07.10.2013 Aufrufe

PDF 20.134kB - TOBIAS-lib - Universität Tübingen

PDF 20.134kB - TOBIAS-lib - Universität Tübingen

PDF 20.134kB - TOBIAS-lib - Universität Tübingen

MEHR ANZEIGEN
WENIGER ANZEIGEN

Sie wollen auch ein ePaper? Erhöhen Sie die Reichweite Ihrer Titel.

YUMPU macht aus Druck-PDFs automatisch weboptimierte ePaper, die Google liebt.

Stefan Fina Patterns of Urban Sprawl Geographical Analysis<br />

where all functions are within the same or in adjacent blocks, distances are small (due to the large size<br />

of the buildings, straight line distances are significantly smaller than network distances). Example 2<br />

shows a small town which has grown in zones around a historic center. Business locations and public<br />

services are separated from residential zones, distances are therefore slightly higher. Example 3 shows<br />

a typical rural setting for Southern Germany: Small villages share a range of service functions, usually<br />

with high levels of commuting and large distances that need to be covered. The last example (4)<br />

depicts the type of urban growth that is most commonly referred to as urban sprawl: A high<br />

segregation of land uses with extensive land consumption for industrial and residential locations,<br />

mostly along major roads and isolated from the city center. Distances that need to be covered are<br />

therefore large.<br />

1: Urban center (high mix of uses, short distances) 2: Small town (some separation of land uses)<br />

3: Rural setting (long distances, sparse road network) 4: Suburban sprawl (high separation of land uses)<br />

Figure 2. Examples of the Functional Triangle calculation(arial photographs from the Ministry of the<br />

Environment of the State of Baden-Württmeberg, road network from GeoStreet+, infas Geodaten GmbH).<br />

The final indicator value is based on the calculation of the average distance for all functional triangles<br />

in a study area. In terms of data it can be computed with any spatial representation of urban entities as<br />

long as they can be differentiated in terms of their function (i.e. households, buildings, land use zones)<br />

and attributed with a meaningful number of trips. Fig. 3 illustrates the workflow for the calculation of<br />

FT: the nominator is calculated through the aggregation of all functional triangles in the study area,<br />

divided by their number (see formula in step 3).

Hurra! Ihre Datei wurde hochgeladen und ist bereit für die Veröffentlichung.

Erfolgreich gespeichert!

Leider ist etwas schief gelaufen!