Testing and evaluating deterministic models of traffic flow.

Author(s)
Abramson, P. & Amster, G.S.
Year
Abstract

A study was conducted by airborne instruments laboratory to evaluate deterministic models of traffic flow. The models considered represented solutions of the generalized car- following equation written as expressions relating average speed and average density. One of these solutions was found to be a best fit to two distinct sets of data--1224 velocity -density per-lane values averaged from all three lanes of the john lodge freeway. This best fit was determined by use of a nonlinear regression process applied directly to the data. The technique for selecting this best model included use of the sum of residuals as well as a statistical test of hypothesis based on rank-ordering. Values of the standard parameters free speed and maximum flow compared closely with previous estimates for the same data, but the exponents in the car-following equation were higher than in any previous model. Continuous multiregime models were constructed by combining models fitted to the low and high vehicle-density regions. A linearly weighted transition region, between 45 and 75 vpm, was defined by examination of a high-order polynomial curve fit. These multiregime models were better fits than the single-regime cases, but were analytically more complicated. A multilane experiment indicated that the best single-regime model class fitted the right-lane data of a two-lane road as well as it fitted the two-lane data itself. Additional lane-by-lane data, covering the full sensitivity range, is indicated as a necessary requirement to further support this conclusion.

Request publication

1 + 4 =
Solve this simple math problem and enter the result. E.g. for 1+3, enter 4.

Publication

Library number
A 8157
Source

New York, Airbone Instruments Laboratory, 1968, 144 p.; CPR-11-5199

Our collection

This publication is one of our other publications, and part of our extensive collection of road safety literature, that also includes the SWOV publications.