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21st Century Operations Using 21st Century Technologies

Travel and Emissions Impacts of Highway Operations Strategies

Chapter 6. Long-Term Regional Impacts of Operations Strategies

Introduction

The I-15 simulation analysis established the short-term emissions benefits of operations strategies. However, the main impetus for conducting the study was to determine if improvements due to operations strategies changed long-term traveler behavior, and the degree to which behavioral changes impact the effectiveness of operations strategies. Specifically, is VMT over the long term increased due to less congested travel caused by operational improvements.

As discussed in Chapter 1, a decision to direct the project toward an advanced modeling framework to study long-term travel behavior changes was made. Initially it was thought that the SHRP 2 C10B, Partnership to Develop an Integrated, Advanced Travel Demand Model and a Fine-grained, Time-Sensitive Network, would be used. SHRP 2 C10B was underway at the same time as this project, but its original schedule showed that its scenario testing would coincide with this project. Unfortunately, SHRP 2 C10B experienced a long scheduling delay which put it out reach of this project. Also, because it was an experimental framework, it also experienced convergence problems during its operation.

For these reasons, an alternative modeling framework was chosen. The travel demand model framework developed by the Metropolitan Transportation Commission (MTC), the MPO for the San Francisco Bay Area for several reasons:

  • It is an activity-based model, which reflects trip-making in a realistic way.
  • The UrbanSim land use model, one of the most sophisticated models of its kind, provides land use “simulation” where one of the inputs is the performance of the transportation system.
  • Team member Urban Analytics could easily adapt its original reliability research (Chapter 4) to the UrbanSim model, providing a way to incorporate reliability into long-term travel decisions.

The MTC model’s main shortcoming is that it uses traditional traffic assignment methods to estimate system performance. However, the primary output desired from the model is the change in demand. Also, postprocessors were developed to refine the speed estimates, calculate emissions, and produce reliability statistics (see below).

Methodology

The methodology for this approach is summarized in Figure 45. In this chapter, we provide the details on the method.

Figure 45. Flowchart. Final study approach, advanced modeling phase.

Figure 45 is a flowchart showing the Final Study Approach, Advanced Modeling Phase.

(Source: Cambridge Systematics, Inc.)

Operations Strategies Considered

The following five deployment scenarios were studied with the MTC model:

  • Scenario 1: Active Signal Control (major arterials).
  • Scenario 2: Ramp Meters (freeways).
  • Scenario 3: Incident Management (freeways).
  • Scenario 4: Active Traffic and Demand Management (ATDM; freeways).
  • Scenario 5: ATDM + Signal Control.

The reliability research presented in Chapter 4 indicated that the East Bay area had many highways that would be considered to be unreliable. Therefore, the deployment of these strategies was confined to Alameda and Contra Costa counties but included all the applicable highways in those counties.

Analytical Basis for Studying Operations Strategies

Economic theory holds that, among many other factors, long-term changes in travel behavior – in terms of additional and/or longer trips – are a function of developers and travelers responding to system conditions. If conditions are improved, travel increases because developers and travelers change their behavior to take advantage of lower travel costs. Likewise, if conditions degrade, travel is suppressed, according to theory. Traditionally, the measure of network performance used to estimate shifts in travel behavior is average (or typical) travel time. Recently however, it has been noted that travel-time reliability – how travel time varies due to variability in the underlying causal factors of congestion – also is an important consideration that affects developers’ and travelers’ behavior. The research presented in Chapter 4 documents the changes on land use patterns caused by this effect.

Reliability is affected not only by the disruptions caused by events like incidents, inclement weather, and work zones but also by demand and its interaction with physical capacity. In fact, reliability is a function of the interaction of all these factors. (Kittelson Associates et al., “SHRP 2 – L08: Incorporation of Travel-time reliability into the HCM. Final Report,” Transportation Research Board, April 2013.) (Cambridge Systematics et al., SHRP 2 – L03: Analytic Procedures for Determining the Impacts of Reliability Mitigation Strategies, Transportation Research Board, 2013.) The implication of this is that any strategy that affects disruptions, demand, or capacity will have an effect on reliability, albeit to different degrees. Further, research has shown that the average travel time is correlated with common measures of reliability (e.g., 95th percentile travel time).

The mechanisms for affecting travel time within travel demand models – or macroscopic and mesoscopic simulations models for that matter – is to change link capacity or volume. For capital expansion projects (e.g., more through lanes, interchange reconstruction) capacity is directly affected. In travel demand models, the change in capacity results in a change in travel time that then affects traveler behavior. A large number of past studies have documented the decrease in travel times and delay due to implementing operations strategies. A few studies also have shown that operations strategies also improve reliability, in addition to reducing overall delay. Therefore, to model the reduction in travel times caused by operations strategies (at least the ones studied here), we have chosen to translate their effects through capacity increases. Our rationale for taking this approach is given below.

It would have been desirable to have both travel time and reliability in a model affecting travel behavior, and methods to estimate this change exist and were applied for the land use portion of the framework. However, the ABM portion is not currently capable of using this information. In Chapter 2 we reviewed some of the recent work on the valuation of reliability and its inclusion in models, primarily undertaken in the SHRP 2 program. The concept put forth is that reliability should be considered as an extra factor in the utility function used to derive travel demand – essentially this increases the total cost associated with a travel choice. Chapter 2 also proposed a simple way to accommodate this factor by constructing a travel time equivalent, the sum of the average/typical travel time and a reliability component that is scaled using a reliability ratio (value of reliability to travelers divided by the value of average time).

However, when we approached the two MPOs involved in this study (Sacramento Council of Governments, which was involved in SHRP 2 C10B, and MTC), they were highly reluctant to use travel time equivalents as part of the feedback loop because their models had been calibrated to average travel times only. Until travel demand models, especially activity-based ones, include reliability implicitly when they are initially developed, adding reliability to travel decisions at their source will have to wait. As discussed in the next subchapter, an approximation for this effect has been included and tested in several MPO models, including MTC’s. This approximation basically shifts the volume-delay function used in traffic assignment to the left, which has the same effect as the travel time equivalent approach: it increases travel time, i.e., the cost associated with travel.

The mechanism we have chosen to study the effects of operations strategies is capacity. In some cases, operations strategies directly affect capacity (e.g., ramp metering, junction control, hard shoulder running). Incident management and work zone management also affect capacity directly, although the effect is in terms of reduction of the time that capacity was lost. Studies of active signal control systems most often define the effect in terms of increased speeds or reduced delay, although the mechanism by which this achieved is more efficiently signal timing, which has the practical effect of increasing throughput (capacity) at signals. So, it is not a stretch to use capacity as the means for modeling the effects of the operations strategies studied here.

Even though the travel behavior effects of reliability are handled only crudely, the current study did conduct original research on the effect of reliability on land use, and subsequently incorporated it into the MTC modeling framework.

Determining Capacity Equivalents for Operations Strategies

Because the MTC travel model uses a traditional traffic assignment process, the ability to model traffic flow is limited. The model is only sensitive to free-flow speed and volume-to-capacity (v/c) ratios, and since volume is derived by the model, capacity is the only practical way to replicate the effect of operations within the model.

Traffic assignment procedures use speed-flow functions (sometimes called volume-delay functions) to compute the impedance on links in the network. The higher the impedance, they less likely vehicles are to be assigned to a particular link. While v/c is the only independent variable in a speed-flow function (assuming that free-flow speed is fixed), a variety of functional forms have been used to fit speed-flow functions. Most of the earlier forms were built around modeling recurring (i.e., those related strictly to volumes and physical capacity) conditions. An example is the original Bureau of Public Roads (BPR) function and several variations on it, such as the one developed by Cambridge Systematics and JHK Associates in the early 1990s (Figure 46):

Figure 46. Equation. Speed.

Figure 46 is an equation showing that speed is equal to the free flow speed divided by 1 plus 0.1225 times the volume to capacity ratio raised to the 8th power.

(Source: Speed Adjustments Using Volume-Delay Functions, TMIP Technical Synthesis, January 2009.)

These earlier forms eventually came under criticism for not replicating measured conditions in the field. This led, for example, to work by the Atlanta Regional Commission (ARC) to develop a conical form of the function that matched data from ITS detectors fairly well. It should be pointed out that the field data included the effect of nonrecurring congestion sources, because it was continuously collected, so the net effect is to have a way to estimate overall average speeds from just the v/c ratio. MTC currently uses a variant of the BPR function for freeways that is almost identical in its prediction to the ARC conical model:

Figure 47. Equation. Speed.

Figure 47 is an equation showing that speed is equal to the free flow speed divided by 1 plus the term 0.2 times the term defined as 4 times the volume divided by 3 times the capacity raised to the 6th power.

(Source: MTC Technical Memo, March 6, 2012.)

The MTC reformulation also is based on matching predicted speeds to ITS detector data. Both the ARC and MTC functions predict much lower speeds than traditional functions at the same v/c value. This has the effect of at least loosely accounting for the effect of nonrecurring congestion in the assignment process. It also leads to gradually increasing impedance for v/cs less than 1.0 which may help with convergence.

A more direct account of nonrecurring factors was recently completed by the Puget Sound Regional Council (PSRC). (Puget Sound Regional Council, Benefit-Cost Analysis: General Methods and Approach, July 2009, Updated March 2010.) They developed an “certainty-equivalent delay penalty” that is added to their usual volume delay function; this has the effect if shifting the function slightly to the left.

The ARC, MTC, andPSRC activities all account for nonrecurring sources in general, but do not provide a way to estimate the impacts that operations strategies have. For that, the effects of operations must be translated in terms of capacity. In fact, MTC currently does this for ramp metering on freeways and signal coordination on arterials:

  • Ramp metering capacity:
    • 2,150 passenger cars per hour per lane (pcphpl) (compared to 2,050 for CBD).
    • 2,200 pcphpl (compared to 2,100 for urban and 2,150 for suburban).
  • Signal Coordination:
    • 1,050 pcphpl (compared to 1,000).

Translating operations effects into capacity equivalents can sometimes be direct (e.g., ramp metering) if field studies have been done. In other cases, it is necessary to derive the capacity equivalent analytically. Studies usually report delay, and sometimes reliability, savings due to operational improvements. The challenge then becomes “what equivalent physical capacity increase would have produced the delay savings”? A simple approach to doing this uses a BPR variant that is focused on recurring delay; in this case we have chosen the CS/JHK function because it mimics the steepness of many functions currently in use when v/c > 1.0. For this analysis, we assume that the delay savings accrue in congested conditions at v/c = 1.1. We first estimate the delay at v/c = 1.1, reduce the delay by percentage reduction from a previous study, find the new v/c level that corresponds to that delay, and calculate the capacity increase that would produce the new v/c value.

Figure 48. Graph. Comparison of selected speed-flow curves.

Figure 48 is a graph showing speed from 0.00 to 60.00 in increments of 10, over volume-to-capacity (v/c) from 0.00 to 2.00 in increments of 0.20. MTC2010, Cambridge Systematics, Inc./JHK Associates, and Atlanta Regional Commission (ARC) are each indicated separately.

(Source: Cambridge Systematics, Inc.)

For incidents, the situation is more complex because the delay savings do not accrue to the recurring portion of delay. For this we need to estimate both recurring and incident delay. The ITS Deployment Analysis System (IDAS) has a series of tables that estimate incident delay as a function of v/c and number of lanes. These were developed with a stochastic procedure using data from incident management systems on incident duration and lane blockages. Equations were fit to these data for this project:

Figure 49. Equation. Two-lane freeways.

Figure 49 is an equation showing the unadjusted incident delay on two-lane freeways is equal to minus 0.0111207 divided by the term 1 minus 1471.33 times the base of the natural logarithm raised to an exponent defined as 6.84985 times the volume divided by the capacity.

(Source: Cambridge Systematics, IDAS User’s Manual, 2009.)

Figure 50. Equation. Three-lane freeways.

Figure 50 is an equation showing the unadjusted incident delay on three-lane freeways is equal to minus 0.0085068 divided by the term 1 minus 1871.9 times the base of the natural logarithm raised to an exponent defined as 7.13809 times the volume divided by the capacity.

(Source: Cambridge Systematics, IDAS User’s Manual, 2009.)

Figure 51. Equation. Four-lane freeways.

Figure 51 is an equation showing the unadjusted incident delay on four-lane freeways is equal to minus 0.0067667 divided by the term 1 minus 1827.18 times the base of the natural logarithm raised to an exponent defined as 7.10896 times the volume divided by the capacity.

(Source: Cambridge Systematics, IDAS User’s Manual, 2009.)

Where:

Du = incident delay rate, hours per mile

X = v/c; max = 1.0

Using both the BPR (the CS/JHK equation) and IDAS curves provides an estimate of total delay. At v/c = 1.1, the total delay rate is 0.0409 hours per mile (0.0199 for incident delay plus 0.0210 for recurring delay). The corresponding value that the BPR curve would predict this delay rate for is v/c = 1.365. The effect of incident management strategies is most often to reduce incident duration. This can be accounted for by taking advantage of the fact that incident delay is a function of the square of incident duration (H. Cohen and F. Southworth (1999) On the measurement and valuation of travel time variability due to incidents on freeways. Journal of Transportation and Statistics 2.2: 123-132. Also, the University of Maryland, as part of the ongoing CHART evaluations, developed a predictive equation model based on running experiments with microscopic simulation where the exponent on incident duration is 1.78.):

Figure 52. Equation. Adjusted incident delay.

Figure 52 is an equation showing the adjusted incident delay is equal to the unadjusted incident delay times the term 1 minus the percent reduction in incident duration raised to the 2nd power.

(Source: Cambridge Systematics, IDAS User’s Manual, 2009.)

Where:

Rd = Percent reduction in incident duration

With this knowledge, a new incident delay and total delay is computed, the v/c value predicted by the BPR function is found, and percent increase in capacity that would produce this value is calculated. Continuing the example, assuming a 25 percent decrease in incident duration is effected by incident management and two lanes in one direction:

Figure 53. Equation. Adjusted incident delay; adjusted total delay.

Figure 53 is an equation showing that when the equation in Figure 52 is applied using a percent reduction in incident duration of 25 percent, the adjusted incident delay is equal to 0.0322 hours per mile.

(Source: Cambridge Systematics, Inc.)

The v/c value that would produce a delay rate of 0.0322 using the BPR function is 1.280. Therefore, there is a 7 percent capacity increase due to an incident management program that reduces incident duration by 25 percent.

A summary of the capacity equivalents for the operations strategies to be studied is shown in Table 34.

Table 34. Capacity equivalents for operations strategies.
Operations Strategy Capacity Equivalent and Justification
Ramp metering Three percent; Zhang, L. and D. Levinson. Ramp Metering and Freeway Bottleneck Capacity. Transportation Research: A Policy and Practice 44(4), May 2010, pp. 218-235.
Incident Management Two unidirectional lanes: 7 percent Three plus unidirectional lanes: 6 percent; based on empirical delay analysis and 25 percent reduction in incident duration
Active signal control Seven percent; based on empirical delay analysis assuming that active signal control reduced delay by 25 percent (MTC value is 5 percent capacity increase)
ATDM Twenty percent; meant cover multiple improvement types, including ramp metering, lane control, queue warning, junction control, and traveler information (Synthesis of Active Traffic Management Experiences in Europe and the United States)

Modeling Steps

The modeling sequence starts with the 2010 base conditions for land use and network state from the most recent application of the model by MTC (Figure 54). It was determined that only one iteration of the entire framework (2015) should be attempted because it was uncertain how the reliability-modified version of UrbanSim would behave. Therefore, to replicate the effect of increased congestion in future years, it was decided to adjust the volume-delay functions for freeways and major arterials to induce extra congestion; this was done my adding a factor that increased the v/c ratio by 30 percent.

Figure 54. Flowchart. Regional emission modeling using the MTC model.

Figure 54 is a flowchart showing the Regional Emission Modeling Using the Metropolitan Transportation Commission Model.

(Source: Cambridge Systematics, Inc.)

The output of the model produced a loaded network file that was postprocessed. First, because the MTC model works on periods of the day, the assigned volume was broken out to individual hours using factors developed by MTC. Then, hourly speeds were estimated with MTC’s volume-delay functions. The MOVES model was run to develop hourly emission rates by speed range for the AM peak period (the period chosen for study), and emissions were calculated by link.

A separate postprocessor was used to develop reliability statistics for feedback into the UrbanSim model. For this, we used the finding that reliability statistics can be related to the mean travel time. Using PeMS data, functions to predict the median and 80th percentile travel times from the mean travel were developed individually for I-580 and I-880 in Alameda and Contra Costs counties. Other freeways used the I-880 function and signalized arterials used the relationship developed by SHRP 2 Project L03. The median and 80th percentile travel times are used in the enhanced version of UrbanSim as the measure of the reliability “space.”

The modeling using the enhanced UrbanSim/MTC model provides an estimate of the regional impact of operations strategies on emissions and performance. However, because performance is based on volume-delay functions rather than more sophisticated traffic modeling, performance and emissions estimates are crude. Because travel demand models are geared to estimating demand rather than performance, we use the changes in VMT that result from deploying operations strategies to modify the demand used in the I-15 simulation tests.

Regional Modeling Results

Base Year (2010) Results, AM Peak Period

Table 35 shows the results of the 2010 model runs for the base case and each scenario for the AM peak period (6:00 to 10:00 a.m.). Regionally, under most scenarios, emissions generally decrease by a fractional amount (less than one percent). CO2 emissions decrease fractionally for all scenarios except for ramp meters. VMT increases proportionately to the “aggressiveness” of the operations strategy. Likewise, VHT decreases proportionately to the aggressiveness strategy. The net effect is that although the deployment of operations leads to increased VMT, the increase is small enough – and the benefit of operations is large enough – that emissions drop marginally in the short run.

The VMT increase is likely due to changes in demand patterns predicted by the activity-based portion of the model. The MTC model is set up to perform four iterations for each model run. At the end of each iteration, the traffic assignment results are fed back to the ABM and travel behavior is updated. The improved travel conditions created by the operations strategies are leading to changes in demand patterns. The largest increases occur within the treatment area (Alameda and Contra Costa counties) but VMT also increases in adjacent counties.

What are the sources of the VMT increase? As shown back in Table 4, several possible sources exist. In addition to rerouting during the traffic assignment phase – which is actually likely to be close to zero – VMT in the ABM also can be affected by:

  • Time of Day/Schedule (peak spreading).
  • Destination/Stop Location (improved accessibility effect combined with negative pricing effect on trip distribution for nonwork trips.
  • Joint Travel Arrangements (planned carpool/escorting).
  • Tour Frequency, Sequence, and Formation of Trip Chains (lower tour frequency and higher chaining propensity).
  • Daily Pattern Type (more compressed workdays and work from home).
  • Usual Locations and Schedule for Nonmandatory Activities (compressed/chain patterns).
Table 35. AM peak period performance results, 2010 MTC Model runs.
Empty Cell. VHT VMT HC (grams) CO (grams) NOx (grams) CO2 (grams) County Highway Type
Base 343,568 11,582,560 1,262,663 27,083,364 11,169,580 6,210,504,349 Remainder of Area Freeway
Base 152,840 2,166,450 392,671 6,271,028 2,855,753 1,606,732,330 Remainder of Area Expressway
Base 63,818 1,589,041 185,509 3,645,045 1,146,570 809,213,677 Remainder of Area Collector
Base 187,652 5,210,839 551,201 11,294,481 3,423,125 2,481,248,722 Remainder of Area Arterial
Base 305,635 8,348,239 1,015,974 20,080,531 8,045,557 4,687,953,422 Alameda/Contra Costa Freeway
Base 73,648 329,299 84,589 1,105,842 618,699 309,503,463 Alameda/Contra Costa Expressway
Base 53,062 1,058,754 141,071 2,595,094 820,211 587,490,181 Alameda/Contra Costa Collector
Base 130,908 3,350,238 367,297 7,420,142 2,183,500 1,638,131,995 Alameda/Contra Costa Arterial
Base 1,311,129 33,635,421 4,000,976 79,495,527 30,262,996 18,330,778,140 Empty Cell. Empty Cell.
S1: Active Signal Control 343,304 11,576,688 1,261,320 27,070,528 11,161,438 6,204,976,096 Remainder of Area Freeway
S1: Active Signal Control 152,513 2,168,006 393,927 6,284,369 2,861,256 1,611,175,680 Remainder of Area Expressway
S1: Active Signal Control 63,757 1,587,687 185,412 3,642,553 1,145,518 808,732,230 Remainder of Area Collector
S1: Active Signal Control 187,782 5,213,571 552,483 11,308,731 3,428,449 2,485,652,547 Remainder of Area Arterial
S1: Active Signal Control 305,111 8,345,165 1,016,681 20,088,493 8,049,673 4,690,034,745 Alameda/Contra Costa Freeway
S1: Active Signal Control 72,670 332,532 85,370 1,116,542 623,106 312,544,663 Alameda/Contra Costa Expressway
S1: Active Signal Control 52,877 1,053,423 140,256 2,580,578 816,039 584,211,094 Alameda/Contra Costa Collector
S1: Active Signal Control 124,947 3,370,896 357,639 7,319,342 2,164,664 1,609,086,110 Alameda/Contra Costa Arterial
S1: Active Signal Control 1,302,960 33,647,967 3,993,088 79,411,136 30,250,142 18,306,413,165 Empty Cell. Empty Cell.
S1: Active Signal Control -0.623% 0.037% -0.197% -0.106% -0.042% -0.133% Compared to Base Empty Cell.
S2: Ramp Meters 346,028 11,588,102 1,267,989 27,138,783 11,191,204 6,225,734,233 Remainder of Area Freeway
S2: Ramp Meters 153,101 2,167,932 394,120 6,287,219 2,861,918 1,611,906,308 Remainder of Area Expressway
S2: Ramp Meters 63,827 1,588,017 185,416 3,643,397 1,145,680 808,765,334 Remainder of Area Collector
S2: Ramp Meters 188,345 5,220,900 553,344 11,327,560 3,433,396 2,489,216,990 Remainder of Area Arterial
S2: Ramp Meters 297,062 8,460,037 1,002,540 20,169,985 8,059,392 4,676,599,450 Alameda/Contra Costa Freeway
S2: Ramp Meters 72,998 328,837 84,117 1,099,443 616,529 307,991,828 Alameda/Contra Costa Expressway
S2: Ramp Meters 52,743 1,052,670 140,396 2,581,347 815,703 584,517,697 Alameda/Contra Costa Collector
S2: Ramp Meters 130,342 3,339,830 365,492 7,387,607 2,174,084 1,631,048,141 Alameda/Contra Costa Arterial
S2: Ramp Meters 1,304,446 33,746,325 3,993,413 79,635,341 30,297,906 18,335,779,980 Empty Cell. Empty Cell.
S2: Ramp Meters -0.510% 0.330% -0.189% 0.176% 0.115% 0.027% Compared to Base Empty Cell.
S3: Incident Management 348,499 11,593,971 1,267,048 27,139,371 11,188,287 6,225,503,367 Remainder of Area Freeway
S3: Incident Management 151,787 2,167,842 393,847 6,285,265 2,859,813 1,611,041,911 Remainder of Area Expressway
S3: Incident Management 63,698 1,587,486 185,388 3,642,163 1,145,529 808,634,827 Remainder of Area Collector
S3: Incident Management 188,183 5,221,420 552,147 11,316,489 3,429,792 2,485,388,776 Remainder of Area Arterial
S3: Incident Management 283,147 8,699,197 983,904 20,462,131 8,132,149 4,690,061,565 Alameda/Contra Costa Freeway
S3: Incident Management 65,373 326,527 82,844 1,087,757 608,524 304,213,797 Alameda/Contra Costa Expressway
S3: Incident Management 51,450 1,023,921 136,540 2,509,287 792,482 568,280,085 Alameda/Contra Costa Collector
S3: Incident Management 124,894 3,261,390 352,626 7,161,690 2,111,122 1,579,060,291 Alameda/Contra Costa Arterial
S3: Incident Management 1,277,032 33,881,754 3,954,345 79,604,153 30,267,697 18,272,184,619 Empty Cell. Empty Cell.
S3: Incident Management -2.601% 0.732% -1.165% 0.137% 0.016% -0.320% Compared to Base Empty Cell.
S4: ATDM 352,870 11,609,056 1,272,211 27,205,182 11,211,086 6,242,479,060 Remainder of Area Freeway
S4: ATDM 153,064 2,171,283 395,736 6,307,951 2,867,549 1,617,681,290 Remainder of Area Expressway
S4: ATDM 63,867 1,589,828 185,694 3,647,890 1,147,416 809,939,561 Remainder of Area Collector
S4: ATDM 188,799 5,228,478 554,219 11,345,428 3,438,179 2,493,008,923 Remainder of Area Arterial
S4: ATDM 273,187 8,951,921 977,672 20,909,871 8,248,298 4,737,912,890 Alameda/Contra Costa Freeway
S4: ATDM 58,518 322,420 75,954 1,033,198 566,116 283,574,694 Alameda/Contra Costa Expressway
S4: ATDM 50,456 1,001,101 133,653 2,454,651 774,466 555,894,433 Alameda/Contra Costa Collector
S4: ATDM 121,446 3,199,702 344,583 7,006,472 2,068,064 1,545,170,047 Alameda/Contra Costa Arterial
S4: ATDM 1,262,207 34,073,788 3,939,722 79,910,643 30,321,173 18,285,660,898 Empty Cell. Empty Cell.
S4: ATDM -3.731% 1.303% -1.531% 0.522% 0.192% -0.246% Compared to Base Empty Cell.
S5: ATDM + Signal Control 352,669 11,610,621 1,274,067 27,220,404 11,218,758 6,247,910,589 Remainder of Area Freeway
S5: ATDM + Signal Control 152,536 2,169,793 394,662 6,295,738 2,863,252 1,613,924,954 Remainder of Area Expressway
S5: ATDM + Signal Control 63,795 1,589,268 185,601 3,646,582 1,146,597 809,546,694 Remainder of Area Collector
S5: ATDM + Signal Control 188,374 5,226,018 553,884 11,339,755 3,436,200 2,491,593,743 Remainder of Area Arterial
S5: ATDM + Signal Control 270,505 8,927,788 968,088 20,810,332 8,197,204 4,708,591,041 Alameda/Contra Costa Freeway
S5: ATDM + Signal Control 57,024 323,500 76,256 1,038,153 567,250 284,740,324 Alameda/Contra Costa Expressway
S5: ATDM + Signal Control 49,828 993,879 132,750 2,437,782 769,081 552,052,770 Alameda/Contra Costa Collector
S5: ATDM + Signal Control 115,612 3,208,040 334,226 6,886,853 2,043,228 1,512,451,075 Alameda/Contra Costa Arterial
S5: ATDM + Signal Control 1,250,344 34,048,907 3,919,535 79,675,599 30,241,569 18,220,811,190 Empty Cell. Empty Cell.
S5: ATDM + Signal Control -4.636% 1.229% -2.036% 0.227% -0.071% -0.600% Compared to Base Empty Cell.

It is difficult to know the contribution of each of these factors to the VMT change. However, by looking at the daily statistics from the model output, it is possible that some trips are diverting into the AM peak period from the early AM period (Table 36). However, the increases in both the midday and PM peak periods indicate that there may be more and longer trips generated. A more detailed analysis of trip lengths is given for the 2015 results.

Table 36. MTC model VMT by time period and strategy.
Time Period Regional VMT – Scenario – Base Line (No Operations) Regional VMT – Scenario – ATDM Percent Change
12:00 a.m. to 6:00 a.m. 6,607,953 6,522,810 -1.29%
6:00 a.m. to 10:00 a.m. 36,592,898 37,015,375 1.15%
10:00 a.m. to 3:00 p.m. 38,265,835 38,450,855 0.48%
3:00 p.m. to 7:00 p.m. 40,838,810 41,317,940 1.17%
7:00 p.m. to 12:00 a.m. 23,396,374 23,374,069 -0.10%

Note: VMT calculated in this table from origins and destinations, not links on the loaded network. To classify VMT by county, or origin, VMT for each O-D pair is calculated as the (Total Trips between thatO-D) x (Shortest Distance between thatO-D on the final loaded network).

Forecast Year (2015) Results, AM Peak Period

The 2015 model run includes the reliability effect on land use patterns caused by the performance of the 2010 runs, as accounted for by the modified version of UrbanSim. (UrbanSim internally simulates land use year-by-year.) The network in these runs is more congested than the 2010 runs, which was congested also, due to the 30 percent increase placed on the v/c ratio (Table 37).

Table 37. Congested VMT proportions, 2015 Bay Area network.
Highway Type Percent of VMT at v/c >= 0.95 – 6:00-7:00 a.m. Percent of VMT at v/c >= 0.95 – 7:00-8:00 a.m. Percent of VMT at v/c >= 0.95 – 8:00-9:00 a.m. Percent of VMT at v/c >= 0.95 – 9:00-10:00 a.m.
Freeway 1% 90% 87% 20%
Arterial 13% 58% 54% 22%

Figure 55 shows the reallocation of households for the most aggressive operations scenario (Scenario 5: ATDM and Signal Control) compared to the base. The area in and around the treatment areas received more growth at the expense of locations north of the Bay and on the extreme western edge of the area. Employment follows a similar pattern (Figure 56).

Figure 55. Map. Households.

Figure 55 is a graphic showing households in the study area. Areas are indicated as to whether the HH_S5_DIF is -150.00 and below, -150.00 to -100.00 (5), -100.00 to -50.00 (32), -50.00 to 0.00 (671), 0.00 to 50.00 (697), 50.00 to 100.00 (47), 100.00 to 150.00 (0), and 150.00 and above (1).

(Source: Cambridge Systematics, Inc.)

Figure 56. Map. Employment.

Figure 56 is a graphic showing employment in the study area. Areas are indicated as to whether the EMP_S5_DIF is -10000.00 to -6000.00, -6000.00 to -4000.00, -4000.00 to -2000.00, -2000.00 to 0.00, 0.00 to 2000.00, 2000.00 to 4000.00, 4000.00 to 6000.00, and 6000.00 to 14000.00.

(Source: Cambridge Systematics, Inc.)

The performance and emissions results are shown in Table 38. Regionally, base condition VMT increased 7.2 percent and VHT increased by 11.0 percent from 2010. As with the 2010 runs, VMT increases for each strategy over the base condition. The less aggressive operations strategies – signal control, ramp meters, and incident management – lead to a slight increases in emissions; the highest increase in CO2 is for ramp meters, which shows a one percent increase. For the aggressive ATDM strategies, the stronger effect on congestion (speeds) is enough to overcome the effect of increased VMT, resulting in reduced CO2 and hydrocarbon emissions.

An analysis of predicted trips in the model was undertaken to determine possible sources of the VMT increase. Table 39 shows the results comparing the base to Scenario 5 (ATDM + active signal control). The number of trips increased marginally (less than 0.2 percent) with the aggressive operations deployment. Average trip length increased by slightly more than 0.5 percent. The improved travel times are allowing travelers to make longer trips, thus increasing VMT for the operations deployment scenario.

Table 38. AM Peak Period performance results, 2015 MTC Model runs.
Empty Cell. VHT VMT HC (grams) CO (grams) NOx (grams) CO2 (grams) County Highway Type
Base 393,442 12,220,861 1,391,605 28,980,315 12,031,835 6,725,341,432 Remainder of Area Freeway
Base 203,091 2,232,154 452,916 6,941,974 3,058,643 1,803,303,437 Remainder of Area Expressway
Base 70,516 1,699,923 202,232 3,945,188 1,237,705 877,737,718 Remainder of Area Collector
Base 212,841 5,803,389 616,269 12,567,232 3,825,586 2,788,290,112 Remainder of Area Arterial
Base 344,807 9,017,018 1,146,229 21,833,457 8,916,526 5,168,631,628 Alameda/Contra Costa Freeway
Base 53,693 447,662 105,937 1,400,605 850,541 401,278,728 Alameda/Contra Costa Expressway
Base 43,328 1,000,917 122,043 2,361,566 723,370 523,529,941 Alameda/Contra Costa Collector
Base 133,975 3,644,769 379,789 7,806,632 2,321,493 1,736,559,231 Alameda/Contra Costa Arterial
Base 1,455,694 36,066,694 4,417,021 85,836,970 32,965,699 20,024,672,227 Empty Cell. Empty Cell.
S1: Active Signal Control 401,189 12,235,788 1,407,291 29,108,165 12,111,596 6,771,984,953 Remainder of Area Freeway
S1: Active Signal Control 210,244 2,233,149 458,109 6,987,465 3,083,708 1,821,727,703 Remainder of Area Expressway
S1: Active Signal Control 70,211 1,692,140 200,330 3,914,745 1,229,353 870,927,062 Remainder of Area Collector
S1: Active Signal Control 217,332 5,839,349 623,574 12,681,287 3,860,783 2,816,641,776 Remainder of Area Arterial
S1: Active Signal Control 352,711 9,040,657 1,155,142 21,915,153 8,968,814 5,198,016,564 Alameda/Contra Costa Freeway
S1: Active Signal Control 64,623 450,265 121,429 1,515,780 947,536 444,682,425 Alameda/Contra Costa Expressway
S1: Active Signal Control 45,054 1,020,770 126,875 2,429,240 746,644 540,825,139 Alameda/Contra Costa Collector
S1: Active Signal Control 129,173 3,674,163 372,257 7,733,173 2,313,768 1,715,854,911 Alameda/Contra Costa Arterial
S1: Active Signal Control 1,490,537 36,186,280 4,465,007 86,285,007 33,262,202 20,180,660,532 Empty Cell. Empty Cell.
S1: Active Signal Control 2.394% 0.332% 1.086% 0.522% 0.899% 0.779% Compared to Base Empty Cell.
S2: Ramp Meters 412,555 12,257,958 1,430,489 29,340,667 12,213,152 6,838,410,969 Remainder of Area Freeway
S2: Ramp Meters 217,915 2,241,396 472,475 7,108,349 3,169,096 1,864,040,915 Remainder of Area Expressway
S2: Ramp Meters 69,972 1,707,420 201,162 3,938,447 1,239,070 875,662,292 Remainder of Area Collector
S2: Ramp Meters 218,600 5,852,889 625,950 12,721,092 3,873,175 2,824,919,458 Remainder of Area Arterial
S2: Ramp Meters 334,638 9,100,367 1,114,007 21,776,535 8,813,243 5,108,859,854 Alameda/Contra Costa Freeway
S2: Ramp Meters 54,719 448,766 118,162 1,494,533 927,374 434,993,500 Alameda/Contra Costa Expressway
S2: Ramp Meters 45,209 1,022,070 127,399 2,436,657 748,002 543,320,260 Alameda/Contra Costa Collector
S2: Ramp Meters 133,636 3,659,023 380,477 7,829,279 2,327,038 1,740,989,328 Alameda/Contra Costa Arterial
S2: Ramp Meters 1,487,244 36,289,890 4,470,120 86,645,558 33,310,149 20,231,196,576 Empty Cell. Empty Cell.
S2: Ramp Meters 2.167% 0.619% 1.202% 0.942% 1.045% 1.031% Compared to Base Empty Cell.
S3: Incident Management 420,623 12,284,568 1,452,433 29,553,596 12,309,064 6,906,416,238 Remainder of Area Freeway
S3: Incident Management 220,438 2,234,450 472,066 7,099,075 3,163,275 1,860,908,081 Remainder of Area Expressway
S3: Incident Management 71,097 1,718,773 203,593 3,978,073 1,249,326 885,263,311 Remainder of Area Collector
S3: Incident Management 220,621 5,871,394 630,957 12,801,334 3,890,856 2,843,785,980 Remainder of Area Arterial
S3: Incident Management 311,644 9,335,684 1,075,367 21,911,966 8,802,176 5,073,471,508 Alameda/Contra Costa Freeway
S3: Incident Management 41,124 433,648 99,753 1,344,461 806,987 380,812,945 Alameda/Contra Costa Expressway
S3: Incident Management 40,595 962,200 114,665 2,244,048 684,110 495,535,864 Alameda/Contra Costa Collector
S3: Incident Management 124,718 3,520,726 358,209 7,441,855 2,215,235 1,651,602,071 Alameda/Contra Costa Arterial
S3: Incident Management 1,450,860 36,361,443 4,407,042 86,374,408 33,121,030 20,097,795,998 Empty Cell. Empty Cell.
S3: Incident Management -0.332% 0.817% -0.226% 0.626% 0.471% 0.365% Compared to Base Empty Cell.
S4: ATDM 409,444 12,266,027 1,425,388 29,343,076 12,180,066 6,831,481,924 Remainder of Area Freeway
S4: ATDM 217,300 2,236,041 471,569 7,101,660 3,161,113 1,861,368,136 Remainder of Area Expressway
S4: ATDM 69,847 1,693,870 200,032 3,915,810 1,227,647 870,221,590 Remainder of Area Collector
S4: ATDM 217,401 5,847,082 625,607 12,720,431 3,863,574 2,823,521,406 Remainder of Area Arterial
S4: ATDM 295,085 9,605,683 1,054,067 22,270,882 8,907,319 5,089,339,035 Alameda/Contra Costa Freeway
S4: ATDM 43,240 430,154 99,172 1,336,598 803,978 378,176,406 Alameda/Contra Costa Expressway
S4: ATDM 39,468 949,106 112,658 2,208,121 672,798 487,438,437 Alameda/Contra Costa Collector
S4: ATDM 120,181 3,435,328 345,476 7,215,036 2,148,394 1,599,164,007 Alameda/Contra Costa Arterial
S4: ATDM 1,411,967 36,463,293 4,333,969 86,111,614 32,964,889 19,940,710,940 Empty Cell. Empty Cell.
S4: ATDM -3.004% 1.100% -1.880% 0.320% -0.002% -0.419% Compared to Base Empty Cell.
S5: ATDM + Signal Control 410,868 12,276,848 1,426,967 29,352,749 12,193,872 6,837,747,991 Remainder of Area Freeway
S5: ATDM + Signal Control 219,959 2,247,907 474,433 7,139,118 3,176,150 1,871,409,334 Remainder of Area Expressway
S5: ATDM + Signal Control 70,181 1,699,644 201,245 3,934,436 1,233,409 874,906,948 Remainder of Area Collector
S5: ATDM + Signal Control 218,231 5,868,687 628,089 12,768,659 3,879,236 2,834,607,628 Remainder of Area Arterial
S5: ATDM + Signal Control 298,693 9,626,802 1,058,957 22,306,865 8,934,607 5,110,098,537 Alameda/Contra Costa Freeway
S5: ATDM + Signal Control 47,552 434,007 113,545 1,441,772 895,480 419,204,124 Alameda/Contra Costa Expressway
S5: ATDM + Signal Control 39,577 939,996 111,495 2,185,333 666,320 482,448,682 Alameda/Contra Costa Collector
S5: ATDM + Signal Control 115,999 3,451,111 338,955 7,149,167 2,137,742 1,579,924,272 Alameda/Contra Costa Arterial
S5: ATDM + Signal Control 1,421,061 36,545,003 4,353,686 86,278,098 33,116,816 20,010,347,516 Empty Cell. Empty Cell.
S5: ATDM + Signal Control -2.379% 1.326% -1.434% 0.514% 0.458% -0.072% Compared to Base Empty Cell.
S6: Regional ATDM + Signal Control 354,439 12,902,696 1,339,086 29,873,455 12,215,778 6,758,789,530 Remainder of Area Freeway
S6: Regional ATDM + Signal Control 198,047 2,188,079 449,505 6,826,640 3,059,808 1,783,296,299 Remainder of Area Expressway
S6: Regional ATDM + Signal Control 69,238 1,666,312 197,860 3,864,653 1,210,458 859,553,531 Remainder of Area Collector
S6: Regional ATDM + Signal Control 200,271 5,664,682 589,402 12,115,961 3,702,167 2,681,332,522 Remainder of Area Arterial
S6: Regional ATDM + Signal Control 302,019 9,644,383 1,064,017 22,388,120 8,959,102 5,127,966,003 Alameda/Contra Costa Freeway
S6: Regional ATDM + Signal Control 47,307 436,356 113,753 1,446,595 897,455 420,327,610 Alameda/Contra Costa Expressway
S6: Regional ATDM + Signal Control 39,593 940,007 111,573 2,186,386 666,067 482,674,153 Alameda/Contra Costa Collector
S6: Regional ATDM + Signal Control 116,115 3,451,998 339,289 7,155,253 2,138,793 1,580,848,575 Alameda/Contra Costa Arterial
S6: Regional ATDM + Signal Control 1,327,028 36,894,513 4,204,484 85,857,063 32,849,627 19,694,788,222 Empty Cell. Empty Cell.
S6: Regional ATDM + Signal Control -8.839% 2.295% -4.812% 0.023% -0.352% -1.647% Compared to Base Empty Cell.
Table 39. Bay Area regional trip making, 2015.
County No. Trips – Base No. Trips – Scen. 5 No. Trips – Percent Change Average Trip Length (miles) – Base Average Trip Length (miles) – Scen. 5 Average Trip Length (miles) – Percent Change
San Francisco 292,162 292,917 0.26% 7.40 7.44 0.49%
San Mateo 414,952 414,959 0.00% 8.92 8.92 0.02%
Santa Clara 1,112,990 1,113,110 0.01% 8.41 8.44 0.28%
Alameda 825,565 827,738 0.26% 9.08 9.15 0.83%
Contra Costa 586,928 588,966 0.35% 9.42 9.49 0.78%
Solano 235,684 236,438 0.32% 10.82 10.91 0.82%
Napa 79,934 79,885 -0.06% 9.85 9.94 0.99%
Sonoma 291,865 292,106 0.08% 9.50 9.54 0.44%
Marin 139,109 139,567 0.33% 9.72 9.80 0.86%
External 83,397 83,396 0.00% 33.58 33.74 0.47%
TOTAL 4,062,586 4,069,082 0.16% 9.48 9.53 0.54%

Note: “Scen. 5” is Scenario 5, ATDM + active signal control.

As shown in Table 38, an additional scenario was created for the 2015 runs: Scenario 6, deployment of ATDM and active signal control on all freeways and arterials in the nine county region, respectively. This run is not “complete” in the sense that there was no 2010 run on which to base land use changes. (It used land use input from Scenario 5.) It was created to see what effect full operations deployment might have. If full deployment had been achieved in 2010, would population and employment be shifted around as shown above? Our guess is that most of the shifting would be from outside the region, as the travel time improvements would be ubiquitous within the region, thereby not giving any location an advantage in terms of accessibility. Still, the regional deployment scenario results in a 2.3 percent increase in VMT, an 8.8 percent decrease in VHT, and a decrease in CO2 emissions of 1.6 percent. The VMT increase is double what it is for deployment in only Alameda and Contra Costa counties, indicating that the improved regional travel times are having an effect on regional traveler behavior. Despite the VMT increase, regional deployment of aggressive operations is seen as having a positive impact on CO2 emissions.

The above results may be dependent on the nature of congestion in the network, which is severe. To test this, we took the model runs from above and postprocessed to get hourly speeds and emissions, but without the 30 percent increase in the v/c ratio.

I-15 Traffic Simulation Analysis with Updated Demand

The final step in the analysis was to use the long-term demand shifts obtained in the regional modeling analysis as input to the I-15 traffic simulation framework to get more refined emissions estimates. Ideally, this task would be done simultaneously with the land use/demand modeling step, but as previously noted, the complete modeling framework for doing so does not exist.

Several scenarios from the original I-15 runs were selected for conducting the comparisons. Table 40 shows the scenarios and the demand changes that were used. The demand changes are based on the data in Table 36. It should be noted that, as shown in the MTC model runs, there will be demand changes beyond the small subarea covered by the I-15 test network.

Table 40. Demand changes applied to I-15 scenarios.
Scenario Features Demand Changes
A Ramp metering +1.0% major arterials
E Ramp metering
Minor Incident withTIM
Traveler Information
+3.5% I-15 SB
-3.5% major arterials
E2 Ramp metering
Minor Incident withTIM
+3.5% I-15 SB
-3.5% major arterials
G Ramp metering
Active signal control
+2.0% I-15 SB
+1.0% major arterials
H Ramp metering
Active signal control
Traveler Information
+2.5% I-15 SB
+1.5% major arterials

Modifying demands in the traffic simulation model is an indirect task. VMT is “emergent” from the model; it is not an input. Rather, VMT is a result from the loading of trip tables onto the network. Therefore, the trip tables were modified using the following steps. Vehicles moving in the southbound direction of I-15 and on Pomerado Road were identified and their paths were traced backwards and forward to identify those origins and destinations in the trip matrix that assign vehicles to the SB direction of I-15; this is known as “select link analysis. After the select link analysis was performed, the flow of those O-D pairs was increased or decreased in the trip matrix that take I-15 SB or Pomerado Road in the base-year model.

The results are shown in Tables 41 and 42. The scenarios tagged with “_Incr” represent the new simulation runs with the demand changes. The original runs also are shown for comparison. The base condition for the nonincident scenarios is Scenario F, as before (no operations treatments deployed.) For the incident scenarios, the base condition for is Scenario D for Scenario E and E_Incr and Scenario D2 for Scenario E2 and E2_Incr.

Overall, the increased demand scenarios for nonincident conditions still show a benefit (decrease in CO2 emissions), albeit smaller than for original scenarios. This result may be an artifact of trying to get VMT increases on the network by modifying the trip table – trips will be redistributed to some degree by the model. Still, this is a representation of how the system will “handle” additional demand, much better than trying to force the target VMT onto the desired roadways. These results are similar to those obtained with the MTC travel model for the high order MTC Scenarios S4 through S6 which represent bundles of strategies similar to what is done for the I-15 tests.

As with the original demand runs, the effect of adding traveler information is likely problematic due to how the model simulates it – the “G” scenarios outperform the “H” scenarios even though the latter have traveler information added. The “H” scenarios have a higher VMT, indicating more circuitous routing. As shown back in Table 29, the overall system speed also is higher for the “H” scenarios. These conditions would lead to increased emissions for the “H” versus the “G” scenarios, assuming the internal algorithm is acting reasonably. Unfortunately, there is no way to validate the reasonableness; research on how travelers react to information is lacking.

However, the ability to replicate the network VMT changes noted in the MTC runs by adjusting the TransModeler trip table proved to be very difficult. In all cases, adjusting the origin-destination flows by the percentages in Table 40 resulted in less VMT than observed in the MTC model. This may reflect the differences in assignment procedures between the travel demand and simulation model. It also points out the problems associated with trying to integrate two separate modeling frameworks. In any event, because the VMT gains are not as large as originally planned, despite multiple attempts to adjust the trip table, the emission reductions in Tables 41 and 42 are most probably overestimated. Because the gains are still relatively large, though, we would expect that some reductions would still remain, or that the change would be so small that the net effect would be neutral.

The incident scenarios exhibit a similar pattern, but with Scenario E_Incr showing a slight increase (half a percent) in CO2 emissions. These results are in contrast to the MTC results for incident management which showed an increase in CO2 emissions. However, the MTC network was for a generalized condition – the capacity was increased to reflect the cumulative annual effect of incident management (seven percent) rather than modeling a specific incident, as is done for I-15. In the I-15 case, the net capacity equivalent increase is much larger. The MTC model showed that when capacity is only increased marginally (e.g., Scenarios S1 through S3), the effect of the increased demand causes emissions to increase, whereas when it is larger, the effect of the improvement absorbs the increased demand. This may in fact be a function of the volume-delay relationship used in the MTC model.

Table 41. I-15 Traffic simulation results with increased demand, nonincident scenarios.
6:00 a.m. to 9:00 a.m. – Route 6:00 a.m. to 9:00 a.m. – Scenario VMT Emissions – CO2 Emissions – CO2 Relative to Base Emissions – CO Emissions – HC Emissions – NOx
Black Mountain Expressway base 10,352 6,765,509 Empty Cell. 95,438 2,806 15,305
Black Mountain Expressway scenario_A 9,594 7,044,845 4.13% 93,865 2,994 15,448
Black Mountain Expressway scenario_A_Incr 10,742 7,887,795 16.59% 91,975 2,674 15,010
Black Mountain Expressway scenario_G 10,812 6,638,842 -1.87% 95,103 2,745 15,306
Black Mountain Expressway scenario_G_Incr 10,594 6,414,223 -5.19% 93,105 2,647 15,080
Black Mountain Expressway scenario_H 10,452 6,626,596 -2.05% 94,349 2,776 15,424
Black Mountain Expressway scenario_H_Incr 10,926 6,975,757 3.11% 100,259 2,952 15,771
Carmel Mountain Expressway base 4,816 2,886,183 Empty Cell. 51,597 1,228 6,925
Carmel Mountain Expressway scenario_A 4,309 2,907,180 0.73% 51,873 1,238 6,924
Carmel Mountain Expressway scenario_A_Incr 4,758 2,862,494 -0.82% 51,480 1,220 6,885
Carmel Mountain Expressway scenario_G 4,803 2,723,066 -5.65% 43,797 1,213 5,929
Carmel Mountain Expressway scenario_G_Incr 4,723 3,337,988 15.65% 57,768 1,647 7,957
Carmel Mountain Expressway scenario_H 4,882 2,937,542 1.78% 52,440 1,250 7,069
Carmel Mountain Expressway scenario_H_Incr 4,912 3,000,084 3.95% 60,795 1,788 8,612
I-15 NB base 297,336 109,295,860 Empty Cell. 1,121,967 33,210 250,478
I-15 NB scenario_A 289,513 104,558,162 -4.33% 1,058,182 31,576 239,653
I-15 NB scenario_A_Incr 278,534 101,954,652 -6.72% 1,026,712 30,888 231,951
I-15 NB scenario_G 282,783 104,808,784 -4.11% 1,066,312 31,960 239,578
I-15 NB scenario_G_Incr 282,195 105,752,063 -3.24% 1,019,619 30,777 231,155
I-15 NB scenario_H 292,487 108,973,584 -0.29% 1,127,518 33,546 247,793
I-15 NB scenario_H_Incr 295,704 110,172,293 0.80% 1,128,082 33,848 250,221
I-15 SB base 420,698 217,218,389 Empty Cell. 1,954,660 81,830 427,100
I-15 SB scenario_A 435,030 213,456,303 -1.73% 1,867,652 80,948 413,619
I-15 SB scenario_A_Incr 432,522 211,748,653 -2.52% 1,845,240 80,381 411,965
I-15 SB scenario_G 421,320 188,302,302 -13.31% 1,823,462 65,871 398,333
I-15 SB scenario_G_Incr 427,786 190,829,990 -12.15% 1,765,743 60,263 387,891
I-15 SB scenario_H 418,841 203,885,665 -6.14% 1,910,878 74,227 417,795
I-15 SB scenario_H_Incr 423,449 206,128,407 -5.11% 1,911,833 75,224 421,555
I-15 SB scenario_F 420,698 217,218,389 Empty Cell. 1,954,660 81,830 427,100
Other Freeways/Expressways and Major Arterials base 90,458 58,316,447 Empty Cell. 753,250 25,153 123,247
Other Freeways/Expressways and Major Arterials scenario_A 81,497 58,168,884 -0.25% 747,604 25,171 122,648
Other Freeways/Expressways and Major Arterials scenario_A_Incr 92,853 59,216,202 1.54% 727,231 22,357 116,213
Other Freeways/Expressways and Major Arterials scenario_G 93,510 56,799,069 -2.60% 756,325 24,310 121,797
Other Freeways/Expressways and Major Arterials scenario_G_Incr 92,291 53,693,987 -7.93% 734,386 22,746 116,776
Other Freeways/Expressways and Major Arterials scenario_H 94,426 56,399,555 -3.29% 751,274 24,110 121,424
Other Freeways/Expressways and Major Arterials scenario_H_Incr 92,149 55,407,653 -4.99% 745,615 23,817 118,645
Pomerado Road base 31,581 21,129,853 Empty Cell. 245,072 9,163 43,000
Pomerado Road scenario_A 28,106 21,551,594 2.00% 244,971 9,468 42,992
Pomerado Road scenario_A_Incr 33,966 26,045,133 23.26% 293,087 11,293 51,540
Pomerado Road scenario_G 32,921 17,457,167 -17.38% 231,456 7,224 37,600
Pomerado Road scenario_G_Incr 33,804 16,755,750 -20.70% 224,404 6,877 36,466
Pomerado Road scenario_H 35,003 16,982,701 -19.63% 231,020 6,969 37,345
Pomerado Road scenario_H_Incr 36,480 18,857,549 -10.75% 247,990 7,818 40,789
Total, All Highways base 855,241 415,612,241 Empty Cell. 4,221,984 153,390 866,055
Total, All Highways scenario_A 848,049 407,686,968 -1.91% 4,064,147 151,395 841,284
Total, All Highways scenario_A_Incr 853,375 409,714,929 -1.42% 4,035,726 148,814 833,563
Total, All Highways scenario_G 846,149 376,729,230 -9.36% 4,016,455 133,323 818,543
Total, All Highways scenario_G_Incr 851,392 376,784,001 -9.34% 3,895,024 124,957 795,326
Total, All Highways scenario_H 856,091 395,805,643 -4.77% 4,167,478 142,879 846,849
Total, All Highways scenario_H_Incr 863,620 400,541,744 -3.63% 4,194,575 145,446 855,592

Note: VMT for the increased demand scenarios were lower than the target values developed by the MTC regional model; see text for explanation

Table 42. I-15 Traffic simulation results with increased demand, incident scenarios
6:00 a.m. to 9:00 a.m. – Route 6:00 a.m. to 9:00 a.m. – Scenario VMT Emissions – CO2 Emissions – CO2 Relative to Base Emissions – CO Emissions – HC Emissions – NOx
Black Mountain Expwy scenario_D 10,510 6,612,747 Empty Cell. 93,907 2,776 15,239
Black Mountain Expwy scenario_D2 10,352 6,630,833 Empty Cell. 94,364 2,731 15,132
Black Mountain Expwy scenario_E 11,173 7,012,707 6.05% 99,367 2,966 15,830
Black Mountain Expwy scenario_E_Incr 10,782 6,951,142 5.12% 98,729 2,885 15,913
Black Mountain Expwy scenario_E2 11,159 7,253,787 9.39% 100,984 3,053 16,385
Black Mountain Expwy scenario_E2_Incr 10,982 6,798,387 2.53% 95,149 2,837 15,441
Carmel Mountain Expwy scenario_D 4,917 2,954,354 Empty Cell. 52,713 1,256 7,036
Carmel Mountain Expwy scenario_D2 4,784 2,859,546 Empty Cell. 51,033 1,217 6,846
Carmel Mountain Expwy scenario_E 4,916 2,962,320 0.27% 52,780 1,261 7,094
Carmel Mountain Expwy scenario_E_Incr 4,795 3,600,557 21.87% 64,111 1,535 8,587
Carmel Mountain Expwy scenario_E2 4,970 3,054,455 6.82% 54,347 1,304 7,304
Carmel Mountain Expwy scenario_E2_Incr 4,859 2,915,883 1.97% 52,162 1,243 6,955
Black Mountain Expwy scenario_D 10,510 6,612,747 Empty Cell. 93,907 2,776 15,239
I-15 NB scenario_D 293,290 108,978,872 Empty Cell. 1,120,279 33,379 249,102
I-15 NB scenario_D2 297,320 109,779,783 Empty Cell. 1,129,933 33,453 252,169
I-15 NB scenario_E 286,463 105,920,289 -2.81% 1,084,187 32,254 242,596
I-15 NB scenario_E_Incr 281,058 105,558,896 -3.14% 1,063,220 31,957 241,460
I-15 NB scenario_E2 286,324 106,184,196 -3.28% 1,085,910 32,348 243,117
I-15 NB scenario_E2_Incr 278,526 103,421,845 -5.79% 1,057,423 31,706 235,818
I-15 SB scenario_D 416,604 208,120,832 Empty Cell. 1,918,518 76,583 419,330
I-15 SB scenario_D2 414,197 211,701,360 Empty Cell. 1,929,704 80,855 410,968
I-15 SB scenario_E 430,183 182,615,160 -12.26% 1,831,966 62,389 397,495
I-15 SB scenario_E_Incr 431,949 209,535,741 0.68% 1,905,049 76,875 421,994
I-15 SB scenario_E2 410,096 186,308,356 -11.99% 1,862,559 64,489 403,501
I-15 SB scenario_E2_Incr 431,949 211,652,264 -0.02% 1,939,376 77,573 427,985
Pomerado Rd scenario_D 34,917 17,214,891 Empty Cell. 231,881 7,049 37,527
Pomerado Rd scenario_D2 31,381 21,087,603 Empty Cell. 243,132 9,221 42,131
Pomerado Rd scenario_E 38,660 18,930,927 9.97% 251,358 7,707 41,510
Pomerado Rd scenario_E_Incr 33,226 16,979,567 -1.37% 227,540 6,998 36,845
Pomerado Rd scenario_E2 38,750 18,952,848 -10.12% 251,671 7,727 41,691
Pomerado Rd scenario_E2_Incr 34,473 17,251,432 -18.19% 231,422 7,153 37,424
Total, All Highways scenario_D 854,724 398,780,996 Empty Cell. 4,161,531 144,340 847,496
Total, All Highways scenario_D2 847,565 409,479,626 Empty Cell. 4,192,276 152,289 848,306
Total, All Highways scenario_E 870,298 373,213,303 -6.41% 4,084,703 130,084 826,647
Total, All Highways scenario_E_Incr 861,320 400,813,116 0.51% 4,146,083 144,830 851,656
Total, All Highways scenario_E2 850,810 379,940,855 -7.21% 4,142,905 133,500 838,856
Total, All Highways scenario_E2_Incr 855,124 396,178,359 -3.25% 4,116,733 143,475 841,704

Note: VMT for the increased demand scenarios were lower than the target values developed by the MTC regional model; see text for explanation.

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