Title: SCHEDULE
1SCHEDULE
2Discussion Problems
Revisiting the road-side ditch question Water
flows faster in ditches than through the soil. If
you count the ditch segments that feed directly
into streams as part of the stream network, then
map the flow length to streams with and without
road ditches. By how much is the average
flowlength above a stream cell reduced by adding
the roads?
3Practice Problem Identify FlowDirection for each
cell (arrows are okay)
4Practice Problem Identify FlowAccumulation(nil)
5Practice Problem Identify streams as cells with
gt10 contributing cells
6Practice Problem identify flow distance to
streams
7OUTLINE
- EUCLIDEAN
- distance
- allocation
- direction
- COST
- distance
- allocation
- back-direction
8Euclidean Distance
- Shortest distance from the source cells to each
cell in a grid
9Euclidean Distance
- Shortest distance from the source cells to each
cell in a grid - Example
10Euclidean Allocation
- Identified the nearest source cells for each
cell in a grid
11Euclidean Direction
- Angle from each cell in a grid to the source
cells - There may be some use for this
12Coding Euclidean Distance
- aGrid.EucDistance (directionFN, allocationFN,
maxDistance) - aGrid.EucAllocation (distanceFN, directionFN,
maxDistance)
13Cost Distance
- The cost from moving from one cell to a
neighbor is provides the cumulative cost of
getting from each cell to the source cell with
the lowest travel cost to it.
14Cost Weighted Averaging
- The cost from moving from one cell to a
neighbor is the average of the two values
15Cost Allocation
- The cost grid changes which source area is closest
16Back-link Direction
- The direction to the adjacent cell that leads
back to the source grid - Does this remind you of anything?
17Coding Cost Distance
- aGrid.CostDistance (costGrid, directionFN,
allocationFN, maxDistance) - We wont be getting into using files FN in
Avenue - We can instead use hydrologic functions to get
direction and - thus routing.
18Discussion Problems
We might use stream buffers to disperse sediment
and runoff before it reaches the stream. How much
larger will a 200 Euclidean distance stream
buffer be than a buffer that includes slopes that
have a 200 flowpath to the stream? How might we
use the zonalstats function to quantify the area
of each zone?