Demand Estimation |
2.8 Regional Travel Models
Descriptive Criteria: What is It?
Categories:
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Purpose:
Regional travel models use existing and future land use conditions and transportation network characteristics, in conjunction with models of human behavior and other travel characteristics, to predict future travel patterns. Regional travel models can be used to predict the impacts of improvements to the bicycle and pedestrian environment on levels of utilitarian (non-recreational) bicycle and pedestrian travel, as well as on motorized vehicle trips, vehicle-miles of travel (VMT), and emissions.
The basis for regional travel models is the division of the urban area into zones, which usually correspond to census tracts, and the definition of a network of transportation facilities connecting the zones. The inputs are proposed or projected future transportation systems and forecast population and employment by zone. A four-step process is used:
1. Total trips that start and end in each zone are predicted.
2. These trips are distributed between pairs of zones.
3. The trips are allocated among the available travel modes (usually auto and transit).
4. The trips are assigned to specific facilities included in the highway and transit transportation networks.
The data for predicting travel behavior are primarily based on surveys of households to track a sample of travel patterns. Trips are generally predicted separately by trip purpose (i.e., work, shopping, other) and then aggregated into total trips on the network. The primary emphasis in modeling is on peak-hour travel to determine the number of vehicles using each transportation facility at the time when demand is greatest.
Regional travel models and their associated data collection efforts have traditionally been oriented toward predicting automobile and to a lesser extent transit trips, and have generally not included non-motorized travel modes. Even if non-motorized modes were to be included as alternatives, existing data on non-motorized travel and network characteristics are often insufficient or of poor quality, and the models have a zonal structure and level of network detail that is too coarse for analyzing short trips. Recreational and non-peak-period travel, which can be important components of non-motorized facility use, are also poorly developed areas of travel modeling.
A number of efforts have been made recently to overcome these limitations and incorporate non-motorized travel into recent travel models. In some metropolitan areas of the United States, Canada, and Europe, household travel surveys have been redesigned to include bicycling and walking trips, and models have been modified to incorporate bicycle and/or pedestrian modes as alternatives and describe the characteristics of the bicycle or pedestrian network. Inclusion of non-motorized modes has the potential not only to predict non-motorized trip choice as a result of future changes, but also to predict changes in automobile and transit travel as a result of these changes and improve the overall accuracy of the models.
In addition to the full inclusion of non-motorized modes in regional travel models, quick-fix methods can be used to approximate the potential vehicle trip reduction effects of transportation and land use strategies, by manually adjusting trip generation rates, auto ownership levels, or mode choice factors. Such sketch planning methods can be useful when model shortcomings and time and resource constraints limit the opportunity for more complete model development or refinement. Finally, regional travel demand models can provide information, such as trip lengths and distributions by origin/destination and purpose for all modes, that is useful for other non-motorized travel planning activities or forecasting methods.
Structure:
Most regional travel models that incorporate non-motorized travel do so through the mode choice step. Bicycling and walking are included as options along with auto and transit in logit models of mode choice(2). Bicycle and walk modes may be treated separately or may be combined as one option (non-motorized) because of insufficient data to treat the modes separately. Also, some models distinguish between auto and walk access to transit, but do not include walking as a separate mode choice for an entire trip.
All of the models predicting non-motorized mode choice include some combination of travel time, distance, and cost variables to predict mode choice. Some also include other variables that describe the quality of the non-motorized transportation facilities or network for bicycling or walking. Non-motorized network characteristics are incorporated through one of the following two methods:
1. Zone-level factors describing the quality of the area's environment for walking and/or bicycling. These may include population and employment density as well as a pedestrian or bicycle environment factor which describes the relative attractiveness of the area for walking or bicycling based on physical characteristics of the area (presence of sidewalks, pedestrian street crossings, hills, etc.).
2. Network-level variables describing the presence and/or quality of bicycling or walking facilities. The non-motorized network can use the existing model's road network as its basis. Each link can then be coded with bicycle or pedestrian-specific variables (i.e., whether there is a bike path). Additional bicycle or pedestrian-specific links (such as a non-motorized trail) can also be added to the network.
As an alternative or supplement to consideration of mode choice, models can be modified to predict the choice of routes by non-motorized travelers as a function of route characteristics. This can only be done if the model includes a network of non-motorized facilities, as described above. The characteristics of the facilities can then be used to predict the routes followed by bicyclists or pedestrians between each pair of zones, once the total number of bicycle or pedestrian trips between each pair of zones has been determined by the mode choice model. Some models have specifically been developed to predict route choice as a function of the bicycle network, where total bicycle trips are based on assumptions exogenous to the model (see entries for "Bicycle Travel Models," Methods 2.9 and 2.10).
Other specific approaches to incorporating the bicycle and pedestrian modes into regional travel models are described under "Real World Examples" below.
In addition to directly incorporating non-motorized travel into regional travel models, travel model data or output (in the form of zone-to-zone trip tables for all modes, including non-motorized) can be adjusted to estimate non-motorized trips and a corresponding reduction in motorized trips between each pair of zones. Specific examples are given in Chesapeake Bay Foundation (1995) and Clark (1997) and are also described under "Real World Examples" below.
Calibration/Validation Approach:
Mode choice models are developed using standard statistical procedures for calibrating and validating these models. Selection of the final mode choice model may include extensive testing of a variety of variables and model forms. Model validation is performed by comparing predicted trips for various strata (geographic area, household income, etc.) with the actual number of trips from the household travel survey.
Inputs/Data Needs:
Travel modeling efforts require extensive data, including:
To incorporate non-motorized travel into regional travel models, additional data are required on non-motorized travel characteristics and on the non-motorized transportation network. In particular:
1. The household travel survey(s) used to develop the model must include data on bicycle and pedestrian trips. These modes have frequently been neglected in standard travel surveys although incorporation is becoming more common. Experience suggests that surveys must be worded carefully to obtain complete information, particularly with respect to short-walk trips which are frequently not reported. In addition, a larger sample size and/or specialized sampling techniques may be required to obtain a sufficient sample size for non-motorized trips, particularly if bicycles and pedestrians are to be modeled as separate modes rather than as a single mode.
2. Data on the bicycle and/or pedestrian network are required if the model is to be sensitive to the effects of network improvements. In particular, local field data collection may be required either to construct environment factors or to add bicycle or pedestrian characteristics or links to the road network.
3. If mode or route choice is to be modeled based on facility characteristics, relative preferences for each type of facility must be developed and related to travel time/distance. This can be done either through special survey efforts or by borrowing or transferring results from studies performed in other areas.
Potential Data Sources:
In addition to the data sources already compiled for standard travel modeling efforts, the following data sources might be useful for developing bicycle or pedestrian descriptors at the zonal level:
Census TIGER files for developing topological descriptors of local road networks. Hsaio (1997) and Wineman (unpublished) have both used TIGER files to evaluate the connectivity of networks for pedestrian travel (discussed under entry on "Geographic Information Systems," Method 2.18)
Local inventories of pedestrian facilities and/or bicycle facilities, although such inventories may not always exist. Data storage and analysis can be enhanced through the use of GIS applications.
Computational Requirements:
The travel modeling process is computationally intensive but can be performed using desktop microcomputers with appropriate software.
User Skill/Knowledge:
A familiarity with travel demand modeling techniques is required.
Assumptions:
To date, only a few factors influencing the choice to bike or walk have been incorporated in regional travel models. Trip distance or time is the primary consideration, with trip purpose, personal characteristics, or general environment factors considered in a few cases. One general assumption behind the mode choice component of traditional travel models is that mode choice can be predicted primarily as a function of only travel time and travel cost. In the case of both pedestrian and bicycle travel, however, this has been demonstrated not to be the case, and a variety of environmental and personal factors are perhaps of much greater significance. Exploration of these factors, and how they can best be incorporated into the modeling framework, is necessary before travel models will yield significant useful information on the effects of bicycle and pedestrian design actions.
Some practical problems with including non-motorized travel in current models include insufficient data on trips by these modes, insufficient basis for predicting non-motorized travel decisions, lack of information on non-motorized network characteristics, a zonal structure/level of detail which is too coarse for analyzing short trips, and inability to model recreational trips. Therefore, the results produced by these models are only rough approximations and their performance for predicting future levels of non-motorized trip making as a result of improvements or policy changes has not yet been validated.
Figure 2.8 | Regional travel models can be used to predict the effects of improvements to the pedestrian environment on pedestrian travel, as shown here in Key West, Florida. |
Facility Design Factors:
The most common method of incorporating facility design factors to date has been through the use of a Pedestrian Environment Factor (PEF), which is a composite index of a number of factors which are viewed as influencing the attractiveness of an area for walking. One modeling effort (the PROMO pivot-point model for the Washington, DC region) has expanded the PEF to include bicycling factors. The Portland PEF has been applied for modeling in Portland, OR, Sacramento, CA, and adapted for use in the Washington, DC region by adding a bicycle component. A pedestrian-bicycle environment factor (PBEF) has also been developed in Montgomery County, MD.
Portland's PEF includes four elements: (1) sidewalk availability; (2) ease of street crossing; (3) connectivity of street/sidewalk system; and (4) terrain. Montgomery County's PBEF includes five elements: (1) extent of sidewalks; (2) land use mix; (3) building setbacks; (4) transit-stop conditions; and (5) bicycle infrastructure. For a description of how these elements are combined into an overall factor, see entry for "Environment Factors," Method 2.17.
The travel model for the Edmonton area classifies each link of the network by type of bicycle facility: bike path, bike lane, or mixed traffic. The relative attractiveness of each facility type is used to weight the total travel time between two zones. This general approach could be applied using other facility design factors, given the following: (1) information on the facility design factor for each link in the network; and (2) information on the relative tradeoffs made by cyclists between these facility design factors and travel time.
Output Types:
The output of the travel modeling process is the number of bicycle and pedestrian trips originating in each traffic analysis zone (total or by trip purpose), and the distribution of these trips between pairs of zones. For the base year (existing conditions), the model is calibrated so that these trips match as closely as possible the actual generation and distribution of trips as reported in the household travel survey. The expected number of trips in some future year can then be predicted based on projected changes in population; employment; land use; demographic characteristics; and the roadway, transit, and bicycle networks.
Real-World Examples:
The following information is based on Stein (1996), informal communication with modelers, and other sources as noted. Approaches to incorporating non-motorized travel in existing travel models are summarized in table 2.1.
Edmonton,
Canada. The Edmonton Transport Analysis Model recently developed for the
Edmonton, Canada region (Hunt, Brownlee, and Doblanko, 1998) includes both walk
and bicycle as separate modes and also includes bicycle network characteristics
in determining mode choice. Links in the network model can be coded in three
ways: bicycle path, bicycle lane, or mixed traffic. A coefficient in the mode
choice model is estimated for bicycle equivalent travel time,
which is actual travel time adjusted by a factor representing the relative
onerousness of bicycling on each facility type. Time-equivalent penalties by
facility type are derived from a stated-preference survey of bicyclists (Hunt
and Abraham, 1997), showing that for the average cyclist, one minute of bicycling
in mixed traffic is as onerous as 2.8 minutes on bike paths or 4.1 minutes on
bike lanes. The model has a number of other notable features, with trip generation,
destination, time of day, and mode choice all based on logit models that were
estimated using observations of individual travel behavior and applied at an
aggregate (zonal) levels for 25 user groups and trip purposes. Composite impedances
and accessibility measures feed backwards through each step, including to trip
generation. Therefore, improvements to the bicycle network (i.e., addition of
lanes or paths) can potentially affect total trip distribution and generation
as well as mode choice. The model also estimates the composite utility of travel
and therefore can be used to estimate the overall welfare benefits of an improvement
to the bicycle network.
Table 2.1 Inclusion of Non-Motorized
Modes in Regional Travel Models
Modes |
Steps of Modeling Process | Network Characteristics |
Region |
Bicycle |
Pedestrian |
Combined |
Walk to Transit |
Mode Choice |
Route Choice |
Other |
Environment Factor |
Bike/Ped Facilities |
Edmonton, Canada | X | X | X | X | X1 | X | |||
Portland, OR | X | X | X | ||||||
Sacramento, CA | X | X | X | X | |||||
Montgomery Co., MD | X | X | X | ||||||
San Francisco, CA | X | X | X | ||||||
Los Angeles, CA | X | X | X | ||||||
Albany, NY | X | X | u | X | u | X | |||
Leicester, UK (TRIPS/START) |
X | X | X | ||||||
Ipswich, UK (Quovadis) | X | X | X |
Portland, OR. Metro, the MPO for Portland, OR, included the non-motorized mode (walking/bicycling) as an option in the mode choice models for each trip purpose. Mode choice is predicted in two steps: first, motorized vs. non-motorized, and second, auto vs. transit for motorized trips. The motorized vs. non-motorized mode choice is a function of travel distance, ratio of cars to workers in the household, total employment within one mile of zone (a density measure), and a pedestrian environment factor (PEF). (Rossi, Lawton, and Kim, 1993).
Sacramento, CA. The Sacramento Area Council of Governments (SACOG) included pedestrian and bicycle modes separately in multinomial mode choice models for each trip purpose (attempts to develop a nested logit model were unsuccessful). A modified version of Portland's PEF is included in the transit, bicycle, and pedestrian mode choices; the PEF in the model is the product of the origin zone and destination zone PEFs. A dummy variable is included for zones in the city of Davis, where university students and staff make large numbers of bicycle and walk trips (Stein, 1996; Metropolitan Transportation Commission, 1997).
Montgomery County, MD. The Maryland-National Capital Park and Planning Commission (M-NCPPC) developed a nested logit mode choice model for home-to-work trips which includes walk/bike access to transit as a submode to the transit mode. (Walk/bike is not estimated as a separate mode.) The model includes an index of pedestrian and bicycle friendliness; this is included at both the auto vs. transit and walk vs. auto access-to-transit levels of the model. (Chesapeake Bay Foundation, Environmental Defense Fund, et al., 1996).
San Francisco, CA. The
Metropolitan Transportation Commission (MTC), the MPO for the San Francisco
Bay Area, includes both walk and bicycle modes in their latest set of mode choice
models. Bicycle and walk utilities are based on travel time, employment density
(for work trip models), and dummy variables for the Stanford, Palo Alto, and
Berkeley zones. Travel times are calculated using highway network distances
and an assumed speed of 19.3 km/h for bicycles and 4.8 km/h for pedestrians.
The MTC models are noteworthy for the variety of trip purposes modeled. Separate
trip generation, distribution, and mode choice models are developed for home-based
work, home-based shop, home-based school (grade school, high school, and college),
home-based social/recreation, and non-home-based trips. Some models have separate
time coefficients for bicycle and walk. The MTC also attempted to include population
density and area type (CBD, urban, suburban, etc.) in the mode choice models
but these variables were not significant in predicting non-motorized mode choice.
The MTC did not include the equivalent of a pedestrian and bicycle "environment
factor." (Metropolitan
Transportation Commission, 1995-1997). Los
Angeles, CA. The Southern California Association of Governments (SCAG),
the MPO for the Los Angeles region, includes non-motorized travel (bicycle/walk)
as a separate mode and also distinguishes walk vs. auto access to transit, for
both local and express transit. Non-motorized utilities are based on composite
time/cost, autos per capita, household income, population density, CBD of work,
a variation on straight-line distance, and dummy variables for LA and Orange
Counties. Albany,
NY. The Capital District Transportation Committee (CDTC) is incorporating
bikes and pedestrians into its regional travel model effort using a two-pronged
approach: 1. Incorporating bikes and peds
into the mode choice component of the travel model. They have investigated other
areas' efforts and plan
to develop and collect a pedestrian and bicycle environment factor. 2. Developing separate networks
for bikes and peds. These are based on the existing modeled road network, but
with "preference-based
speed coding." The bike
network is coded with speeds between 0 to 16.1 km/h (0 for expressways, 16.1
for Class 1 bikeways and local streets; other links are based on a judgment
of the attractiveness for bicycling). Pedestrian links may be coded as improved
(4.8 km/h); unimproved but walkable (1.61 km/h); or "off."
The speed factors are verified by showing model results for traffic assignment
to a bicycle and pedestrian task force and asking them to evaluate the reasonableness
of the assigned patterns. These
networks have already been developed and used for the purposes of prioritizing
34 bicycle and pedestrian projects in the most recent Transportation Improvement
Program (TIP). Bicycle and pedestrian projects have both been evaluated separately
from other projects and compared only among themselves because the types of
benefits are very different than standard road and transit projects. Projects
have been evaluated based on both modeled trip diversion from the mode choice
model and on trip potential, in which the pedestrian network is loaded with
all trips less than 3.2 km and the bicycle network is loaded with all trips
less than 8.0 km. The total modeled response to a proposed project (measured
in person-km of travel) is compared to its annualized cost to develop a cost-effectiveness
measure which can be used for comparing bicycle and pedestrian projects with
each other. For presentation of results to the planning committee, CDTC ranks
each project as "high,"
"medium,"
or "low"
with respect to three factors: market potential, cost-effectiveness, and safety.
Each project is given a one-page write-up summarizing the results of the model
runs and other project- related information. CDTC
plans in 1998 to integrate its bicycle and pedestrian network models with its
traffic model so that there is feedback from the bicycle and pedestrian networks
into the mode choice component of the traffic model. Berkeley,
CA. Ridgway (1995) suggests an approach to incorporating bicycle travel
in a travel model developed for the city of Berkeley, CA by Fehr and Peers Associates
of Lafayette, CA. The approach includes three of the four elements of standard
travel modeling: trip generation, trip distribution, and route assignment. The
primary purpose of the model would be for use in prioritizing improvements based
on projected levels of demand. Development of the model at the city level rather
than the regional level allows a finer level of detail which is better suited
for bicycle modeling purposes than the level of detail available in regional
models. Trip
generation is based on total person-trip tables from the existing travel demand
model, factored by bicycle mode splits by census tract based on regression analysis
of tract-level characteristics. (Difficulties were encountered in developing
a model that could predict bicycle mode splits at the tract level; see entry
for "Aggregate
Behavior Studies," Method 2.2.)
Trip distribution would be conducted using a traditional gravity model, with
the impedance factor based on travel distance and calibrated according to work-trip
distributions from the 1990 census. Trip assignment would be based on travel
distances on a traffic network modified for bicycling purposes. Development
of a bicycle preferential rating system for links based on traffic volumes,
facility types, and adjacent parking types is suggested but not described. Ridgway
is currently developing and applying a similar approach for modeling bicycle
travel in San Jose, CA. In
addition to directly incorporating non-motorized travel into regional travel
models, travel model data or output (in the form of zone-to-zone trip tables
for all modes, including non-motorized) can be adjusted to estimate non-motorized
trips and a corresponding reduction in motorized trips between each pair of
zones. Two approaches were identified: 1. Washington, DC area Proximity
Mode Choice Model (PROMO): The PROMO model (Chesapeake
Bay Foundation, 1995) is a sketch-planning model that predicts changes from
the complete regional models for the Washington region to account for the effects
of pedestrian and transit-oriented development. Starting with base-case travel
behavior and conditions, walk mode share is adjusted for zones with transit-oriented
development, under alternative scenarios, based on changes in employment density,
a pedestrian environment factor (adopted from Portland's
study), and transit service characteristics. Behavioral relationships are adopted
from the Portland and Montgomery Co. models for home-based work trips and from
modelers' experience for
other trip purposes. PROMO is most readily used to adjust the number of vehicle
trips generated at the zone level. PROMO has also been applied
in New Jersey to evaluate pedestrian, bicycle, and land use improvements along
the Route 1 corridor. The mode split impacts of a variety of improve- ments
are analyzed, including pedestrian crossings (crosswalks, signal timing, and
islands); sidewalk continuity and connectivity; and bicycle network connectivity
and facili- ties. These are incorporated by adjusting the pedestrian environment
factor for each zone. 2. Modification of trip tables
in Bend and Pendleton, Oregon Clark (1997) describes a process
to adjust vehicle trip tables in a travel demand model to account for future
increases in bicycle and pedestrian trips. Existing trips are stratified by
length and purpose, and adjustment factors which represent a potential percent
increase in bicycle and pedestrian trips
as a result of future improvements are applied to reduce the number of vehicle
trips between each origin-destination (O-D) pair. The adjustment factors vary
by trip purpose (home-based work, home-based other, and non-home-based); length
(less than 0.8 km, 0.8 to 4.0 km, and 4.1 to 8.1 km); and mode (pedestrian and
bicycling) and are based on local judgment. Contacts/Source: 1,000
Friends of Oregon: http://www.teleport.com/~friends/Lutraq2/Docs.htm (Portland,
OR). David
Clark: Kittelson Associates (Portland, OR). John
Hunt: University of Calgary, Department of Civil Engineering (Calgary, Alberta). Carolyn
Konheim: Konheim and Ketcham (Brooklyn, NY). Chuck
Purvis: Metropolitan Transportation Commission (Oakland, CA). Michael
Replogle: Environmental Defense Fund (Washington, DC). Matthew
Ridgway: Fehr and Peers Associates (Lafayette, CA). Tom
Rossi: Cambridge Systematics (Cambridge, MA). Bill
Stein: Metropolitan Service District (Portland, OR). Publications: 1,000
Friends of Oregon. Making the Land Use Transportation Air Quality Connection;
1991-1997. Includes multiple volumes describing modeling efforts in Portland
to incorporate pedestrians and bicyclists. Available on the web at ahttp://www.teleport.com/~friends/Lutraq2/Docs.htm. Cambridge
Systematics, Inc. Short-Term Travel Model Improvements, Travel Model
Improvement Program. U.S. Department of Transportation; DOT -T-95-05, pp. 2-1
to 2-7, October 1994. (1994a). Chesapeake
Bay Foundation, Environmental Defense Fund, et al. A Network of Livable Communities:
Evaluating Travel Behavior Effects of Alternative Transportation and Community
Designs for the National Capital Region. Washington, DC, May 1996. Clark,
David E., Estimating Future Bicycle and Pedestrian Trips From A Travel Demand
Forecasting Model, Institute of Transportation Engineers, 67th Annual Meeting, 1997. Hunt,
J.D., A.T. Brownlee, and L.P. Doblanko. Design and Calibration of the Edmonton
Transport Analysis Model. Presented at the 1998 Transportation Research
Board Annual Meeting, Paper #981076, January 1998. Hunt,
J.D. and J.E. Abraham. Influences on Bicycle Use. Submitted for presentation
at the 1998 Transportation Research Board Annual Meeting, July 1997. Konheim,
Carolyn S., and M. Shahid Iqbal. Route 1 Corridor Collaborative Study
(presentation). Konheim and Ketcham, Brooklyn, New York, 1998. Metropolitan
Transportation Commission. San Francisco Bay Area 1990 Travel Model Development
Project: Compilation of Technical Memoranda (Volumes II-VI). Oakland, CA,
1995-1997. Replogle,
Michael. Inside the Black Box: An Insider's
Guide to Transportation Models. Pro Bike Pro Walk 96, Bicycle Federation
of America/Pedestrian Federation of America, pp. 276-280, September 1996. Replogle,
Michael. Integrating Pedestrian and Bicycle Factors into Regional Transportation
Planning Models: Summary of the State-of-the-Art and Suggested Steps Forward.
Environmental Defense Fund, pp. 1-21, July 1995. Ridgway,
Matthew D. Projecting Bicycle Demand: An Application of Travel Demand Modeling
Techniques to Bicycles. 1995 Compendium of Technical Papers, Institute of
Transportation Engineers 65th Annual Meeting, pp. 755-785, 1995. Rossi,
Thomas. T. Keith Lawton and Kyung Hwa Kim. Revision of Travel Demand
Models to Enable Analysis of Atypical Land Use Patterns. Cambridge Systematics,
Inc. and Metropolitan Service District, May 1993. Stein,
William R. Pedestrian and Bicycle Modeling in North America's
Urban Areas: A Survey of Emerging Methodologies and MPO Practices. Thesis:
Master of City Planning and Master of Science, Georgia Institute of Technology,
pp. 1-28, March 1996. Stein,
William R. Summary of Bicycle Modeling Efforts at Portland Metro. Metro
Travel Forecasting Section, Portland, OR, November 1996. Evaluative
Criteria: How Does It Work? Performance: Incorporation
of non-motorized travel has led to improvements in some regional travel models
in terms of predicting auto vs. non-auto mode split. Portland Metro has found
that inclusion of the PEF and non-motorized modes improves the fit of the model,
reducing the tendency to over-predict auto trips in pedestrian-friendly areas.
The PROMO model was found to be useful for evaluating the mode share effects
of improving the pedestrian and bicycle environment. However, the PEF as applied
in Sacramento was not statistically significant (MTC, 1997). Inclusion of dummy
variables representing bicycle-friendly areas in California models has also
improved model fit and could be used to indicate the mode choice impacts of
improving non-motorized networks and policies. Use
of Existing Resources: Non-motorized
modes can be incorporated in existing travel model efforts, but require additional
work to develop mode choice models. Additional data collection resources are
also required if environment factors are to be developed. Travel
Demand Model Integration: Yes. Applicability
to Diverse Conditions: Model
coefficients for bicycle and walk modes developed in one area can potentially
be transferred to modeling efforts in other areas. The PROMO model in Washington,
DC, for example, used coefficients taken from the Portland mode choice models.
However, the validity of transferring these coefficients has not yet been established. Usage
in Decision-Making: The
Portland Metro and PROMO models have been used to evaluate the effects of future
transportation, land use, and urban design alternatives on travel patterns,
including walk/bike and transit mode shares and regional VMT. Ability
to Incorporate Changes: Evaluating
the effects of different policies or facility design factors requires re-running
various elements of the travel demand model. Ease-of-Use: A
familiarity with travel demand modeling techniques is required.
1Logit models are mathematical functions that relate the probability
of choosing a specific alternative to characteristics, such as time and cost,
of that alternative and of competing alternatives.