|
|
|
|
|
|
|
The costs of transporting timber from the forest
to the mill are among the largest costs associated with wood production |
|
Fixed and variable costs associated with forest
roads |
|
Road design |
|
Road construction |
|
Maintenance |
|
The efficiency of a road network in meeting
operation goals |
|
|
|
|
|
|
|
Traditional transportation planning methods |
|
Engineers work with topographic maps |
|
Identify route alternatives |
|
Rank route alternatives |
|
Not efficient and sometimes not possible with
large road networks |
|
Time constraints |
|
Network too large |
|
Difficult to develop and select from a full set
of alternatives |
|
|
|
|
|
An automated system to assist planners in
identifying and selecting transportation routes |
|
The development of a decision support system
might involve a combination of several capabilities |
|
GIS to accommodate spatial considerations |
|
Statistics to aid in evaluating decision
outcomes |
|
Heuristic to assist in developing and sorting
through multiple alternatives |
|
|
|
|
|
Previous efforts at building decision support
systems |
|
Reutebuch (1988) ROUTES |
|
Shenglin (1990) Cost-benefit ratio |
|
Liu and Sessions (1993) Minimizing construction,
transport, and maintenance costs |
|
Epstein (1999) PLANEX |
|
None of these considered landslide-prone terrain |
|
|
|
|
|
|
Of all forest land uses, roads, on a per
unit-area basis, are the largest contributor to landslides (Sidle et al.
1985) |
|
Forest landslide impacts include |
|
Safety |
|
People |
|
Structures |
|
Increased erosional processes |
|
Increased delivery of sediment into streams |
|
Loss of aquatic habitat |
|
A decision support system for transportation
planning that can take landslide prone terrain into account could help
forest managers |
|
|
|
|
|
Create a decision support system for the
optimization of route selection based on operational constraints |
|
Entry and destination points |
|
Road construction, transportation, and
maintenance costs |
|
Incorporate landscape slope stability ratings as
a support system parameter |
|
Minimize routing through high-risk terrain |
|
Reestablish or create a road network system in
relatively stable terrain |
|
|
|
|
|
Located in Oregon Coastal Range |
|
376 km2 (93,000 acres, 145 square
miles) |
|
885 km (550 miles) of roads |
|
An actively managed forest: |
|
41 million board feet harvested in FY 2000 |
|
A well-developed and available GIS database |
|
|
|
|
|
|
54º (138 %) Average slope |
|
18º (32 %) Standard deviation |
|
Elevations from near 0 to 640 m (2100 ft) |
|
|
|
|
|
Roads |
|
Streams |
|
Culverts |
|
Digital Terrain Model |
|
Photogrammetrically derived |
|
|
|
|
|
a / sin b |
|
(Beven and Kirkby 1979) |
|
a represents a grid cell’s upslope contributing
area per contour length |
|
sin b is the local slope of the grid cell |
|
The index calculates drainage area and the
ability of the landscape to accommodate hydrologic flow |
|
The index defines potential areas of high
saturation and runoff |
|
The topographic index serves as the basis for
many hydrologic models |
|
|
|
|
The index tends to increase as upslope
contributing area increases |
|
The index decreases as local slope decreases |
|
Grid cells that have similar values for (a / sin
b) are expected to be similar hydrologically |
|
|
|
|
|
|
DTM is necessary |
|
A continuous hydrologic surface is created from
the DTM |
|
“Sinks” are removed so that hydrologic flow
simulations do not become trapped in a portion of the landscape |
|
Modeling constraints |
|
Hydrologic flow constrained by roads |
|
Flow paths were not allowed to cross roads in
our simulations unless… |
|
Culverts allowed to redirect hydrologic flow
through roads |
|
|
|
|
|
A Factor of Safety (FS) is a ratio of
stabilizing to destabilizing forces that provides a relative rating of
stability across a landscape |
|
We used a FS formula developed by Pack et al.
(2000) to provide a deterministic FS for all roads in the Elliott |
|
Based on the infinite slope stability model |
|
Requires a topographic index to assess hydrology |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
C = soil cohesion |
|
q = local slope |
|
T/R = transmissivity ratio |
|
a/sin b
= topographic index |
|
wsr
= water/soil density ratio |
|
f = internal soil friction angle |
|
|
|
|
|
|
Soil cohesion, T/R, wsr, and the internal
friction angle were constants throughout the study area |
|
C = 0.25 |
|
T/R = 0.00033 or 1/3000 |
|
Wsr = 0.5 |
|
f = 38° |
|
Slope and topographic index parameter values
varied according to local and upslope topography |
|
FS values less than 0.5 indicate a slope that is
more likely to fail |
|
FS values in excess of 0.5 indicate slopes that
are less likely to fail |
|
|
|
|
|
|
|
Range was predominantly between 0.26 and 3 |
|
Some extreme values (>3) were derived along
ridge tops and where slopes were nearly flat (about 3.5% of cells
representing roads) |
|
With extreme values removed: |
|
0.88 FS average |
|
0.44 FS standard deviation |
|
Roads along ridge tops and in areas of mild
slopes tended to have higher (more stable) FS values |
|
|
|
|
|
We combined a topographic index with a FS
equation to rate the relative stability of Elliott Forest Roads |
|
Used culverts to redirect overland flow paths |
|
The road system appears to be relatively
susceptible to slope failure |
|
These initial results provide the pathway for
assisting transportation planners |
|
Identification of road network segments that are
most prone to failure |
|
Planners can lessen or avoid road use in these
areas |
|
Provide support for developing additional
networks |
|
|
|
|
|
|
Transportation planners could examine existing
road networks |
|
Minimize costs: |
|
Maintenance (regrading, resurfacing) |
|
Impacts to other resources |
|
Aquatic habitat |
|
|
|
|
|
|
Planners could also consider the design of new
road networks |
|
Optimization could be directed toward: |
|
Minimizing travel distances |
|
Avoid failure prone terrain |
|
May involve trade-offs with minimizing travel
distances |
|
Potential maintenance costs |
|