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Integration of attribute data

Integration of attribute data. Actions requiring no spatial properties comparing income levels, computing measures such as average income actions using only spatial properties determine parcels in floodplain actions that combine both

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Integration of attribute data

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  1. Integration of attribute data • Actions requiring no spatial properties • comparing income levels, computing measures such as average income • actions using only spatial properties • determine parcels in floodplain • actions that combine both • determine parcels in flood plain that have an assed value > 2,000

  2. Pre-computation of spatial properties • determine all streets that are connected to HY 71 • can perform analysis at time question asked or store as attributes in database on each node • storage improves performance • pre-computations can present problems if data are dynamic • some processes that store spatially derived data in database can yield complex database structures and other problems

  3. Geo-relational model for data • tables for attributes and other tables for coordinates (and possibly topological properties) • example find all parcels that arre worth more than $2,000 that are in the flood plain • step one: database query to parcel table to find polygon identifiers that are worth more than $2,000 • step two: similar search to land use to find flood plain polygons • step three: perform polygon overlay • step four: associate both land use and parcel data to each new polygon • create map/do report etc.

  4. Some details of the geo-relational model

  5. Allocations of attributes in geo-relational models Land Ownership Parcel ID Owner Address 123 Brown Rt 3 456 Smith Main Street Soil type soil map ID pH texture AA 4.5 loam BB 5.6 sand Joint key unit ID Parcel ID soil map id 10000 123 AA -- OR -- Soil/parcel table unit ID parcel id owner address soil id Ph texture

  6. Planar network operations • paths • shortest, fastest, avoids obstacles, passes by passengers, or package drop off/pick up • facility siting • place gas station on transportation network that is intersection of street with interstate • allocation • place school at point where enough students are within 3 miles

  7. Street networks • strict planar structure is inadequate to reflect connectivity/flow through network • one way streets • turn restrictions • flow restrictions • traffic density changes through time • flow restrictions often termed impedances

  8. Network turn restrictions

  9. Attributes for transportation networks • Dyads are commonly used • traffic planning • market studies • offsets related to construction design • dynamic segmentation • partitioning of linear data at locations NOT defined by a node • very common transportation data issue • reflects difference between an attribute view and a topological view • can be based on insertion of (pseudo) nodes or via new attribute data tables

  10. Routing and allocation factors Traffic Count Street ID 8 AM 9 AM 10 AM ... • centers • school, warehouse etc. • has capacities • number of students, • volume of packages • loads • student addresses • package pick up

  11. Creating regions • common problem • school districts • voting districts • store marketing areas • cell phone service areas • basic problem is to distribute smaller units into some aggregate that meets defined characteristics • smaller units may be • polygons (census blocks) • points (student addresses) • Issues • can overlap? Can have enclaves (holes)? Is all territory to be allocated?

  12. Location problem solving • use of a transportation network to define areas of interest • means applying (in turn) routing - allocation and district delineation

  13. Example set of district criteria • substantially equal in population • one piece with no holes • do not have “unusual” shape • recognize major natural features (e.g. rivers) • where feasible avoid battles w/ incumbents • don’t dilute minority voting strength • recognize existing communities of common interests

  14. Region/district creation

  15. Map overlay operations • the “logical” operators of union, intersection etc. have spatial equivalents

  16. Polygon overlay w/ lines and points

  17. Maps or themes Cartographic Modeling “flowcharting” operations

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