, the pocket should be A1/’ in. wide and 5Vi in. deep. This provides clearance between the girder and the concrete so that moisture in the con-
crelc doesn’t seep into the wood, potentially damaging it. The 5!Tin. depth also allows a pressure-treated 2×4 shim to be installed beneath the girder, bringing its top edge flush with the sill.

Pockets are cast into poured concrete walls by fastening pocket-sized wood or rigid foam blocking inside the forms. In a concrete block or IСI wall, pockets are created as the walls are laid up.

Once they’re installed, we begin with all the joists. . . There’s a rhythm to rolling the joists up onto their layout lines ond then anchoring them in place by driving noils through the rim joists. . .

Before long, it’s time to start installing the floor sheathing. We’re already looking forward to wall framing.

 

Ї.

 

Materials BUILDING WALLS WITH INSULATED CONCRETE FORMSMaterials BUILDING WALLS WITH INSULATED CONCRETE FORMS

STEP 3 Backfill around the Foundation

The foundation is ready for the floor framing work to begin. Bui the job site isn’t. Back­filling against the walls restores at least some of the sites original contour, making it safer and easier to move around. II you’re building a house with a full basement, the backfilling process is usually delayed until after the first floor is framed and sheathed. Because they

4

are taller, basement walls need the extra rigid ity provided by the floor framing to ensure that backfilling doesn’t damage the founda­tion. This isn’t a major concern with crawl space walls, so it’s good to backfill now. But first, it’s important to take care ol the follow­ing details.

Termite protection

In areas where termite infestation is possible, some builders elect to call in a licensed pest – control contractor to apply pesticide around the base of the foundation before backfilling against the walls. However, if you don’t like

KJ 4

the idea of putting chemicals in the soil, there arc other termite control options to consider (see the sidebar below).

Foundation coatings

It’s important to keep moisture out of the basement or crawl space area, as well as out of the masonry wall itself. Foundation coatings help accomplish this. Concrete block walls are often parged-covered with a layer of mortar that conceals and protects the joints between the blocks. A waterproof coating should also

What Thickness of a Course?

In bituminous mixtures, the adopted rule used to be that the thickness of a course should not be less than 3.5 times the nominal maximum aggregate size (NMAS) in a given mixture. However, due to problems with compaction, usually 3.5-4.0 times the NMAS in a mixture is normally suggested as the appropriate thickness of an SMA course. A course that is too thin in comparison with the maximum particle size causes the following:

• Tearing the mat during laydown and cracking during rolling

• Problems with compacting the course

• Breaking of weaker particles during rolling

• Problems with the appropriate arrangement of particles and weakening of the aggregate structure

Many SMA guidelines provide for a range of thicknesses for each particular mix­ture. Some regulations from the old German guidelines ZTV Asphalt-StB 01 and from the new ZTV Asphalt-StB 07 on the thickness of the SMA 0/11 course are noteworthy because of an exceptionally narrow range of placement thickness for this mixture, specifically 35-40 mm (Table 6.1).

In some countries, a mass criterion on 1 m2 of the surface area (spread rate) is specified instead of designating the recommended thickness of a course. Knowing the SMA bulk density, the thickness of a layer of that mixture may be calculated. The German ZTV Asphalt-StB 01 and ZTV Asphalt-StB 07 and Finnish regulations PANK 2008 are examples of such approaches (Table 6.2). Table 6.1 shows particle sizes and corresponding courses according to various guidelines.

Finally, it is worth noting that a thin course gets cold much faster than a thick one, which has a significant effect on compaction during the cooler periods of the year.

TABLE 6.1

Thicknesses of SMA Wearing Courses, depending on the Maximum Particle Size according to various Guidelines for smA

Thickness of a compacted course in Different countries, mm

Austria

slovakia

poland

germany

ztv

germany

ztv

united

Kingdom

Rvs

klaz

WT-2-

united states

Asphalt-

Asphalt-

Bs

Mixture

08.16.01

1/2008

2008

NApA is 128a

stB 07

stB 01

594987:2007

SMA

0/5

20-40

20-30 (N)

20-40

20-40 (SMA 0/6)

SMA

0/8

25-35

20-40

25-50

25-37.5 (SMA 0/9.5)

30-40 (S) 20-35 (N)

30-40 (S)b 20-40

SMA

0/11

30-40

30-50

35-50

37.5-50 (SMA 0/12.5)

35-40

(11S)

35-40

(11S)b

25-50 (SMA 0/10)

SMA

0/16

40-60

50-75 (SMA 0/19)

35-50 (SMA 0/14)

Note: N = low/medium traffic; S = heavy traffic.

a In NAPA IS 128 publication, only recommended minimum lift thicknesses ranges are presented. b In special circumstances, when the SMA bottom layer is not even, the following course thicknesses have been allowed: of SMA 0/11S from 25 to 50 mm, and of SMA 0/8S from 20 up to 40 mm.

table 6.2

The Mass of sMA Wearing courses, depending on the Maximum particle

sizea

Mass of 1 m2 of a surface Area, kg

sMA

sMA

sMA

sMA

sMA

sMA

guidelines

0/22

0/16

0/11 s

0/8s

0/8

0/5

German guidelines ZTV

85-100

70-100

45-100

45-75

Asphalt-StB 01

German guidelines ZTV

85-100

75-100

50-85

50-75

Asphalt-StB 07

Finnish guidelines PANK 2008

100-150

80-125

60-100

50-90

50-75

a According to the German ZTV Asphalt-StB 01 and ZTV Asphalt-StB 07 and Finnish regulations PANK 2008.

Analytical Models of the SWCC

There is a number of parametric models that have been suggested in the literature for describing the matric potential’s dependency on water content (matric poten­tial being defined in Eq. 2.26). The models are all empirical and two frequently used are the power law model suggested by Brooks and Corey (1964) and the model suggested by van Genuchten (1980). For further details, see Fredlund and Rahardjo (1993), Fredlund and Xing (1994) and Apul et al. (2002).

The Brooks and Corey (1964) model is given as:

Подпись: 0 = 1 for Ф < Фь 0 = Подпись: for Ф > Фь Подпись: (2.30)

A

Analytical Models of the SWCC Analytical Models of the SWCC Подпись: (2.31)

where the normalized water content, 0, is defined as:

The parameters вг and Srr are the irreducible (residual) volumetric water content and irreducible (residual) saturation respectively. The parameter Фь is the air entry value and the parameter A is called the pore size distribution index. The air entry value of the soil, Фь, is the matric suction at which air starts entering the largest pores in the soil (Fredlund et al., 1994). The parameter A characterizes the range of pores sizes within the soil, with larger values corresponding to a narrow size range and small values corresponding to a wide distribution of pore sizes.

Analytical Models of the SWCC Подпись: (2.32)

The van Genuchten (1980) model relates the water content to the suction charac­teristics and is given as:

Подпись: 1 M = 1 — N Подпись: or Analytical Models of the SWCC Подпись: (2.33)

where a, N and M are experimentally determined parameters. Based on Mualem’s (1976) relative permeability model the parameters N and M are related as follows:

According to Fredlund and Xing (1994) this constraint between the parameters M and N reduces the flexibility of the van Genuchten model. They further claim that more accurate results can be achieved leaving the two parameters without any fixed relationship. Their model is a somewhat more general than the others and is based on the pore size distribution of the medium. It is given as:

Подпись: в = n Analytical Models of the SWCC Подпись: (2.34)

M

Analytical Models of the SWCC Analytical Models of the SWCC

where a, N and M are now different parameters to those of the van Genuchten model and also need to be estimated experimentally, but where n is the porosity and Ф is the matric potential in metres, as before (see Eq. 2.32). Figure 2.10 shows two typical soil water characteristic curves (SWCC) according to the van Genuchten model for coarse grained (unbroken line) and fine grained soils (dotted line) respec­tively. The parameters used for the two curves are given in Table 2.2.

Vol. water cont. Vol. water cont.

Fig. 2.10 Typical SWCC for a coarse (unbroken line) and fine grained (dotted line) soil using the van Genuchten’s model. The parameter used to plot the curves are given in Table 2.2

Table 2.2 Typical SWCC parameter for a coarse and fine grained soils according to the van

Genuchten model

Porosity

Residual volumetric water content

Residual Saturation

van Genuchten model parameters

n (-)

вг (-)

Srr (-)

M (-)

N (-)

a (cm 1)

Sand 0.35

0.05

0.143

0.8

5.00

0.03

Clay 0.50

0.22

0.440

0.4

1.67

0.01