references: Model Validation and Reasonableness Checking Manual and Calibrating and Adjustment of System Planning Models
In the following sections, the validation and calibration procedures recommended in Calibration and Adjustment of System Planning Models are compared to those found in the Model Validation and Reasonableness Checking Manual. The first section contains a short description of validation procedures and reasonableness checks in the Model Validation and Reasonableness Checking Manual that are not described in the Calibration and Adjustment of System Planning Models report. The second section shows how some validation procedures and reasonableness checks have small changes between the two reports.
In the Calibration and Adjustment of System Planning Models report, the author assumes that there is little or no good OD data available; therefore, most of his model checks are against regional values. In the Model Validation and Reasonableness Checking Manual, the authors assumed that household survey data is available; therefore, many of their recommendations involve checking the estimated values (i.e., calculated P&As) to the observed values (i.e., survey results).
Household Trip Rate comparisons
Daily Person Trips
per Household by Household Size
|
Site |
1 person HH |
2 person HH |
3 person HH |
4+ person HH |
|
|
|
|
|
|
|
|
4.40 |
8.80 |
11.56 |
18.51 |
|
|
3.19 |
6.30 |
8.59 |
12.44 |
|
|
4.99 |
9.55 |
14.12 |
22.91 |
|
|
4.04 |
6.62 |
8.91 |
10.83 |
|
|
2.90 |
5.87 |
6.06 |
7.79 |
|
|
3.80 |
8.40 |
12.20 |
15.9 |
|
|
4.11 |
6.92 |
9.46 |
27.11 |
|
|
4.30 |
7.80 |
10.30 |
12.40 |
Source: Surveys of MPOs.
In looking at this table, what factors might account for
the large variation in daily person trip rates for household Size 4 plus?
Summarize route









Urban Area VMT by Facility Type
|
Facility Type |
Urban Area
Population |
||
|
Small |
Medium |
Large |
|
|
Freeways/Expressways |
18-23% |
33-38% |
40% |
|
Principal
Arterials |
37-43% |
27-33% |
27% |
|
Minor Arterials |
25-28% |
18-22% |
18-22% |
|
Collectors |
12-15% |
8-12% |
8-12% |
From BARTON-Aschman report
Assignment / count error targets by Functional class
Note: The expectations are
not RMSE percentages, but are average differences
Table 7-7
Percent Difference Targets for Daily Traffic Volumes by Facility Type
|
Facility Type |
FHWA Targets |
MDOT Targets |
|
Freeway |
+/- 7% |
+/- 6% |
|
Major Arterial |
10% |
7% |
|
Minor Arterial |
15% |
10% |
|
Collector |
25% |
20% |
|
Sources: FHWA, Calibration
and Adjustment of System Planning Models, 1990; Michigan Department of
Transportation (MDOT), Urban Model Calibration Targets, |
||
Adjust the BPR coefficients for different design
speeds of different facility types to improve equilibrium traffic assignments:
t = tLOS
(1 + 0.15( V/C)4 )

“New” factors recommended in Barton-Aschmann report are shown below, but these have not been accepted as the final answer. TRANSCAD still starts with the original coefficients.
Table 7-2
Updated BPR Parameters Using HCM Procedures
|
Coefficient |
Freeways |
Multilane |
||||
|
70 mph |
60 mph |
50 mph |
70 mph |
60 mph |
50 mph |
|
|
Alpha |
0.88 |
0.83 |
0.56 |
1.00 |
0.83 |
0.71 |
|
Beta |
9.80 |
5.50 |
3.60 |
5.40 |
2.70 |
2.10 |



In building the transportation network, recommendations in Calibrating and Adjustment of System Planning Models focus more on the microscopic details (i.e., intersection penalities, defining TAZs to limit intrazonal trips, and correct placement of centroid connectors) where the Model Validation and Reasonableness Checking Manual takes more of a macroscopic approach (i.e., the number of route/lane miles for a functional class or the average speed in a subarea). The Model Validation and Reasonableness Checking Manual does address the problems associated with the microscopic details, but not to the degree that the Calibrating and Adjustment of System Planning Models does.
In the Model Validation and Reasonableness Checking Manual, it is recommended to calculate the number of person trips per capita and then compare to other regional values. This method helps to avoid problems that may arise from variations in household sizes. The author of Calibrating and Adjustment of System Planning Models instead recommends calculating the number of person trips per dwelling unit and then comparing to regional values. Although the latter does not explicitly discuss evaluating person trips per capita, the appendix of the Calibrating and Adjustment of System Planning Models does included tabled values for this measurement.
The Model Validation and Reasonableness Checking Manual recommends that estimated trip lengths for each purpose should be within five percent of observed trip lengths (again the authors are assuming that travel survey data is available). The Calibration and Adjustment of System Planning Models report provides an equation for the average trip length of each purpose using the area's population. The author recommends that these values be compared to the trip distribution results.
A common problem for trip distribution in urban areas is when people living near the CBD (low income households) are matched with jobs within the area (generally high-income jobs). Both reports recommend that K factors or stratification of P&As into income classes can help account for this problem. In addition, the Model Validation and Reasonableness Checking Manual recommends the stratifying P&A data by auto ownership can also be done to account for the economic discrepancy. (NOTE: There may be issues with stratifying P&A data by auto ownership in rural areas)
The Calibrating and Adjustment of System Planning Models report discusses the issues concerning specific assignment procedures where as the Model Validation and Reasonableness Checking Manual doesn't look at any specific assignment routine except for suggesting alternative BPR parameters for equilibrium assignment. Most traffic assignment checks in the Model Validation and Reasonableness Checking Manual are statistical measurements (i.e., VMT, VHT, and R2) which are also discussed in the Calibrating and Adjustment of System Planning Models.