7.4 - Accident reduction benefits
- 7.1 - Benefits and costs of transport services
- 7.2 - Transport service user benefits
- 7.3 - Congestion benefits
- 7.4 - Accident reduction benefits
- 7.5 - Disbenefits during implementation/construction
- 7.6 - Other benefits and national strategic factors
- 7.7 - Costs to government
- 7.8 - Present value of benefits and costs
7.4 - Accident reduction benefits
Introduction
A transport service proposal may reduce accidents by moving passengers or freight to safer modes of transport, such as buses and rail. While this may be an outcome of a transport service proposal, it is seldom the primary objective.
Accident occurrence (and accident cost) is affected by:
- trip diversion
- changes in travel demand
- a reduction in the number of potential conflicts between different modes.
Nature of accident benefits
Trip diversion from road to rail or bus will generally provide positive benefits to users that change mode. The accident risk (likelihood of having an accident) and accident costs of remaining users will be similar.
A reduction in the number of potential conflicts between modes will generally lead to positive benefits, by reducing the number of conflicts and in many cases the accident severity. Accidents between bus/rail and private motor-vehicles tend to be more severe than those between two private motor-vehicles.
Accident evaluation procedures
There are three accident analysis methods used by Land Transport NZ; accident-by-accident analysis, accident rate analysis and the weighted accident procedure (refer to appendix A6 of volume 1). In transport service proposals analysts should use accident rate analysis.
Accident rate analysis makes use of predictions of the reported injury accident rate from areas that are similar to the proposed transport service location. For a transport service proposal such as a rail service, accident rates for both road and rail must be used to predict the number of accidents and the subsequent costs. Roads should also be separated into urban and rural sections.
Volume 1 worksheets A6.7 (a) and (b), and A6.8 (a) and (b) can be used for analysing urban and rural road routes respectively.
Accident rates and prediction models
Accident prediction models and accident rate equations are not provided for rail, buses or coastal shipping. Analysts are permitted to use accident prediction models and accident rate equations from other sources, as long as the robustness of these other sources can be demonstrated.
Urban transport services - accident rates
The accident prediction models in table A6.3(a) of appendix A6 (volume 1) can be used to calculate accident rates for urban roads. The models predict accidents between major intersections (or on links). An adjustment factor of two may be used to estimate the total number or reported injury accidents on both the links and at intersections for urban roads with intersections when the frequency of intersections along a road and the volume of crossing traffic is fairly typical. This is based on an assumption that approximately 50 percent of accidents occur at intersections.
On some urban roads, particularly in the middle of towns and cities, intersections are often closely spaced and this factor is not valid. When either of these two factors is atypical, then analysts should use the intersection prediction model in A6.5.3 of appendix A6 (volume 1) to calculate accident rates at the intersections. If the proportion of the trip on atypical roads is short then this issue can be ignored. A validated transportation model can be used to assist in more complex situations.
Rural transport services - accident rates
For freight transport service proposals, where the road network affected by the proposal is primarily rural in location, accident rate equations for heavy vehicles only are used to estimate the reduction in freight related accidents. This is a subset of the accidents given by the equation in A6.5.6 of appendix A6 (volume 1).
Heavy vehicle reported injury accidents/year = b0X
Where X is the exposure in 100 million vehicle kilometres, and the coefficient b0 is given in the following table.
Rural mid-block equation coefficients (b0) for heavy vehicle accidents:
| AADT | Coefficients b0 by terrain type | ||
|---|---|---|---|
| Level(0 to 3%) | Rolling(3 to 6%) | Mountainous (>6%) | |
| <= 4,000 | 20 | 42 | 52 |
| > 4,000 | 20 | 20 | 43 |
Each freight route should be broken down by traffic volume and terrain type. The terrain type can be selected by analysing the route gradient data. The gradient bands for each terrain type should generally be maintained throughout each section. Sections of road that are less steep can occur in rolling or mountainous sections for short lengths. This is allowed provided that the lower gradient length is followed by another rolling or mountainous gradient. The appropriate accident rate is then used for each section.
Procedure for accident rate analysis
For each mode that will be affected by the transport service proposal, calculate the accident reduction benefits as follows:
| Step | Action |
|---|---|
| 1 | If the case to be assessed consists of predominately radial then arterial, collector and local routes, with a standard density of intersections, and motorways, or rural roads then use this procedure (for each option). If the case to be assessed consists of a complex road network or arterial routes with very high or low density of intersections then use output from a validated transport model in conjunction with accident prediction models from appendix A6 (volume 1). |
| 2 |
Where the transport service proposal affects urban road(s):
|
| 3 |
Where the transport service proposal affects rural road(s):
|
| 4 |
For other modes (ie existing transport services):
|
| 5 |
|
