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eTheses Repository - University of Birmingham

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Mean near surface potential temperature at 12:00 (K)<br />

300.8<br />

300.4<br />

300.0<br />

299.6<br />

299.2<br />

298.8<br />

298.4<br />

y = 6.2517x + 297.34<br />

R 2 = 0.9913<br />

298.0<br />

0.20 0.25 0.30 0.35 0.40 0.45 0.50<br />

Mean urban land cover fraction<br />

Figure 7.2: Mean potential temperature (K) as a function <strong>of</strong> the mean urban land cover fraction as<br />

computed by the simulations <strong>of</strong> the EXPANSION series at 12:00 <strong>of</strong> the second day <strong>of</strong> simulation<br />

At 12:00 the results are significantly different from some <strong>of</strong> the analysis in Chapter 6,<br />

where the maximum rate <strong>of</strong> increase was 2.93 K(mean urban land cover fraction) -1 for the<br />

DENSITY series. These results show a change in behaviour when the urban land cover<br />

fraction is increased from its current extent. As the urban surface starts to dominate within<br />

the domain and the existing urban density within each grid cell is increased at the expense<br />

<strong>of</strong> the rural land use and green space (‘Meadows’), there is a sharper, more significant<br />

increase in the daytime temperature.<br />

In Chapter 6 it was found that only the DENSITY series showed a significant increase in<br />

the domain averaged daytime temperature, whereas the other two series representing past<br />

urbanisation showed no significant increase. This result is now confirmed by these model<br />

simulations, which represent both the densification and horizontal expansion <strong>of</strong> the city and<br />

which also show an increase in the domain averaged daytime temperature. This result has<br />

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