4. Discussions
4.1. Urban Expansion and Land Cover Change in Puerto Princesa City
Between 2014 and 2022, data suggest that Puerto Princesa City experienced notable population growth and land cover changes, triggering key transformations in its natural and built environment. The LULCC assessment findings showed a steady growth of built-up zones in the city (from 34.4 km² in 2014 to 67.7 km² in 2022), corresponding with an overall trend of rapid population growth in rural barangays and a rise in population density in most urban barangays, suggesting ongoing rural development and urban expansion in these areas (Lu et al., 2023; Gao and O’Neill, 2020).
In the city’s urban zones, the transformation of open spaces into built-up zones is more apparent, particularly in areas along the urban peripheries. This growth suggests economic opportunities are emerging in these peripheral zones, potentially driven by housing demand, lower land costs, and infrastructure development, such as new roads or transport hubs (Angel, 2023; Farah et al., 2019). The LULCC assessment results for rural barangays present a more varied trend, with some experiencing urban expansion, while others remain stagnant, and certain areas even show an increase in forest cover. This is potentially because rural barangays with rapid population growth likely contributed to land conversion, while those experiencing population decline may have seen land abandonment and natural regrowth (Navarro and Pereira, 2015).
Another significant observation in the LULCC assessment is the marked increase in the extent of water bodies in 2022. This change may be attributed to the degradation or loss of coastal and mangrove vegetation due to Typhoon Rai in December 2021, which previously obscured water surfaces. Canopy damage or deforestation in these areas likely made water bodies more detectable in remote sensing analysis, altering their perceived extent (Magallon and Tsuyuki, 2024; Peereman et al., 2021).
4.2. Correlation of NDBI and NDVI with LST
Figure 12 shows the scatter plots of the LST with NDVI (Top plots) and LST with NDBI (Bottom plots) for the years 2014, 2016, 2020, and 2022 (from left to right). The LST was observed to have different plot characteristics for positive and negative NDVI values. Nevertheless, the scatter plot shows a uniform spread of the LST values with NDVI values, suggesting low to no correlation. On the other hand, the scatter plot of LST with NDBI presents an apparent positive correlation, as indicated by the distinctive upward slope of the plot.
The Pearson r correlation coefficients were calculated for each scatter plot in
Figure 14 and summarized in
Table 5. The NDVI coefficients indicate low to no correlation with LST, as shown by the low correlation values: -0.1537 for 2014, 0.0832 for 2016, -0.1778 for 2020, and -0.0647 for 2022. These results suggest a low negative correlation for 2014, 2020, and 2022, while 2016 shows a very low positive correlation.
NDVI correlation coefficients were also calculated for each land cover type, as shown in
Table 6,
Table 7,
Table 8 and
Table 9. Developed and sparse vegetation areas exhibit very low to moderate negative correlations, likely due to the cooling effect of vegetation through evapotranspiration (Zhou, 2023; Ekwe, 2021). Conversely, forest cover shows very low to moderate positive correlations, indicating a competing mechanism that increases LST alongside the cooling effect. One such mechanism is the canopy effect, where heat is trapped and stored in forest canopies, raising the overall LST in the area (Dai, 2023; Shaik, 2023; Zhang, 2022; Richter, 2021). Mixed vegetation covers show a typical low to moderate negative correlation between LST and NDVI for 2014, 2020, and 2022, consistent with the cooling effect of evapotranspiration. However, in 2016, mixed vegetation showed a moderate positive correlation, suggesting a stronger canopy effect compared to evapotranspiration cooling.
The NDBI coefficients indicate moderate to high correlations with LST, with Pearson r values of 0.5284 for 2014, 0.3322 for 2016, 0.4850 for 2020, and 0.3666 for 2022. NDBI correlation coefficients calculated for each land cover type (
Table 6,
Table 7,
Table 8 and
Table 9) show a similar trend, except for forest areas. The overall increase in LST with NDBI can be attributed to factors such as a higher Bowen ratio, greater heat retention, and increased heat storage capacity. Built-up areas typically have a lower Bowen ratio due to reduced vegetation cover, diminishing the cooling effect from evapotranspiration. Additionally, urban surfaces — such as bare soil and construction materials — have higher heat retention and storage capacities, increasing net radiation from the land surface and contributing to higher overall LST (Zhao, 2020; Zhao, 2014).
4.3. Trend of LST, NDVI, and NDBI with Population Density
The calculated coefficients and R-squared values for each environmental parameter using the OLS model are presented in
Table 10. The corresponding regression lines for each year can be derived by setting the appropriate dummy variables to 1 or 0. For example, setting all dummy variables to zero yields the regression line for the year 2014, while setting the
dummy variable to 1 and others to zero gives the regression line for 2016. The scatter plots for NDVI, NDBI, and LST with superimposed regression lines are shown in
Figure 13.
The results show a logarithmic decrease in mean NDVI with increasing population density, yielding an R-squared value of 0.800, indicating a very strong correlation. The regression lines reveal an overall temporal trend, with 2016 having the lowest mean NDVI, followed by 2014, 2022, and 2020. This trend is reflected in the dummy variable coefficients: -0.002 for 2016, 0.06 for 2020, and 0.04 for 2022. The small magnitude of the 2016 coefficient suggests NDVI values close to those in 2014. The y-intercept, represented by the coefficient with a value of 0.56, can be interpreted as the NDVI value of bare vegetation when there is no population present. Additionally, the average rate of decrease in NDVI with a tenfold increase in population is -0.04 which is given by the value of the coefficient .
The mean NDBI showed a positive correlation with population density, with an R-squared value of 0.840, again indicating a very strong correlation. The temporal trend observed in the regression lines shows the lowest NDBI in 2020, followed by 2022, 2016, and 2014. The corresponding dummy variable coefficients are -0.002 for 2016, -0.03 for 2020, and -0.02 for 2022, with the low 2016 coefficient indicating NDBI values similar to those in 2014. The y-intercept, -0.39, represents the NDBI value of bare vegetation in the absence of population. The average rate of increase in NDBI with a tenfold increase in population is 0.04.
The model also showed a logarithmic increase in mean LST with population density, with an R-squared value of 0.818, indicating a very strong correlation. The regression lines reveal the lowest LST in 2020, followed by 2014, 2022, and 2016. The corresponding dummy variable coefficients are 1.92 for 2016, -0.12 for 2020, and 1.18 for 2022. The small magnitude of the 2020 coefficient suggests LST values close to those in 2014. The y-intercept, 22.03 °C, represents the LST of bare vegetation with no population influence. Furthermore, the average rate of increase in LST with a tenfold increase in population is 0.77 °C.
4.4. Surface Urban Heat Island (SUHI) Attributions
Urbanization generates small perturbations to the land surface temperature (LST), resulting in LST gradients between urban and rural areas. SUHI, defined as the gradient between urban and rural average land surface temperatures (LST) , can be attributed to different contributions: net solar radiation, anthropogenic heat, air convection, evapotranspiration, and heat storage (Guo, 2024).
To estimate the SUHI, we assumed that rural areas correspond to data points in
Figure 15 with a population below 10³ and a mean NDVI of 0.4-0.6, while urban areas have a population above 10³ and a mean NDVI of 0-0.4. The estimated SUHI was calculated as the difference between the average urban and rural land surface temperatures (LST), as shown in
Table 11.
The urban and rural average temperatures increased drastically in 2016 due to the strongest El Niño event of the decade (Shiozaki, 2020). Surprisingly, this resulted in a relatively low SUHI of 2.84°C compared to the previous year’s SUHI of 4.77°C, suggesting that rural areas experienced a faster temperature increase than urban areas. One possible explanation is the drying of vegetation, evidenced by the sudden increase in sparse vegetation land cover and a decrease in mixed vegetation. The reduction in the cooling effect normally provided by evapotranspiration may have contributed to the rapid heating of rural areas (Wang, 2023; Yuan, 2023).
By 2020, rural and urban temperatures appeared to have normalized from the 2016 El Niño, as indicated by the gradual recovery of mixed vegetation and a corresponding decrease in sparse vegetation. The lower SUHI value compared to 2014 suggests a greater cooling effect in urban areas, possibly due to increased vegetation within urban spaces or the use of more reflective construction materials (Zhou, 2023; Ekwe, 2021).
In 2022, urban and rural temperatures rose again, with only a minimal reduction in SUHI. This could be attributed to the apparent conversion of mixed and sparse vegetation into developed land cover, potentially as a result of Typhoon Rai damaging coastal or mangrove vegetation (Meneses, 2022).