Sudhira, HS and Ramachandra, TV and Jagadish, KS and Karthik, Raj S (2003) Urban Growth Analysis Using Spatial and Temporal Data. In: Photonirvachak - Journal of the Indian Society of Remote Sensing, 31 (4). pp. 299-311.
Sudhira_et_al.,_2003,_JISRS.pdf - Published Version
Urban growth identification, quantification, knowledge of rate and the trends of growth would help in regional planning for better infrastructure provision in environmentally sound way. This requires analysis of spatial and temporal data, which help in quantifying the trends of growth on spatial scale. Emerging technologies such as Remote Sensing, Geographic Information System (GIS) along with Global Positioning System (GPS) help in this regard. Remote sensing aids in the collection of temporal data and GIS helps in spatial analysis. This paper focuses on the analysis of urban growth pattern in the form of either radial or linear sprawl along the Bangalore - Mysore highway. Various GIS base layers such as builtup areas along the highway, road network, village boundary etc. were generated using collateral data such as the Survey of India toposheet, etc. Further, this analysis was complemented with the computation of Shannon's entropy, which helped in identifying prevalent sprawl zone, rate of growth and in delineating potential sprawl locations. The computation Shannon's entropy helped in delineating regions with dispersed and compact growth. This study reveals that the Bangalore North and South taluks contributed mainly to the sprawl with 559% increase in built-up area over a period of 28 years and high degree of dispersion. The Mysore and Srirangapatna region showed 128% change in built-up area and a high potential for sprawl with slightly high dispersion. The degree of sprawl was found to be directly proportional to the distances from the cities.
|Item Type:||Journal Article|
|Department/Centre:||Division of Mechanical Sciences > Civil Engineering
Division of Biological Sciences > Centre for Ecological Sciences
|Date Deposited:||16 Nov 2009 11:11|
|Last Modified:||09 Feb 2012 12:14|
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