|
a joint degree program between the | |
Hiedi Zutter"Evaluation and application of automated methods to measure sky view factors for urban areas." IntroductionAn urban area is comprised of many buildings that when in close proximity to each other form a basic urban surface unit called an urban canyon. The urban canyon is thus a fundamental unit comprising the urban canopy layer, which is defined as the layer of air from ground to roof-level in an urban area. Urban canyons vary in geometry based on the heights, lengths, and spacing of the buildings that define them. The geometric relationships within them can influence the absorption and emission of incoming solar and outgoing longwave radiation within the urban area and can have a significant impact on the energy balance and temperature of an urban area.
An urban canyon is comprised of the walls and ground (road, garden, etc.) between two adjacent buildings as well as the canyon-air volume, which has three sides with active surfaces (walls and ground) and three open sides (ends and top) (Oke 1987). The objective of this study, then, was to intercompare canyon geometry (size, orientation/direction) and SVF to see how it impacts air and surface temperatures. Additionally, H:W relationships have traditionally been used to estimate SVF. A number of other alternative methods are evaluated in this study. Studies into urban canyon geometry (canyon orientation and SVF) and its effects on radiation fluxes, and air and surface temperature differences have thus far concerned themselves primarily with only one particular type of urban canyon geometry. However, when these studies are looked at together we begin to see the changes that different height-to-width (H:W) ratios, SVFs, and orientation of canyons can have.
Sky view factor is the fraction of overlying hemisphere occupied by sky. For example, a SVF of one would be for an open site such as a wide field or the top of a tall building where there are no obstructions blocking a portion of the sky from view (Figure 1a). In urban areas, buildings and vegetation decrease the fraction of sky visible from the ground (Figure 1b). Urban geometry, which is then related to SVF, thus has implications in blocking some of the direct beam of radiation from the sun. According to Oke (1987), urban geometry influences the trapping of incoming solar and outgoing longwave radiation. This allows the urban air to become warmer. By day, a canyon is especially good at absorbing heat because its geometry acts to trap reflected solar radiation and its materials are often good heat stores. At night, the loss of heat from within canyons is slowed by the screening of the sky energy sink by the bordering of buildings (Arnfield 1982). Mills and Arnfield (1993) found that, as street canyons become increasingly narrow, they become increasingly isolated in terms of heat exchange with the atmosphere above.
Additionally, Arnfield and Grimmond (1998), using a north-south canyon orientation in a model, found that a larger fraction of available canyon net radiation is stored when wall height is large in relation to floor width. Essentially, the narrower a canyon becomes the less radiation that is emitted back out into space because of trapping and so a larger fraction of the net canyon radiation is stored. Eliasson (1996) found surface temperature to be statistically correlated to SVF. Sky view factor thus has a potential influence on the surface temperatures of urban canyons. A look at the mobile method of measuring SVF provides an interesting way to look at how SVF changes across an urban area. Figure 24(below) shows the results for the mobile transect, change in SVF with distance from the start of the transect (along route), in downtown Bloomington, IN, through the campus of Indiana University. This Figure has three main areas of particular interest. The first area is from distance 0 meters to about a distance of 1300 meters along the route. This area is representative of downtown Bloomington area, circling the courthouse. This area is relatively open due to wider main streets which are circling the courthouse area of town, which is more open. Thus, Conclusions
|
|