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Article

Street-Scale Urban Air Temperatures Predicted by Simple High-Resolution Cover- and Shade-Weighted Surface Temperature Mosaics in a Variety of Residential Neighborhoods

1
School of the Environment, Washington State University, Vancouver, WA 98686, USA
2
Environmental Studies, School of Integrated Sciences, Sustainability & Public Health, University of Illinois Springfield, Springfield, IL 62703, USA
*
Author to whom correspondence should be addressed.
Remote Sens. 2025, 17(11), 1932; https://doi.org/10.3390/rs17111932
Submission received: 19 April 2025 / Revised: 25 May 2025 / Accepted: 26 May 2025 / Published: 3 June 2025

Abstract

:
A simple statistical model capturing the degree to which different patterns of urban development intensify urban heat islands (UHIs) and stress human health would be useful but has remained elusive. Accurately predicting street-level urban air temperatures from land cover and thermal data is difficult due to (1) the coarse scale of common remote sensing data, which do not observe the key environments beneath urban tree canopies, and, (2) conversely, the immense labor of intense, location-specific, ground-based survey campaigns. This work tested whether remotely sensed urban heat merged with land cover heterogeneity and shade/sun fractions, if combined at a sufficiently fine scale so as to be linearly additive, would enable simple and accurate statistical modeling of street-scale urban air temperatures with minimal empirical fitting. We used ground-based thermography of a sample of 12 residential streetscapes in Portland, Oregon, to characterize the land surface temperatures (LSTg) of eleven common urban surface cover types when sun-exposed and in shade. Surfaces were cooler in shade than sun, but with surface-specific differences not explained by greenery nor (im)perviousness. Also, surfaces on streetscapes with more canopy cover, even when sun-exposed at midday, remained significantly cooler than comparable sun-exposed surfaces on streets with less canopy cover, indicating the key significance of partial diurnal shading, not typically accounted for in urban thermal statistical models. We used high-resolution orthoimagery to quantify the area of each surface cover type within each streetscape and computed an area-weighted average surface temperature (Ts), accounting for sun/shade heterogeneity. The data revealed a significant, nearly 1:1 relationship between calculated Ts values and sun-shielded air temperatures (Ta). In contrast, relationships of Ta to tree coverage, impervious area, or the LSTg of dominant surface cover types were all statistically insignificant. These results suggest that statistical models may more reliably bridge the gap between remote sensing urban surface temperatures and reliable predictions of street-scale air temperatures if (1) analysis is at a sufficiently high resolution (e.g., <10 m) to avoid some of the known scale-dependence of urban thermal environments and enable simple weighted linear models, and (2) distinctions between thermal contributions of sunlit and shaded surfaces are included along with the influence of diurnal shading. Such models may provide effective and low-cost predictions of local UHIs and help inform effective street-level approaches to mitigating urban heat.

1. Introduction

Sustainable urban futures require that development, which has historically fragmented landscapes and increased urban air temperatures, imperviousness, water demands, water losses, and human stress and discomfort, instead begin to mitigate or reverse these negative trends. Although only 55% of global population lived in urban areas in 2018, this figure is projected to be 68% by 2050 [1]. Growing urban populations will be accommodated by continued urban expansion and by redevelopment-intensification of existing urban areas. Large increases in pavement, roof, and other impervious surface cover associated with modern urban development greatly increase urban temperatures and increase resident discomfort and health risk, especially in the summer [2,3,4]. High temperatures and solar radiation near the ground can also stimulate the production of photochemical smog, a human respiratory and eye irritant [5,6]. Relations between urban heat and land cover remain an active area of research because a simple model that could accurately predict the degree to which different patterns of urban development would also intensify urban heat islands (UHIs) and stress human health would be immensely useful for urban planning and urban climate mitigation yet has remained elusive for decades [7,8,9]. Although highly-resolved urban climate assessments and predictions can be made with complex physics-based numerical models, the parameterization and computational requirements of such models make them impractical for simple, routine urban heatscape monitoring and assessment over large areas [10]. Therefore, while micro-scale models provide opportunities for improved process-based insights, there remains a need for more computationally simple approaches for the direct management of urban environments [11,12,13]. For example, exposed pavement land surface temperature (LST) can be successfully modeled using solar radiation and air temperature data [14], but the desired inverse model to accurately predict urban air temperatures from LST across a wide range of conditions has remained a challenge. Statistically relating urban heat to urban landscape composition (surface cover types) and form (building sizes, building and greenspace configurations) would not only be useful for understanding human thermal comfort [15,16], but also for building energy use [17,18], air quality [19], water use [20,21], stormwater runoff [22,23,24], and other water, energy, carbon, and resource-exchange processes in urban environments [25,26].
Taking an empirical approach, studies have statistically examined urban heat-land cover relations, especially using satellite remote sensing data at scales of tens of meters to kilometers since Rao (7.4 km ITROS-1; 1972) [27], Matson et al. (0.9 km NOAA-5; 1978) [28], Price (0.5 km HCMM; 1979) [29], and Roth et al. (1989) [30], among others. However, the plot- to street-scale provides the most appropriate and attainable scale for change to urban form within current policy frameworks yet is less commonly assessed [31,32]. Satellite remote sensing cannot elucidate the impacts of shading or under-canopy dynamics necessary to understand street-scale urban microclimate dynamics without additional data on the below-canopy surface covers and the effects of canopy shade [33]. The configuration of contrasting urban land cover types at very fine-scale levels may also exert a significant effect on LST [34,35]. The question of scale is both unavoidable and consequential in studies of the intensely heterogenous urban environment. Mirzaei summarized the differences between building, micro-scale or microclimate, and city-scale models of UHIs and argued that city-scale models that are built upon the remote sensing evaluations of that time, which were at low spatial resolution, inherently cannot account for the complex geometric structure of cities [10]. Because a single remote sensing pixel typically contains many different surface cover types including roofs, streets, multiple types of vegetation, and even oddities such as parked cars, most remote sensing efforts to characterize the air temperature variability of UHIs are not really able to account for the fine-scale complexities of urban land cover, its differential surface heating, and its non-linear and heterogeneous surface-air heat flux feedback processes [36]. The detailed quantification of surface temperature variations, surface cover types, and their co-variation with urban air temperatures at the street scale, parcel scale, and sub-parcel scale that is needed to support improved development of theory and models is also largely lacking. Such finer-scale evaluations are necessary to help illuminate the biophysical processes underlying the creation and distribution of urban heat, to document and understand scaling issues of UHIs, to reduce scale discrepancies between data sources and models used, and to provide policy-relevant guidance into cooling potential of urban form manipulation [37,38,39]. Disconnects between the location-smoothing but spatiotemporally-extensive data available from remote sensing and the highly resolved but comparatively spatially sparse ground-based sensor observations of urban heat dynamics therefore persist in part due to this scale-mismatch [7,8]. For example, in Wisconsin, USA, although both remote sensing and sensor-based methods could detect the impact of urban heat on extending the growing season of urban vegetation, with consequences for plant water use and local energy balances, there was no relationship between the two methods at the individual sensor level [40].
A recent explosion of studies has sought to overcome these issues of insufficient urban air temperature station density or remote sensing pixel measurement specificity by using high-density mapping by mobile air temperature sensors, e.g., mounted to bicycles or cars. These studies collect streaming-transects of air temperature data along pre-defined routes spanning a variety of land use areas and during specified time windows of intensive city-wide data collection campaigns [8]. The studies then use these intensive ground-based data to calibrate statistical models ingesting remote sensing-based urban vegetation, canopy cover, building volume, impervious fraction, LIDAR, and/or satellite spectral signatures to interpolate UHIs at high spatial resolution [41,42,43,44,45,46,47,48,49,50]. The geometry and thermal dynamics of urban canyons, where streets are bordered by buildings on both sides, complicate the relationships between surface and air temperature in urban environments [19,51], but can be calibrated using the intensive data of such mobile-mapping field campaigns. Representing significant advances in high-resolution, context-aware, empirical mapping of urban air temperatures, such campaign-based approaches represent extraordinarily useful UHI interpolation methods but are not able to represent simple yet generalizable UHI modeling and prediction methods. The campaign-based UHI heat map interpolations are laborious to produce and unavoidably specifically tied to the range of land cover and microclimate conditions captured by the survey routes during the defined temporal sampling windows. Yet, these mobile air temperature mapping campaign studies do highlight the utility of fine-scale data for considering spatially differentiated impacts of UHIs on urban ecosystems and residents.
Because statistically relating remotely sensed landscape composition, configuration, and thermal imaging directly to the air temperatures of the UHI has remained challenging, many remote sensing studies have pivoted to instead study surface urban heat islands (SUHIs). SUHIs are distinguished by the elevation of urban land surface temperatures (LST) above the LST of the peri-urban or rural surroundings, rather than by the difference in urban-rural air temperature that defines a UHI. Many city-scale studies have documented the spatiotemporal variability of LST within an urban SUHI area, i.e., the city’s “microclimate thermal extremes” [52]. Research since the first satellite SUHI observations by Rao [27] has sought to understand SUHI covariance with urban land use and generalized land cover categories, spatial patterns of imperviousness, and tree canopy cover, among other remote sensing-based metrics. This field of study was reviewed by Voogt & Oke and Arnfield in 2003 [7,8] and has since continued in the same vein with many more studies [52,53,54,55,56,57,58]. Fractional imperviousness and tree canopy coverage are, by far, the most common variables employed to try to explain SUHI variations both within and between cities, but the coefficients of determination between SUHI values and imperviousness or canopy cover values are highly variable and often weak. Because a single remote sensing pixel typically contains many different surface cover types including roofs, streets, multiple types of vegetation, and even bodies of water, remote sensing-based assessments of SUHIs still suffer from the challenges of coarse pixel resolutions, sub-pixel mixing and smoothing, and inability to view beneath canopy cover or other obstructions.
To provide new insights on urban warming as related to the fine scale surface cover variations of plots, parcels, and residential streets, the aims of this study were to: (1) identify the fine-scale variation in summer surface temperatures across many urban surface covers in situ, (2) evaluate the influence of shading on surface temperatures at the sub-parcel scale, and (3) determine the utility of using fine-scale surface cover, shading, and thermal data to model the relationship between surface temperature measurements and overall streetscape air temperatures.

2. Methods

2.1. Field Sites

The study was conducted using a sample of 12 distinct segments of residential urban streets in Portland, Oregon, USA (Figure 1). Each site consisted of one longitudinal half of a street canyon, spanning the length of the city block between cross-streets and spanning from the peak of the residential houses’ rooflines to the street centerline. The 12 sites represented triplicate sampling across two key factors of urban canyon form and function: tree canopy overhanging the street and dominantly coniferous vs. broadleaf deciduous street tree types. High-resolution (1-m) orthoimagery from 2008 or 2012 (DOI:10.5066/F73X84W6, https://earthexplorer.usgs.gov/ (accessed on 8 June 2016))) was used to digitize and quantify total site area, street area, and street-overhanging tree canopy areas. The six streets designated low tree cover averaged 11% street-overhanging canopy (range 6–23%) and the six streets designated high tree cover averaged 45% overhanging canopy (range 35–51%). All 12 study streets ran in a north-south direction to minimize differential impacts of diurnal heating or regional winds [59].

2.2. Thermography and Air Temperature Data Collection

Sites were visited on 27–29 June 2016, with each site visit occurring on one day to ensure site-level consistency of all data collected. These days had similar meteorological conditions at Portland International Airport (sunny, no precipitation, daily maximum temperature 25.5–29.4 °C, daily minimum temperature 13.5–15.5 °C, average daily wind speed 2.9–3.6 m/s, and average wind direction 315–330°) [60]. Thermal imaging of each site was conducted between 1–5 pm (Table 1). Climatologically, Portland experiences a warm-summer Mediterranean climate (Csb) [61]. Average June high temperature is 23.0 °C, mean 17.9 °C, low 12.3 °C, and precipitation 41 mm. Only July and August are warmer and drier, and only 11% of average annual precipitation for Portland occurs during July-September (1991–2020 climate normal) [62]. On average, 28-June air temperatures peak at about 25 °C, with less than 0.2 °C cooling by 5 pm and only about 1.6 °C cooler temperatures at 1 pm (1991–2020 climate normal) [63].
To collect each thermal image, the camera operator stood on the street curb opposite the target streetscape and took an image at a horizontal view angle using a FLIR T650sc thermal camera (pixel array: 640 × 480, accuracy: ±1 °C, FOV: 25° × 19°). Each thermal image was saved as a numerical data array of 307,200 thermal surface temperature values, one for each pixel. Each thermal image depicted a portion of the opposing streetscape’s residential landscape and included in the images ground surfaces, parked car, yard landscaping objects, etc., at distances approximately 5–20 m from the camera (e.g., Figure 2b). The camera operator then moved laterally down the block, taking sequential, adjacent images with some overlap between images. This resulted in a tiled, longitudinal, panorama-like compilation of the and residential streetscape “heatscape”. The FLIR camera captured concurrent optical images (e.g., Figure 2a), and a GPS waypoint was recorded at the location of each picture. A final longitudinal photo looking down the street was used to capture the temperature of the street surface itself (e.g., Figure 2c), as the camera view from the opposite curb did not always include much of the street surface in the foreground.
Throughout the study period, air temperature data (Ta) were collected at each street study site at 10-min intervals using iButton temperature loggers hung from trees at least six feet above the ground and in shade, to provide natural radiation shielding. For each site, the streetscape thermal environment a pedestrian might experience was represented by the mean afternoon Ta on the day of thermal imaging, calculated as the mean of that site’s temperature readings from 12:00 p.m. until 5:00 p.m. This averaging also minimized possible effects of intermittent cloud cover. For sites DH2 and DL2 the iButton loggers unexpectedly failed during the imaging day, so recorded data from the most recent day with similar weather conditions was used. Having imaged sites DH2 and DL2 on June 28, when the Portland International Airport recorded a high temperature of 26.1 °C and no precipitation, we used the sites’ temperature data from June 25, when the Airport weather station had recorded a high of 25.6 °C and no precipitation [60].

2.3. Thermal Image Analysis

To delineate the surface cover types and quantify their temperatures within each thermal image a MATLAB code was developed (version 9.1, R2016b). The code displayed a thermal image on which the user manually digitized polygons to delineate and categorize each surface type present, using multiple polygons per surface type if needed. Polygons were intentionally drawn to end slightly before the visible edge of a surface type to avoid edge effects with adjacent surfaces. The 11 surface cover types categorized were concrete (light pavement, sidewalks, some driveways), asphalt (dark pavement, streets, some driveways), building roofs (typically asphalt shingle), parked cars, green grass, brown grass, gravel, mulch, shrubbery, bare ground (earth), and other (decking, shade umbrellas, etc.). For each surface cover type, areas in sun or in shade at the time of imaging were delineated separately, yielding 22 cover/shade combinations. For all the images comprising a single study site, all digitized polygons of the same cover/shade category were considered together, and one mean temperature calculated from all the pixels in those polygons for that street. We refer to these site-specific, cover/shade-specific, mean land surface temperatures extracted from ground-based thermography as LSTg values, e.g., one LSTg value representing the mean of all delineated thermal imagery pixels for all the concrete surfaces imaged in the sun at site DL1. For a few sites, a cover/shade category visible in the streetscape’s aerial orthoimagery was not visible in the thermal imagery; in these cases, the cover/shade category was assigned the mean LSTg of its comparable cover/shade conditions at the other two sites of the same canopy coverage and dominant street tree type classes.

2.4. Surface Cover Mapping

In addition to digitally locating and characterizing the average temperatures of each cover/shading combination in the thermography of the study sites, 1 m-resolution aerial orthoimagery (from 2008 or 2012; DOI:10.5066/F73X84W6, https://earthexplorer.usgs.gov/ (accessed on 8 June 2016)) was used to manually delineate the aerially-visible areas of the 11 key land cover types and tabulate the fractional cover of each to the total planar area of each field site (Figure 2e). As each site consisted of the street-facing half of the properties on one side of a residential street, from the houses’ roof peaks to the center of the street pavement the same 11 surface cover types were digitized from the orthoimagery as were sought within the thermal imagery. These surface covers were further classified as vegetated-pervious (green grass, brown grass, shrubbery, tree canopy), bare-pervious (mulch, bare ground, gravel), or impervious (concrete, asphalt, roofs, cars). Where surface cover was hidden in the satellite imagery due to tree canopy or other obstruction, an estimate was made of the hidden cover (e.g., grass continuation beneath the canopy of a tree surrounded by grass), and Google Streetview [64] was used as a supplementary reference to verify the surface cover types where possible. The fraction of each streetscape’s total planar area covered by each surface cover type was estimated as mapped from the orthoimagery; for example, 20% of the digitized land cover polygon areas for a site may have been observed to be dark-colored asphalt pavement.

2.5. Surface Cover Shade Apportioning and Average Streetscape Surface Temperatures

For each streetscape, the percent of each of the 11 surface cover types that was shaded during the heat of the day was estimated as the ratio of shaded area to total area of that cover type that was identified within the thermal imagery of that site; e.g., 10% of the pixels observed and delineated as asphalt in all the thermal images for one streetscape may have been categorized as shaded. The overall shaded-asphalt area for the streetscape was then calculated by applying this fraction to the total area of that surface cover for the site; e.g., if a site was estimated to have 600 m2 of asphalt area (from orthoimagery digitization, as above) and 10% asphalt shade cover (from thermal imagery), then the site would be estimated to include 60 m2 of shaded-asphalt (or 2% of the total site area, as above) and 540 m2 of sunny-asphalt (or 18% of the total site area).
To calculate one area-weighted average streetscape surface temperature value for each site (Ts), the area fraction of each of the 22 cover/shade categories was multiplied by that category’s mean LSTg (from the thermal imagery, as above).

2.6. Statistical Hypothesis Testing and Temperature Modeling

To evaluate differences between the average surface temperatures (LSTg) of surface covers in sun and shade, on streets with a large or small amount of street-overhanging canopy cover, and on streets with primarily coniferous or broadleaf deciduous street trees, two-sample t-tests with unequal variances were used. The relationships between the temperatures of sun-exposed and shaded surface covers were also tested using ordinary least squares linear regression.
To test the relationship between urban surface temperatures and local street-scale air temperature, the statistical relationship between the set of 12 site-level Ts and Ta values was evaluated using ordinary least squares linear regression, to determine whether a simple linear conversion factor could be used to consistently and accurately translate the high-resolution, surface cover and sun/shade area-weighted Ts ‘heatscape’ values into the street-scale Ta air temperature estimates most relevant for urban climate and human health.
To compare the capability of predicting street-scale Ta from the surface cover and sun/shade area-weighted Ts values to predicting Ta from common variables often invoked in the literature, ordinary least squares linear regressions were also used on the latter. Regressions tested the relations of the 12 sites’ street-scale Ta to each streetscape’s overall fraction of impervious cover, tree canopy cover, and to the LSTg values of individual spatially dominant surface covers (green grass, concrete, asphalt).

3. Results

3.1. Surface Cover Types, Shading, and Temperature Variations

The twelve residential study sites exhibited large variations in surface cover, which provided a useful distribution for analysis of variations in surface and air temperatures (Figure 3). Roofs, concrete, and asphalt comprised the largest portions of impervious cover among the sites, and green grass and bare ground the largest portions of pervious cover. Ten of the twelve study sites had greater impervious than pervious cover (approximately 55–85% impervious). The two study sites with greater pervious cover than impervious cover, DH2 and EH2, had large areas of green grass (>60%) because the blocks were partly residential and partly neighborhood city parks. Still, the inclusion of park area is representative of the mixed land use of residential neighborhoods in many cities, including Portland, and so is a useful inclusion relevant to conversations about the expansion of urban green spaces to mitigate urban heat. Among the expected heterogeneity of urban impervious and vegetated surfaces, there were also new insights about urban surface cover types not as frequently recognized as asphalt, trees, and grass. Parked cars covered non-negligible areas of the streetscapes (avg. 2%), even in these residential neighborhoods. Bare ground covered non-negligible areas (avg. 3%), which was particularly significant (up to 17%) on streets dominated by coniferous evergreen street tree canopy cover. Most streets exhibited significant portions of light-colored concrete pavement (sidewalks, curbs, many driveways), with concrete pavement 81% as abundant as dark-colored asphalt pavement on average across the 12 sites (range 0–126%). With the study occurring in the early summer (i.e., late June), before pronounced summer drought and heat settle on the area during July-September, most grass areas were still green at the time of the study (avg. 96%). However, on streets with at least some brown grass, the fraction of total grass area that was already brown was still significant this early in the season (avg. 11%). As grass lawns in most residential areas of the city are not irrigated, the proportion of brown (temporarily senesced) grass cover would be much greater later in the season.
The observed mean LSTg varied significantly among surface types (Figure 4). Surface temperatures ranged from roof surfaces in the sun averaging 61.0 °C across the six low tree cover sites, to green grass in the shade averaging just 23.8 °C across all twelve sites (Table 1). In general and on average across all the study sites, impervious surfaces were warmer than pervious surfaces, surfaces on streets with much street tree canopy coverage were cooler than on streets with low canopy cover, and the dominant street tree functional type (coniferous evergreen vs. broadleaf deciduous) did not have an independent significant effect on surface temperature variations.
An interesting finding was that mulched surfaces, typically covered in dark-colored bark chips, were substantially warmer than expected when in the sun, even slightly hotter than asphalt. In the shade, however, mulched surface temperatures were more moderate, between shaded concrete and shaded brown grass. On average across both sun and shade exposures, mulch surfaces were most similar in temperature to dark asphalt. Although few of the study sites exhibited gravel areas, for those that were observed, the gravel temperatures were most like the mulch and bare ground. In contrast, parked cars, which were more spatially abundant than expected, were also significantly cooler in the sun than other impervious surfaces, more similar to the temperature of brown grass, on average in the sun, than to pavements. In the shade, however, parked cars were as warm as asphalt on average, suggesting the dual function of shiny car body surfaces in the sun but energy absorption through car glass surfaces and consequent car thermal radiation even when parked in the shade.
Among pervious surfaces, the presence and greenery of vegetation were key factors, especially in the sun. Sun-exposed green grass, brown grass, and shrubs were substantially cooler than other pervious and impervious cover types. Brown grass surfaces were notably warmer than green grass and shrubbery but still substantially cooler than the other mulch, bare ground, and gravel pervious surfaces, especially in the sun. Bare earth was the surface type apparently most sensitive to both sun exposure and shading type. In the shade, average bare earth temperatures were essentially equivalent among all the sites, but bare earth surfaces in the sun exhibited the greatest temperature variability of any surface type. Bare earth surfaces were substantially cooler on streets with mainly broadleaf deciduous street trees or much street tree canopy cover than on streets with dominantly coniferous street trees or less canopy cover.
Overall, the largest and most significant influences on surface temperatures across all surface types were due to shading. The temperatures of sun-exposed surfaces were significantly greater than shaded surfaces within each of the surface cover types, by about 15 °C, on average overall (Figure 4). Whereas mean shade temperatures differed by less than 5 °C among all surface types in our study, mean sun-exposed surface temperatures differed over a range of more than 31 °C (Figure 5a). Excluding the less abundant cover categories due to small sample sizes (gravel, G) and extreme surface variety (other, O), the contrast in temperatures between a surface in the sun and in the shade ranged from a low of sun/shade ratio of 1.13 (3.2 °C mean difference) for shrubs to a high of 1.89 (25.2 °C mean difference) for roofs, on average across all sites. Similar ratios between sun-exposed and shaded surfaces were also apparent individually at each site (Figure 5b). In this respect the data suggested two clusters of sun/shade temperature relationships, one closer to the 1:1 line and another closer to the 1:2 line. We separated and classified these two clusters as “cool-type” and “hot-type” surfaces (Figure 5c). Cool-type surfaces were green grass, brown grass, and shrubbery, selected as exhibiting a sun-exposed LSTg less than 35 °C on average among all the sites (as in Figure 5a). Hot-type surfaces were roof, concrete, asphalt, gravel, mulch, and bare ground, selected as exhibiting a mean sun-exposed LSTg greater than 40 °C on average among all the sites. (Parked cars and the “other” surface category were excluded due to their intermediate and highly variable values.) Comparing these groupings, the hot-type surfaces increased in temperature approximately twice as much after sun-exposure compared to cool-type surfaces (Figure 5c; hot-type sun LSTg = 1.9 × shade LSTg, cool-type sun LSTg = 1.2 × shade LSTg).
Aside from direct shading vs. sun-exposure at the time of thermal imaging and temperature assessment, the data also revealed that the relative magnitude of street tree canopy cover was a key factor affecting the temperatures of surfaces, in general. Overall, the temperatures of sun-exposed surfaces on streets with low tree cover were significantly greater than the temperatures of the same sun-exposed surfaces on streets with high canopy cover (Figure 4; Table 2). For example, sun-exposed bare earth, car, and roof surfaces on low-cover streetscapes were 19.0 °C, 12.0 °C, and 7.6 °C hotter on average than the same sun-exposed surface types on high-cover streetscapes. We attributed this effect to greater tree canopy coverage being more likely to have provided shade for part of the day prior to the mid-afternoon measurement times of this study, and those shorter periods of direct sun then not only reducing the total diurnal warming of the later sun-exposed surface, but likely also reducing the average daily soil moisture loss and so preserving more evaporative cooling potential, especially for bare ground lacking deeper vegetative water uptake.

3.2. Surface-to-Air Temperature Relationships

As noted previously, a simple and accurate means to predict near-ground urban air temperatures (Ta) at a fine spatial scale would be highly desirable to enable more easily predicting, assessing, and mitigating the negative human, natural, and infrastructure impacts of urban heat islands. We tested if site-level air temperatures (Ta) could be accurately predicted by a simple translation from the area-weighted mean surface temperature of each site (Ts), as Ta ≈ Ts. The results showed a significant and highly predictive relationship with a nearly 1:1 slope (Ta = 1.07 × Ts, R2 = 0.70, p = 0.0013, Figure 6a). In this ordinary least squares regression analysis, we constrained the regression intercept to equal zero to enable conversion of air to surface and surface to air temperatures in an equivalent manner. The best fit ordinary least squares regression equation with unconstrained intercept was nearly identical (Ta = 1.09 × Ts − 0.5, R2 = 0.70, p = 0.0013). These results indicate that the total combination of thermal heterogeneity in streetscape surface cover—including each cover’s fractional area, fractional sun and shade exposures, and characteristic surface temperatures in sun and shade—together explained 70% of residential street-scale variation in air temperatures.
We also used the data from this study to test if site-level air temperatures could be accurately predicted, as has commonly been done in more coarse-scale remote sensing studies, by projection from the remotely sensed surface temperature (LST) of a dominant surface cover type, from site percent impervious cover, or from tree canopy coverage. The distribution of street-scale air temperatures among the eleven study sites with functioning air temperature sensors was weakly and insignificantly predicted by the site-to-site variations in the temperatures of the dominant surface types (all R2 < 0.24, all p > 0.13, Figure 7a,b). The distribution of sites’ air temperatures was also not well-predicted from the sites’ variations in percent impervious area (R2 = 0.2, p = 0.17, Figure 7c), and was statistically unrelated to sites’ variations in street canopy coverage (R2 = 0.0, p = 1, Figure 7d).

4. Discussion

4.1. Interpretation and Application of Results

The magnitude of temperature difference between sun-exposed and shaded surface covers quantified in this study agreed with the limited results from other studies. Results from a set of studies in Florence, Italy, found similar magnitude differences (11–23 °C) at similar times of day as this study, across grass, asphalt, gray sandstone, and white gravel surface cover types [65,66]. A study in Munich, Germany, found that the shade of four different tree species reduced underlying grass surface temperatures by 6.8 °C and underlying impervious surfaces by 15.5 °C, on average [67]. In Florence and in our study, the degree to which sun exposure or shading modulated surface temperatures varied greatly by surface cover type.
Shade was not the only important factor, however; cooler shaded and warmer sun-exposed behaviors differed by land cover type. For example, pervious gravel and mulch surfaces were surprisingly as hot as dark asphalt pavement when in the sun. Bare soil, on the other hand, exhibited a very wide range of surface temperatures, depending substantially on both direct shade and indirect or partial-daytime shade. Bare soil temperatures were hotter beneath coniferous evergreen than deciduous broadleaf street trees, and on streets with relatively more street tree canopy. This likely reflects both a greater tendency for soil water repellency under coniferous trees reducing the overall soil moisture available in those locations for evaporative cooling, and bare ground experiencing shade for a greater portion of the day being able to retain more moisture overall to then contribute to evaporative cooling even when later exposed in the sun, whereas bare ground on streets with less canopy cover having greater total exposure, depleted soil moisture, and so reduced evaporative cooling potential.
The most impressive result of this study was that, without any calibration, the cover- and shade-weighed average surface temperatures of our set of urban residential streetscapes very nearly matched the shaded afternoon air temperatures on the same streets. This simple approach was able to explain 70% of the air temperature variance among our set of urban residential environments using a linear model slope very close to one and using a zero model constant. The remaining 30% of site-to-site variation in Ta not explained by this Ta ≈ Ts model will have been contributed in part by uncertainty in the delineated surface cover proportions, estimated overall sun-exposed vs. shaded fractions, and thermographically measured surface temperatures. We attribute most of the unexplained variance in the model, however, to the role of local urban form and potential aerodynamic differences among the study sites, which were not captured by our approach. Wind speed, wind direction, building height, surface roughness, and street orientation may all even interact to affect the advection of heat from land surface to air and the flux of heat away from the near-surface air space [51,68]. The particular importance of the height-to-width ratios of urban canyons and local wind regimes on UHI has previously been highlighted, for example by a computational numerical modeling study of Bat-Yam, Israel, wherein air temperatures were predicted by incorporating variable surface cover and street-scale urban canyon geometries [51]. Although all the sites in this study were similar residential neighborhood settings and intentionally oriented in the same cardinal direction, differences in house set-back distance from the street, height of front-lawn landscaping, tree density, and placement of the streets within the broader and locally rougher or smoother, windier or less windy urban matrix likely contributed in part to the site-to-site differences [69].
This study’s results from ground-based thermal imaging compared favorably to previous evaluations of the relationship between satellite-imaged land surface temperatures (LST) and urban air temperatures (Ta) at coarser scales. Although we did not find Ta-LSTg relationships to be significant when using the LSTg values from specific land cover types, several other studies have previously developed remarkably similar regression equations, though using coarser-scale data. For example, our (non-significant) regressions between air temperature and specific grass and pavement surface cover types in the sun were of the form Ta = (0.1 to 0.2) × LSTg + (20.2 to 22.4)°C with R2 = 0.03 to 0.18 (Figure 7a). In comparison, a study of Birmingham, UK, related urban air temperatures and satellite LST (1 km MODIS) with a regression equation of approximately Ta = 0.11 × LST + 19.3 °C with R2 = 0.3 [70]. A study in Shenzhen City, China, related air temperature and LST (1 km MODIS) during the day in the summer via Ta = 0.10 × LST + 27.5 °C with R2 = 0.15 [71]. A study of Jakarta, Indonesia, related air temperature and LST (Landsat) and again found a similar regression equation of Ta = 0.21 × LST + 19.5 °C with R2 = 0.65 [72]. A study of Hong Kong, where the setting may have been more influenced by marine winds and water that these other sites, related air temperature and LST (ASTER) and found a daytime regression equation of Ta = 0.52 × LST + 14.0 °C with R2 = 0.74 [73]. The reason for this overall convergence in regressions between the Ta and LST across many studies is unclear but does not seem to have a directly biophysical or climatological basis. An analysis of surface temperature sensor to air temperature sensor relations across eight settings (grass and asphalt surfaces in sun and shade and in wetter or drier conditions) in Freising, Germany, suggested a similar regression of Ta = 0.28 × surf. sensor T + 18.1 °C with R2 = 0.46 overall, but slightly lower slopes for regressions specific to grass or paved surface types and slightly higher intercepts for dry compared to wet surfaces [74].
The larger coefficients of determination of these other studies compared to this study are most likely attributable to the other studies’ larger sample sizes and to the smoothing effects of their coarser satellite LST pixels. With thermal satellite pixels at resolutions of 100 m-1 km, any local land surface temperature extremes at the sub-grid scale will unavoidably be numerically smoothed into the pixel-scale value, and these moderated and smoothed values then likely to more closely match the thermally-buffered and coarsely well-mixed air temperatures of the urban environment. In other words, we hypothesize that it is possible, although unconfirmed, that higher coefficients of determination between coarse-scale satellite LST and urban air temperature data sets such as in the above studies may obtain the ‘right answer’ (exhibited by strong correlation coefficients) for the ‘wrong reason’ (i.e., pixel-smoothing accidentally creating similar numerical anomalies as actual aerodynamic mixing). Other studies have also produced high apparent Ta-LST correlations due to other numerical issues, such as autocorrelation. For example, a study in London, UK, used similar-scale data and focused on urban street canyons and their variable façade temperatures, as did this study, but the London study’s apparently exceedingly strong air-to-surface temperature relationship was due to their sample population consisting of hourly repeated measures of two similar streetscapes, and so mainly reflecting temporal autocorrelation among consistent field conditions [5]. Still, drawn from literature, theory, and their other lines evidence, the broader conclusions by Watkins et al. regarding the importances of differences in urban surface cover albedo, warming, sensible heat flux, shading, and vegetative and soil latent heat fluxes for urban air temperatures presaged our own in this study [5].
Notably, in this study the street-scale air temperatures were not at all predictable from the temperature of the dominant surface cover types, from the impervious fraction of the streetscape, nor from the street tree canopy cover of each street. Still, fractional imperviousness and tree canopy coverage are, by far, the most common variables employed to try to explain SUHI variations both within and between cities. For example, a study of 38 of the largest cities in the USA found significant positive linear relationships between percent impervious surface area (%ISA) and LST deviations across all biomes except deserts (MODIS 1 km LST, Landsat 30 m %ISA) [75]. Another study, in Minneapolis-St. Paul, Minnesota, USA demonstrated the consistency of the positive LST-%ISA relationship over the four seasons of the year [76]. A study in Shanghai, China also found LST strongly positive related to imperviousness (R2 = 0.6) but only weakly related to urban greenness (R2 = 0.2) and with the opposite sign as expected (Landsat 60 m LST, 30 m %ISA and NDVI) [77]. On the other hand, a study relating LST data (MASTER) to urban greenness (NDVI, AVIRIS) at the 50 m-scale in Los Angeles, California, USA, generated strong linear relationships for each of three study areas (R2 = 0.4 to 0.5) [78]. Two studies, one in Boston, Massachusetts, and one in Madison, Wisconsin, USA, found the expected positive relationship between LST and %ISA and the expected negative relationship between LST and tree canopy cover, although with different shapes and ranges of their regressions [47,79]. A study of Phoenix, Arizona, USA, found mean surface greenness (NDVI) and median family income to be the strongest two predictors of daytime land surface temperatures (and mean NDVI and percent paved area to be the strongest nighttime LST predictors), after aggregating all variables to the Census block-group scale [80]. Finally, a study of LST relations to %ISA and green space density found strong and statistically significant relationships of increasing LST with increasing %ISA or with decreasing greenspace in Bangkok, Thailand, in Jakarta, Indonesia, and in Manila, Philippines [81].

4.2. Implications for Mitigating Urban Heat by Plot-Scale Landscaping Choices

The results of this study quantitatively indicated useful avenues for reducing local urban air temperatures by plot-level landscaping decisions and surface cover conversions. The most significant cooling benefits across all urban surface types would be achieved by increasing urban shading, according to our data. All surface covers were significantly cooler in the shade (Figure 4). Because shade temperatures were quite similar while sun-exposed temperatures differed greatly across surface types (Figure 5a), the benefits of direct shade were greatest for the surface cover types that were hottest in the sun. The differences between sun-exposed and shaded surface temperatures exhibited a linear response, such that typically hot roofs, gravel, mulch, and asphalt which were consistently up to 50% (more than 20 °C) cooler in the shade (Figure 7b). Shading had a more moderate cooling effect for car, grass, shrub, and bare ground surfaces but still provided a 12–40% temperature reduction benefit on average. As air temperature variations were so highly related to surface temperatures among our sites, this suggests that local UHIs might be substantially cooled by adding even modest amounts of shade. In particular, the most efficient UHI mitigation may be achieved by preferentially investing in shading over the surface cover types typically hottest when in the sun (roof, gravel, mulch, asphalt, concrete), rather than by adding shade over the types of cover that are generally cooler.
The benefits of even partial diurnal shade, such as provided by greater overall street canopy cover compared to lesser cover, were also significant in our data. The effect of increased street-level canopy cover, even if not able to shade a patch of ground during the mid-afternoon, still contributed an overall temperature reduction of 6–19 °C for some of the typically hottest cover types such as roof, car, and mulch in the sun. Encouraging greater shading through increased tree canopy or alternative shading structures provides a simple policy target for reducing surface temperatures overall. This benefit will be most pronounced for streets with low starting canopy coverage, however; once shaded, there did not appear to be a further cooling benefit due to greater canopy cover as there had been for surfaces in the sun. Also, greatly increasing tree canopy may produce the undesirable effect of trapping warm air in urban canyons and promoting higher nighttime temperatures [82]. On the other hand, an enhanced cooling benefit might be cultivated by the combination of grass vegetation beneath tree canopy shade, but this would necessarily come at the cost of the combined water use of both the trees and grass [83] and it is the shading of the tree, not its transpiration, that would provide the tree’s contribution of a cooling effect [84]. The under-canopy effects within urban microclimates remain incompletely understood, however, and may be specific to different types of urban groundcover under different conditions. Future work might usefully investigate urban below-canopy groundcover vegetation, microclimate, and moisture-competition dynamics.
Vegetated surfaces were clearly more effective at moderating surface temperatures than non-vegetated surfaces in our study, whether the latter were pervious or impervious, and whether in sun-exposed or shaded conditions (Figure 4 and Figure 5b). We attribute this effect only partly to the latent heat loss from vegetated surfaces associated with evaporation and transpiration. Although the cooling benefit of green spaces has previously been identified in both sun and shade [85], cooling requires adequate moisture [20,26]. We interpret our results showing much warmer surface temperatures for bare ground at low-canopy cover sites and for highly porous mulch and gravel surfaces in the sun to illustrate that the supposed cooler nature of pervious surfaces should be expected to be lost as they dry. As non-vegetated surfaces cannot provide ongoing hydraulic lift and exposure of deeper soil moisture to the atmosphere, cooling benefits from porous surfaces, and subsequent rapid heating over those surfaces, will be highly transient. For example, modeling experiments for an idealized Central European city indicated that the regions experiencing the largest increases in air temperature during a heat wave were those above or near areas of natural soils, which dried quickly [86].
Vegetation-covered soil, even if the vegetation was temporarily senescent, dry, brown grass, did not exhibit the same thermal behavior as unvegetated pervious surfaces in this study, but rather still behaved thermally more similar to green grass. As the dried grass could not have been transpiring at anything close to the rate of green grass, we hypothesize that the vegetative cover may still assist in maintaining higher soil moisture near the surface, such that soil evaporation may help keep the surface cooler even in the absence of substantial plant transpiration. Even if the leaves are temporarily senescent during seasonal summer drought, vegetation may still have the effect of maintaining near-surface soil moisture by passive root hydraulic redistribution or via its effects on soil structure and organic matter. In contrast, unvegetated mulch or gravel surfaces may be more effective at maintaining moisture in the ground in deeper soil layers, which is indeed one of the purposes of applying mulch to garden areas, yet their much hotter surface temperatures may damage near-surface microbial, mycorrhizal, and fine-root communities. Mitigating urban heat may be better served by replacing mulch and gravel areas with shrub cover, grass, or bare earth, despite all being equivalently considered pervious cover types.
Reducing impervious surface cover, on the other hand, is widely understood to be a useful goal if working to mitigate excessive urban heat. Yet, this study’s data suggested that the typical recommendation to replace impervious surfaces with pervious surfaces, while potentially helpful for stormwater infiltration, may not help mitigate urban heat in some cases. If replacing light-colored concrete with dark-colored mulch, bark chips, dry gravel, or stones in the sun, the conversion of impervious to pervious cover may actually increase the local heat burden and the air temperatures at the street-scale (Figure 5a). To reduce both impervious area and urban heat, the results of this study suggest replacing asphalt and concrete with bare earth or grass where possible, especially if at least part-day shade can also be provided for those areas. If irrigating grass to keep it green, and especially cool, is a challenge due to cost or limited water resources, then even unirrigated, seasonally brown grass can provide, according to our data, a much cooler influence on the street-scale thermal environment than typical pavements (Figure 5a and Figure 7b).

4.3. Implications for Predicting Urban Air Temperatures from Remote Sensing Data

Despite omitting specifics about urban form, our intentionally simple Ta ≈ Ts model provides a direct, low-cost, and well-performing assessment method, which could be used to monitor changes in street-scale urban heat dynamics or to predict the effects of land cover composition changes at the plot- to street-scale on the occurrence of hot air temperatures for residents and pedestrians. The near parity between the area-weighted average surface temperature metric (Ts) that we developed and a variety of urban residential streets’ air temperatures (Ta), suggests that this approach may indeed provide an easy, sufficiently accurate means of predicting street-scale urban air temperatures as hoped. The method requires neither extensive nor continuous monitoring and provides detailed insights that cannot be gained from satellite remote sensing due to limitations of resolution and below-canopy observation, making it a viable and low-cost option for local assessments street-scale urban heat dynamics. The method relies upon high-resolution surface cover mapping, local estimates of sun vs. shade area fractions, and characteristic values of temperature of each surface cover type in the sun and shade. We posit that one key in the success of this methodological test and preliminary model development was the use of sufficiently high-resolution data. Manual delineation of thermal imagery and orthoimagery was chosen in this demonstration study to prioritize accuracy, given the reasonable time required for delineation, and to allow for below-canopy land cover characterization. However, automated land cover delineation of orthoimagery, combined with a method to allocate surface covers and shade fractions beneath concealing canopy cover, and with high-resolution areal thermal imagery or regionally appropriate characteristic surface temperatures for each surface cover type/shade combination, may provide an opportunity to apply this study’s simple regression approach to predict and monitor land cover influence on Ts and Ta at high spatial resolution but over broader areas.
The questions of appropriate numerical form and appropriate spatial scale for modeling urban heat/landcover statistical relations are not trivial. The relations between urban temperatures and landscape features known to be key in modulating urban heat are also known to be diverse, sometimes non-linear, and sometimes scale dependent. For example, the illuminating analysis by Ziter et al. demonstrated that greater impervious cover should be expected to relate linearly to higher air temperatures across a range of analysis scales, due to the key importance of aerodynamic mixing within or between the analysis site and its surroundings over relatively more smooth impervious surfaces [47]. On the other hand, Ziter et al. demonstrated that increasing urban tree canopy cover should be expected to relate in a non-linear manner to decreasing air temperatures at a given scale; furthermore, the magnitude of this non-linearity is itself scale-dependent, with an initially more linear relation at scales below 10 m becoming more and more nonlinear with increasing scale, at least up to about 60 m [47].
The theoretical basis provided by Ziter et al. [47] should warn us that for site or pixel scales above about 10 m, we should not expect to capably predict urban air temperatures from data on tree canopy cover (or related or derivative metrics such as shade cover, greenness, roughness, optical depth, etc.), nor by linearly combining such tree canopy cover data with other metrics. Some studies have indeed failed to find significant relationships between urban air temperatures and tree cover, pavement cover, and other surface cover abundances [87], or found that the organization and underlying land cover of tree canopy, for example, have significant impacts (though hidden from satellites) on the type (linear vs. non-linear) and magnitude of canopy cooling effects [88]. One study even found relationships between LST and impervious or canopy cover of the same nature as those by Ziter et al. [47], but exhibiting much wider LST variation across their Boston, Massachusetts, USA study area [79]. In Boston, Melaas et al. also documented an approximately linear LST response to increased canopy cover a but non-linear response to imperviousness [79], the opposite of the non-linear/linear trend types found by Ziter et al. [47]. The present study therefore focused on developing a bottom-up statistical model using remotely sensed data at <10 m scale, but of types that are either already available at high-resolution or that could feasibly be made widely available from aerial or satellite platforms in the future. Further work in this area is recommended to more broadly validate the approach developed in this study and simultaneously further advance understanding of below-canopy factors and landscape scaling in remote sensing and analyzing urban areas

5. Conclusions

This study was motivated by the need to improve the characterizations and evaluations of UHIs by initiating a cross-scale link between point-based surface temperature, high-resolution land cover heterogeneity, and urban warming across scales from one to tens of meters. Our results in Portland, Oregon, showed that surface temperatures are significantly higher in the sun than in the shade for all surface types and that vegetated surfaces comprise cool surface types that remain much cooler in the sun than impervious and non-vegetated pervious covers. At the same time, dry or dark pervious materials such as bark chips and gravel could be as hot as asphalt pavement. Ultimately, area-weighted mean surface temperatures based on ground-based thermography and high-resolution surface type composition were able to predict and explain 70% of the site-to-site variation in the street-level air temperatures most relevant for urban residents, ecosystems, and infrastructure. Although this study provides essential new insights into the fine-scale variation in urban surface temperatures and their relationship to air temperature, its scope is limited to the influence of surface cover type and canopy shading on temperatures. This study did not account for variations in urban form or geography that might affect heat transfer processes. This study also was limited to residential environments in a moderate-density temperate-zone city. The relevance of impervious and grass surface covers or other landscape metrics may differ for industrial or commercial land uses [89] and other climate zones. Future work should examine the role of these street-scale characteristics and extend analysis across seasons and throughout the diurnal cycle. Additionally, new evaluations should examine the role of hydrological characteristics and processes in moderating heat transfer and ambient air temperatures within surface cover types at the street level.
The implications of this study are that, first, increasing direct shading may provide the greatest cooling benefit overall and will have the greatest cooling effect if shade additions are prioritized over the hottest land covers (e.g., gravel, mulch, pavements). Second, increasing transient or indirect shading is still quite valuable, even if not all surfaces are directly beneath a tree or shade structure. The part-day shading associated with a large amount of canopy cover at the street level appeared to still provide substantial cooling benefits, especially for the hottest land cover types. Third, air temperature at the street scale cannot be predicted from the types of landscape variables typically used in remote sensing analyses of UHIs and SUHIs, at least not for the selected study sites of this Portland, Oregon-based study. The temperature of dominant surface cover, the local percent impervious cover, and the local canopy cover fraction were all unable to support any statistically significant relationship with Ta in this study. Fourth, instead, an area- and shade-weighted streetscape surface mean temperature, which accounts for fine-scale variations in surface covers and their temperatures, does provide a simple, accurate means to predict urban near-surface air temperatures. Using thermal imagery, or even point-based measurements, of land surface temperature across surface cover types and shading conditions in combination with relative land surface area of each surface and shading type to evaluate air temperature provides a transferable approach to evaluate local UHIs and a method to devise policy-relevant recommendations for heat mitigation. These findings could next be integrated into planning processes through multidisciplinary management teams, be adapted for locally relevant guidance, and be balanced with considerations of social factors when developing urban planning policy [90].

Author Contributions

Conceptualization, K.K.; Methodology, K.K. and K.B.M.; Software, K.K.; Validation, K.K., K.B.M. and K.B.; Formal Analysis, K.K., K.B.M. and K.B.; Investigation, K.K.; Resources, K.B.M.; Data Curation, K.K., K.B.M. and K.B.; Writing – Original Draft Preparation, K.K. and K.B.; Writing – Review & Editing, K.B.M. and K.B.; Visualization, K.K., K.B.M. and K.B.; Supervision, K.B.M.; Project Administration, K.B.M. and K.B.; Funding Acquisition, K.B.M. All authors have read and agreed to the published version of the manuscript.

Funding

This work was supported by the National Science Foundation REU and DBI programs’ grant #1461057 to G. Rollwagen-Bollens and S. Bollens, by The Northwest Climate Adaptation Science Center grant #G16AC00379 to K.B. Moffett, and by the National Science Foundation CAREER and Hydrological Sciences programs’ grant #1751377 to K.B. Moffett at Washington State University. The project described in this publication was supported by the Northwest Climate Adaptation Science Center (NW CASC) through Cooperative Agreement G16AC00379 from the United States Geological Survey (USGS). Its contents are solely the responsibility of the authors and do not necessarily represent the views of the NW CASC or the USGS. This manuscript is submitted for publication with the understanding that the United States Government is authorized to reproduce and distribute reprints for Governmental purposes.

Data Availability Statement

The original data related to this study are openly available in the United States Geological Survey public information database ScienceBase.gov at https://www.sciencebase.gov/catalog/item/57daeed4e4b090824ffc321c and are also available from the authors upon request or if ScienceBase is unavailable.

Acknowledgments

We would like to thank Lauren Burns for the use of her field sites and Matthew Pruett for assistance with developing the MATLAB code

Conflicts of Interest

The authors declare no conflict of interest.

References

  1. United Nations, Department of Economic and Social Affairs, & Population Division. World Urbanization Prospects: The 2018 Revision; United Nations: New York, NY, USA, 2018; Volume 12. [Google Scholar] [CrossRef]
  2. Mavrogianni, A.; Davies, M.; Batty, M.; Belcher, S.E.; Bohnenstengel, S.I.; Carruthers, D.; Chalabi, Z.; Croxford, B.; Demanuele, C.; Evans, S.; et al. The comfort, energy and health implications of London’s urban heat island. Build. Serv. Eng. Res. Technol. 2011, 32, 35–52. [Google Scholar] [CrossRef]
  3. Möhlenkamp, M.; Schmidt, M.; Wesseling, M.; Wick, A.; Gores, I.; Müller, D. Thermal comfort in environments with different vertical air temperature gradients. Indoor Air 2019, 29, 101–111. [Google Scholar] [CrossRef]
  4. Pantavou, K.; Theoharatos, G.; Mavrakis, A.; Santamouris, M. Evaluating thermal comfort conditions and health responses during an extremely hot summer in Athens. Build. Environ. 2011, 46, 339–344. [Google Scholar] [CrossRef]
  5. Watkins, R.; Palmer, J.; Kolokotroni, M. Increased temperature and intensification of the urban heat island: Implications for human comfort and urban design. Built Environ. 2007, 33, 85–96. [Google Scholar] [CrossRef]
  6. Wilby, R.L. A Review of Climate Change. Built Environ. 2006, 33, 31–45. [Google Scholar] [CrossRef]
  7. Arnfield, A.J. Two decades of urban climate research: A review of turbulence, exchanges of energy and water, and the urban heat island. Int. J. Clim. A J. R. Meteorol. Society 2003, 23, 1–26. [Google Scholar] [CrossRef]
  8. Voogt, J.A.; Oke, T.R. Thermal remote sensing of urban climates. Remote Sens. Environ. 2003, 86, 370–384. [Google Scholar] [CrossRef]
  9. Hou, P.; Chen, Y.; Qiao, W.; Cao, G.; Jiang, W.; Li, J. Near-surface air temperature retrieval from satellite images and influence by wetlands in urban region. Theor. Appl. Clim. 2013, 111, 109–118. [Google Scholar] [CrossRef]
  10. Mirzaei, P.A. Recent challenges in modeling of urban heat island. Sustain. Cities Soc. 2015, 19, 200–206. [Google Scholar] [CrossRef]
  11. Mirzaei, P.A.; Haghighat, F. Approaches to study urban heat island–abilities and limitations. Build. Environ. 2010, 45, 2192–2201. [Google Scholar] [CrossRef]
  12. Chatterjee, S.; Khan, A.; Dinda, A.; Mithun, S.; Khatun, R.; Akbari, H.; Kusaka, H.; Mitra, C.; Bhatti, S.S.; Van Doan, Q.; et al. Simulating micro-scale thermal interactions in different building environments for mitigating urban heat islands. Sci. Total Environ. 2019, 663, 610–631. [Google Scholar] [CrossRef] [PubMed]
  13. Bahi, H.; Mastouri, H.; Radoine, H. Review of methods for retrieving urban heat islands. Mater. Today Proc. 2020, 27, 3004–3009. [Google Scholar] [CrossRef]
  14. Chandrappa, A.K.; Biligiri, K.P. Development of Pavement-Surface Temperature Predictive Models: Parametric Approach. J. Mater. Civ. Eng. 2016, 28, 04015143. [Google Scholar] [CrossRef]
  15. McGregor, G.R.; Vanos, J.K. Heat: A primer for public health researchers. Public Health 2018, 161, 138–146. [Google Scholar] [CrossRef]
  16. Middel, A.; Selover, N.; Hagen, B.; Chhetri, N. Impact of shade on outdoor thermal comfort—A seasonal field study in Tempe, Arizona. Int. J. Biometeorol. 2016, 60, 1849–1861. [Google Scholar] [CrossRef]
  17. Akbari, H. Shade trees reduce building energy use and CO2 emissions from power plants. Environ. Pollut. 2002, 116 (Suppl. 1), S119–S126. [Google Scholar] [CrossRef]
  18. Wang, Z.H.; Zhao, X.; Yang, J.; Song, J. Cooling and energy saving potentials of shade trees and urban lawns in a desert city. Appl. Energy 2016, 161, 437–444. [Google Scholar] [CrossRef]
  19. Jung, S.; Yoon, S. Analysis of the Effects of Floor Area Ratio Change in Urban Street Canyons on Microclimate and Particulate Matter. Energies 2021, 14, 714. [Google Scholar] [CrossRef]
  20. Blount, K.; Wolfand, J.M.; Bell, C.D.; Ajami, N.K.; Hogue, T.S. Satellites to Sprinklers: Assessing the Role of Climate and Land Cover Change on Patterns of Urban Outdoor Water Use. Water Resour. Res. 2021, 57, e2020WR027587. [Google Scholar] [CrossRef]
  21. Gao, K.; Santamouris, M.; Feng, J. On the cooling potential of irrigation to mitigate urban heat island. Sci. Total Environ. 2020, 740, 139754. [Google Scholar] [CrossRef]
  22. Walsh, C.J.; Booth, D.B.; Burns, M.J.; Fletcher, T.D.; Hale, R.L.; Hoang, L.N.; Livingston, G.; Rippy, M.A.; Roy, A.H.; Scoggins, M.; et al. Principles for urban stormwater management to protect stream ecosystems. Freshw. Sci. 2016, 35, 398–411. [Google Scholar] [CrossRef]
  23. Berland, A.; Shiflett, S.A.; Shuster, W.D.; Garmestani, A.S.; Goddard, H.C.; Herrmann, D.L.; Hopton, M.E. The role of trees in urban stormwater management. Landsc. Urban Plan. 2017, 162, 167–177. [Google Scholar] [CrossRef] [PubMed]
  24. Panos, C.L.; Hogue, T.S.; Gilliom, R.L.; McCray, J.E. High-resolution Modeling of Infill Development Impact on Urban Stormwater Dynamics High-resolution Modeling of Infill Development Impact on Stormwater Dynamics in Denver, Colorado. J. Sustain. Water Built Environ. 2018, 4, 04018009. [Google Scholar] [CrossRef]
  25. Litvak, E.; Manago, K.F.; Hogue, T.S.; Pataki, D.E. Evapotranspiration of urban landscapes in Los Angeles, California at the municipal scale. J. Am. Water Resour. Assoc. 2017, 53, 4236–4252. [Google Scholar] [CrossRef]
  26. Zipper, S.C.; Schatz, J.; Kucharik, C.J.; Loheide, S.P. Urban heat island-induced increases in evapotranspirative demand. Geophys. Res. Lett. 2017, 44, 873–881. [Google Scholar] [CrossRef]
  27. Rao, P.K. Remote sensing of urban heat islands from an environmental satellite. Bull. Amer. Meteor. Soc. 1972, 53, 647–648. [Google Scholar]
  28. Matson, M.; Mcclain, E.P.; McGinnis, D.F.; Pritchard, J.A. Satellite Detection of Urban Heat Islands. Mon. Wea. Rev. 1978, 106, 1725–1734. [Google Scholar] [CrossRef]
  29. Price, J.C. Assessment of the Urban Heat Island Effect Through the Use of Satellite Data. Mon. Weather Rev. 1979, 107, 1554–1557. [Google Scholar] [CrossRef]
  30. Roth, M.; Oke, T.R.; Emery, W.J. Satellite-derived urban heat islands from three coastal cities and the utilization of such data in urban climatology. Int. J. Remote Sens. 1989, 10, 1699–1720. [Google Scholar] [CrossRef]
  31. Lambert-Habib, M.L.; Hidalgo, J.; Fedele, C.; Lemonsu, A.; Bernard, C. How is climatic adaptation taken into account by legal tools? Introduction of water and vegetation by French town planning documents. Urban Clim. 2013, 4, 16–34. [Google Scholar] [CrossRef]
  32. Lin, J.; Brown, R.D. Integrating Microclimate into Landscape Architecture for Outdoor Thermal Comfort: A Systematic Review. Land 2021, 10, 196. [Google Scholar] [CrossRef]
  33. Park, Y.; Guldmann, J.M.; Liu, D. Impacts of tree and building shades on the urban heat island: Combining remote sensing, 3D digital city and spatial regression approaches. Comput. Environ. Urban Syst. 2021, 88, 101655. [Google Scholar] [CrossRef]
  34. Li, X.; Li, W.; Middel, A.; Harlan, S.L.; Brazel, A.J.; Turner Ii, B.L. Remote sensing of the surface urban heat island and land architecture in Phoenix, Arizona: Combined effects of land composition and configuration and cadastral–demographic–economic factors. Remote Sens. Environ. 2016, 174, 233–243. [Google Scholar] [CrossRef]
  35. Osborne, P.E.; Alvares-Sanches, T. Quantifying how landscape composition and configuration affect urban land surface temperatures using machine learning and neutral landscapes. Comput. Environ. Urban Syst. 2019, 76, 80–90. [Google Scholar] [CrossRef]
  36. Parlow, E.; Vogt, R.; Feigenwinter, C. The urban heat island of Basel—Seen from different perspectives. DIE ERDE–J. Geogr. Soc. Berl. 2014, 145, 96–110. [Google Scholar] [CrossRef]
  37. Wu, H.; Li, Z.L. Scale issues in remote sensing: A review on analysis, processing and modeling. Sensors 2009, 9, 1768–1793. [Google Scholar] [CrossRef]
  38. Zhou, D.; Xiao, J.; Bonafoni, S.; Berger, C.; Deilami, K.; Zhou, Y.; Frolking, S.; Yao, R.; Qiao, Z.; Sobrino, J.A. Satellite remote sensing of surface urban heat islands: Progress, challenges, and perspectives. Remote Sens. 2018, 11, 48. [Google Scholar] [CrossRef]
  39. Du, M.; Li, N.; Hu, T.; Yang, Q.; Chakraborty, T.C.; Venter, Z.; Yao, R. Daytime cooling efficiencies of urban trees derived from land surface temperature are much higher than those for air temperature. Environ. Res. Lett. 2024, 19, 044037. [Google Scholar] [CrossRef]
  40. Zipper, S.C.; Schatz, J.; Singh, A.; Kucharik, C.J.; Townsend, P.A.; Loheide, S.P. Urban heat island impacts on plant phenology: Intra-urban variability and response to land cover. Environ. Res. Lett. 2016, 11, 054023. [Google Scholar] [CrossRef]
  41. Nichol, J.E.; Fung, W.Y.; Lam, K.; Wong, M.S. Urban heat island diagnosis using ASTER satellite images and ‘in situ’ air temperature. Atmos. Res. 2009, 94, 276–284. [Google Scholar] [CrossRef]
  42. Hart, M.A.; Sailor, D.J. Quantifying the influence of land-use and surface characteristics on spatial variability in the urban heat island. Theor. Appl. Climatol. 2009, 95, 397–406. [Google Scholar] [CrossRef]
  43. Tsin, P.K.; Knudby, A.; Krayenhoff, E.S.; Ho, H.C.; Brauer, M.; Henderson, S.B. Microscale mobile monitoring of urban air temperature. Urban Clim. 2016, 18, 58–72. [Google Scholar] [CrossRef]
  44. Makido, Y.; Shandas, V.; Ferwati, S.; Sailor, D. Daytime Variation of Urban Heat Islands: The Case Study of Doha, Qatar. Climate 2016, 4, 32. [Google Scholar] [CrossRef]
  45. Shandas, V.; Voelkel, J.; Rao, M.; George, L. Integrating High-Resolution Datasets to Target Mitigation Efforts for Improving Air Quality and Public Health in Urban Neighborhoods. Int. J. Environ. Res. Public Health 2016, 13, 790. [Google Scholar] [CrossRef]
  46. Voelkel, J.; Shandas, V. Towards Systematic Prediction of Urban Heat Islands: Grounding Measurements, Assessing Modeling Techniques. Climate 2017, 5, 41. [Google Scholar] [CrossRef]
  47. Ziter, C.D.; Pedersen, E.J.; Kucharik, C.J.; Turner, M.G. Scale-dependent interactions between tree canopy cover and impervious surfaces reduce daytime urban heat during summer. Proc. Natl. Acad. Sci. USA 2019, 116, 7575–7580. [Google Scholar] [CrossRef]
  48. Yan, C.; Guo, Q.; Li, H.; Li, L.; Qiu, G.Y. Quantifying the cooling effect of urban vegetation by mobile traverse method: A local-scale urban heat island study in a subtropical megacity. Build. Environ. 2020, 169, 106541. [Google Scholar] [CrossRef]
  49. Rodríguez, L.R.; Ramos, J.S.; Félix, J.L.M.; Domínguez, S.Á. Urban-scale air temperature estimation: Development of an empirical model based on mobile transects. Sustain. Cities Soc. 2020, 63, 102471. [Google Scholar] [CrossRef]
  50. Kousis, I.; Manni, M.; Pisello, A.L. Environmental mobile monitoring of urban microclimates: A review. Renew. Sustain. Energy Rev. 2022, 169, 112847. [Google Scholar] [CrossRef]
  51. Kaplan, S.; Peeters, A.; Erell, E. Predicting air temperature simultaneously for multiple locations in an urban environment: A bottom up approach. Appl. Geogr. 2016, 76, 62–74. [Google Scholar] [CrossRef]
  52. Moffett, K.B.; Makido, Y.; Shandas, V. Urban-Rural Surface Temperature Deviation and Intra-Urban Variations Contained by an Urban Growth Boundary. Remote Sens. 2019, 11, 2683. [Google Scholar] [CrossRef]
  53. Kottmeier, C.; Biegert, C.; Corsmeier, U. Effects of Urban Land Use on Surface Temperature in Berlin: Case Study. J. Urban Plan. Dev. 2007, 133, 128–137. [Google Scholar] [CrossRef]
  54. Dugord, P.A.; Lauf, S.; Schuster, C.; Kleinschmit, B. Land use patterns, temperature distribution, and potential heat stress risk—The case study Berlin, Germany. Comput. Environ. Urban Syst. 2014, 48, 86–98. [Google Scholar] [CrossRef]
  55. Kumar, D.; Shekhar, S. Statistical analysis of land surface temperature-vegetation indexes relationship through thermal remote sensing. Ecotoxicol. Environ. Saf. 2015, 121, 39–44. [Google Scholar] [CrossRef]
  56. Wang, K.; Jiang, S.; Wang, J.; Zhou, C.; Wang, X.; Lee, X. Comparing the diurnal and seasonal variabilities of atmospheric and surface urban heat islands based on the Beijing urban meteorological network. J. Geophys. Res. Atmos. 2017, 122, 2131–2154. [Google Scholar] [CrossRef]
  57. Chen, Y.; Yu, S. Impacts of urban landscape patterns on urban thermal variations in Guangzhou, China. Int. J. Appl. Earth Obs. Geoinf. 2017, 54, 65–71. [Google Scholar] [CrossRef]
  58. Sun, Y.; Gao, C.; Li, J.; Li, W.; Ma, R. Examining urban thermal environment dynamics and relations to biophysical composition and configuration and socio-economic factors: A case study of the Shanghai metropolitan region. Sustain. Cities Soc. 2018, 40, 284–295. [Google Scholar] [CrossRef]
  59. Sanusi, R.; Johnstone, D.; May, P.; Livesley, S.J. Street Orientation and Side of the Street Greatly Influence the Microclimatic Benefits Street Trees Can Provide in Summer. J. Environ. Qual. 2016, 45, 167. [Google Scholar] [CrossRef]
  60. Menne, M.J.; Durre, I.; Korzeniewski, B.; McNeal, S.; Thomas, K.; Yin, X.; Anthony, S.; Ray, R.; Vose, R.S.; Gleason, B.E.; et al. Global Historical Climatology Network—Daily (GHCN-Daily), Version 3. J. Atmos. Oceanic Technol. 2012, 29, 897–910. [Google Scholar] [CrossRef]
  61. Kottek, M.; Grieser, J.; Beck, C.; Rudolf, B.; Rubel, F. World map of the Köppen-Geiger climate classification updated. Meteorol. Z. 2006, 15, 259–263. [Google Scholar] [CrossRef]
  62. NCDC. 1991–2020 Monthly Climate Normals, PORTLAND INTL APT: Portland Weather Forecast Office, OR US. 2020. Available online: https://www.ncei.noaa.gov/access/us-climate-normals/#dataset=normals-monthly&timeframe=30&location=OR&station=USW00024229 (accessed on 15 April 2025).
  63. NCDC. 1991–2020 Hourly Climate Normals, June 28, PORTLAND INTL APT: Portland Weather Forecast Office, OR US. 2020. Available online: https://www.ncei.noaa.gov/access/us-climate-normals/#dataset=normals-hourly&timeframe=30&station=USW00024229&month=5&day=27 (accessed on 15 April 2025).
  64. Google. Portland, Oregon. 2016. Available online: https://earth.google.com (accessed on 12 July 2016).
  65. Brandani, G.; Napoli, M.; Massetti, L.; Petralli, M.; Orlandini, S. Urban Soil: Assessing Ground Cover Impact on Surface Temperature and Thermal Comfort. J. Environ. Qual. 2016, 45, 90–97. [Google Scholar] [CrossRef] [PubMed]
  66. Napoli, M.; Massetti, L.; Brandani, G.; Petralli, M.; Orlandini, S. Modeling Tree Shade Effect on Urban Ground Surface Temperature. J. Environ. Qual. 2016, 45, 146. [Google Scholar] [CrossRef] [PubMed]
  67. Pattnaik, N.; Honold, M.; Franceschi, E.; Moser-Reischl, A.; Rötzer, T.; Pretzsch, H.; Pauleit, S.; Rahman, M.A. Growth and cooling potential of urban trees across different levels of imperviousness. J. Environ. Manag. 2024, 361, 121242. [Google Scholar] [CrossRef]
  68. Chen, Y.; Wu, J.; Yu, K.; Wang, D. Evaluating the impact of the building density and height on the block surface temperature. Build. Environ. 2020, 168, 106493. [Google Scholar] [CrossRef]
  69. Li, Q.; Wang, Z.-H. Large-eddy simulation of the impact of urban trees on momentum and heat fluxes. Agric. For. Meteorol. 2018, 255, 44–56. [Google Scholar] [CrossRef]
  70. Azevedo, J.A.; Chapman, L.; Muller, C.L. Quantifying the daytime and night-time urban heat Island in Birmingham, UK: A comparison of satellite derived land surface temperature and high resolution air temperature observations. Remote Sens. 2016, 8, 153. [Google Scholar] [CrossRef]
  71. Cao, J.; Zhou, W.; Zheng, Z.; Ren, T.; Wang, W. Within-city spatial and temporal heterogeneity of air temperature and its relationship with land surface temperature. Landsc. Urban Plan. 2021, 206, 103979. [Google Scholar] [CrossRef]
  72. Widyasamratri, H.; Souma, K.; Suetsugi, T.; Ishidaira, H.; Ichikawa, Y.; Kobayashi, H.; Inagaki, I. A Comparison Air Temperature and Land Surface Temperature to Detect an Urbanization Effect in Jakarta, Indonesia. In Proceedings of the 34th Asian Conference on Remote Sensing, Bali, Indoneisa, 20–24 October 2013. [Google Scholar]
  73. Nichol, J.E.; To, P.H. Temporal characteristics of thermal satellite images for urban heat stress and heat island mapping. ISPRS J. Photogramm. Remote Sens. 2012, 74, 153–162. [Google Scholar] [CrossRef]
  74. Rahman, M.A.; Dervishi, V.; Moser-Reischl, A.; Ludwig, F.; Pretzsch, H.; Rötzer, T.; Pauleit, S. Comparative analysis of shade and underlying surfaces on cooling effect. Urban For. Urban Green. 2021, 63, 127223. [Google Scholar] [CrossRef]
  75. Imhoff, M.L.; Zhang, P.; Wolfe, R.E.; Bounoua, L. Remote sensing of the urban heat island effect across biomes in the continental USA. Remote Sens. Environ. 2010, 114, 504–513. [Google Scholar] [CrossRef]
  76. Yuan, F.; Bauer, M.E. Comparison of impervious surface area and normalized difference vegetation index as indicators of surface urban heat island effects in Landsat imagery. Remote Sens. Environ. 2007, 106, 375–386. [Google Scholar] [CrossRef]
  77. Zhang, Z.; Ji, M.; Shu, J.; Deng, Z.; Wu, Y. Surface urban heat island in Shanghai, China: Examining the relationship between land surface temperature and impervious surface fractions derived from Landsat ETM+ imagery. Int. Arch. Photogramm. Remote Sens. Spat. Inf. Sci. 2008, 37, 601–606. [Google Scholar]
  78. Shiflett, S.A.; Liang, L.L.; Crum, S.M.; Feyisa, G.L.; Wang, J.; Jenerette, G.D. Variation in the urban vegetation, surface temperature, air temperature nexus. Sci. Total Environ. 2017, 579, 495–505. [Google Scholar] [CrossRef] [PubMed]
  79. Melaas, E.K.; Wang, J.A.; Miller, D.L.; Friedl, M.A. Interactions between urban vegetation and surface urban heat islands: A case study in the Boston metropolitan region. Environ. Res. Lett. 2016, 11, 054020. [Google Scholar] [CrossRef]
  80. Buyantuyev, A.; Wu, J. Urban heat islands and landscape heterogeneity: Linking spatiotemporal variations in surface temperatures to land-cover and socioeconomic patterns. Landsc. Ecol. 2010, 25, 17–33. [Google Scholar] [CrossRef]
  81. Estoque, R.C.; Murayama, Y.; Myint, S.W. Effects of landscape composition and pattern on land surface temperature: An urban heat island study in the megacities of Southeast Asia. Sci. Total Environ. 2017, 577, 349–359. [Google Scholar] [CrossRef]
  82. Guhathakurta, S.; Gober, P. Residential land use, the Urban heat island, and water use in phoenix: A path analysis. J. Plan. Educ. Res. 2010, 30, 40–51. [Google Scholar] [CrossRef]
  83. Shashua-Bar, L.; Pearlmutter, D.; Erell, E. The cooling efficiency of urban landscape strategies in a hot dry climate. Landsc. Urban Plan. 2009, 92, 179–186. [Google Scholar] [CrossRef]
  84. Konarska, J.; Uddling, J.; Holmer, B.; Lutz, M.; Lindberg, F.; Pleijel, H.; Thorsson, S. Transpiration of urban trees and its cooling effect in a high latitude city. Int. J. Biometeorol. 2016, 60, 159–172. [Google Scholar] [CrossRef]
  85. Oliveira, S.; Andrade, H.; Vaz, T. The cooling effect of green spaces as a contribution to the mitigation of urban heat: A case study in Lisbon. Build. Environ. 2011, 46, 2186–2194. [Google Scholar] [CrossRef]
  86. Huttner, S.; Bruse, M.; Dostal, P. Using ENVI-met to simulate the impact of global warming on the mi- croclimate in central European cities. In Proceedings of the 5th Japanese-German Meeting on Urban Climatology, Freiburg, Germany, 6–11 October 2008; Volume 18, pp. 307–312. [Google Scholar]
  87. Yan, H.; Dong, L. The impacts of land cover types on urban outdoor thermal environment: The case of Beijing, China. J. Environ. Health Sci. Eng. 2015, 13, 43. [Google Scholar] [CrossRef] [PubMed]
  88. Alonzo, M.; Baker, M.E.; Gao, Y.; Shandas, V. Spatial configuration and time of day impact the magnitude of urban tree canopy cooling. Environ. Res. Lett. 2021, 16, 084028. [Google Scholar] [CrossRef]
  89. Connors, J.P.; Galletti, C.S.; Chow, W.T.L. Landscape configuration and urban heat island effects: Assessing the relationship between landscape characteristics and land surface temperature in Phoenix, Arizona. Landsc. Ecol. 2013, 28, 271–283. [Google Scholar] [CrossRef]
  90. Keith, L.; Meerow, S.; Wagner, T. Planning for Extreme Heat: A Review. J. Extrem. Events 2019, 6, 2050003. [Google Scholar] [CrossRef]
Figure 1. Study site locations in Portland, Oregon, USA.
Figure 1. Study site locations in Portland, Oregon, USA.
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Figure 2. Example study site characteristics, thermal imagery used for analysis (all units are °C), and orthoimagery for land cover delineation. (a) A true color image of a typical residential front lawn and house façade paired with (b) a thermal image depicting the same scene. (c) A thermal image taken as a longitudinal view down the street shows elevated street surface temperatures (brightest area at right), lower grassy lawn temperatures, and pronounced effects of tree shading locally cooling the sidewalk and street (dark purple). (d) An example of the orthoimagery used to create the surface cover mapping. (e) The land cover classification map paired with the orthoimagery from (d). Pink polygons are impervious surface cover types and blue polygons are pervious surface cover types. Light blue polygons are tree canopy, but this was not included as a type of “surface cover” in the weighted temperature calculations; instead, the other surface cover types were extended beneath the tree canopy using information from site visits and Google Streetview, and those surface cover areas were used instead of tree canopy areas in the area-weighted temperature model.
Figure 2. Example study site characteristics, thermal imagery used for analysis (all units are °C), and orthoimagery for land cover delineation. (a) A true color image of a typical residential front lawn and house façade paired with (b) a thermal image depicting the same scene. (c) A thermal image taken as a longitudinal view down the street shows elevated street surface temperatures (brightest area at right), lower grassy lawn temperatures, and pronounced effects of tree shading locally cooling the sidewalk and street (dark purple). (d) An example of the orthoimagery used to create the surface cover mapping. (e) The land cover classification map paired with the orthoimagery from (d). Pink polygons are impervious surface cover types and blue polygons are pervious surface cover types. Light blue polygons are tree canopy, but this was not included as a type of “surface cover” in the weighted temperature calculations; instead, the other surface cover types were extended beneath the tree canopy using information from site visits and Google Streetview, and those surface cover areas were used instead of tree canopy areas in the area-weighted temperature model.
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Figure 3. Relative surface cover composition of the twelve urban residential study streetscapes.
Figure 3. Relative surface cover composition of the twelve urban residential study streetscapes.
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Figure 4. Mean surface temperatures assessed from ground-based thermal imagery across all twelve study sites for (a) impervious and (b) pervious surface cover types, categorized by surface sun or shade exposure and by high or low relative street-overhanging canopy cover density. Bars show one standard deviation of LSTg. Significant differences between sun and shade temperatures within a surface cover type (regardless of canopy cover), indicated as: * p < 0.05 and *** p < 0.001.
Figure 4. Mean surface temperatures assessed from ground-based thermal imagery across all twelve study sites for (a) impervious and (b) pervious surface cover types, categorized by surface sun or shade exposure and by high or low relative street-overhanging canopy cover density. Bars show one standard deviation of LSTg. Significant differences between sun and shade temperatures within a surface cover type (regardless of canopy cover), indicated as: * p < 0.05 and *** p < 0.001.
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Figure 5. Relationships between sun and shade surface temperatures as (a) mean for each surface type across all study sites, (b) individual sites’ sun-shade temperature pairings, and (c) surface covers grouped into “hot” and “cool” surface types. “Hot” surface cover types are: Concrete (Co), Asphalt (A), Mulch (M), Roof (R), and Gravel (G). “Cool” surface types are: Shrubbery (S), Green Grass (GG), and Brown Grass (BG). Bare Ground (Ba), Parked Car (Ca), and Other (O) surface types were excluded from the hot vs. cool surface classification.
Figure 5. Relationships between sun and shade surface temperatures as (a) mean for each surface type across all study sites, (b) individual sites’ sun-shade temperature pairings, and (c) surface covers grouped into “hot” and “cool” surface types. “Hot” surface cover types are: Concrete (Co), Asphalt (A), Mulch (M), Roof (R), and Gravel (G). “Cool” surface types are: Shrubbery (S), Green Grass (GG), and Brown Grass (BG). Bare Ground (Ba), Parked Car (Ca), and Other (O) surface types were excluded from the hot vs. cool surface classification.
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Figure 6. (a) Modeling street-scale shaded afternoon urban air temperatures from area-weighted average streetscape surface temperatures in summer across the set of eleven study sites with air temperature data in Portland, Oregon, USA. (b) Contrasts in surface temperature of eleven common urban cover types in sun-exposed and shaded conditions, as absolute temperature difference (°C, black squares, liner regression) and as percent difference from sun-exposed conditions (%, gray circles, dashed curve).
Figure 6. (a) Modeling street-scale shaded afternoon urban air temperatures from area-weighted average streetscape surface temperatures in summer across the set of eleven study sites with air temperature data in Portland, Oregon, USA. (b) Contrasts in surface temperature of eleven common urban cover types in sun-exposed and shaded conditions, as absolute temperature difference (°C, black squares, liner regression) and as percent difference from sun-exposed conditions (%, gray circles, dashed curve).
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Figure 7. Relationships of street-scale urban air temperatures to the average surface temperature of dominant surface cover types in (a) sun and (b) shade across all sites, and to (c) the percent impervious cover of the overall (half street-canyon) streetscape or (d) the percent of paved street area covered by overhanging street tree canopy.
Figure 7. Relationships of street-scale urban air temperatures to the average surface temperature of dominant surface cover types in (a) sun and (b) shade across all sites, and to (c) the percent impervious cover of the overall (half street-canyon) streetscape or (d) the percent of paved street area covered by overhanging street tree canopy.
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Table 1. Study site locations and characteristics.
Table 1. Study site locations and characteristics.
IDStreet Tree TypeCanopy DensityLocationDate
Imaged
Times ImagedSite Area (m2)
DL1DeciduousLowEast of N Exeter Ave between N Newark St and N Hudson St27 June3:46–3:55 p.m.4316
DL2DeciduousLowEast of N Chautauqua Blvd between N Winchell St and N Baldwin St28 June2:16–2:28 p.m.14,645
DL3DeciduousLowEast of SE 73rd Ave between SE Raymond St and SE Schiller St29 June2:23–2:32 p.m.4348
DH1DeciduousHighWest of N Exeter Ave between N Newark St and N Hudson St27 June3:29–3:45 p.m.4484
DH2DeciduousHighWest of N Chautauqua Blvd between N Winchell St and N Baldwin St28 June2:00–2:14 p.m.5689
DH3DeciduousHighBoth sides of SE 72nd Ave between SE Schiller St and SE Foster Rd29 June2:44–2:56 p.m.4573
EL1EvergreenLowEast of 135th Ave between SE Yamhill St and SE Salmon St28 June4:35–4:39 p.m.2301
EL2EvergreenLowWest of N Exeter Ave between N Fessenden St and N Cecelia St28 June3:56–4:04 p.m.6635
EL3EvergreenLowEast of N Exeter Ave between N Fessenden St and N Cecelia St28 June3:13–3:19 p.m.904
EH1EvergreenHighWest of NE 22nd Ave between NE Irving St and NE Hoyt St29 June1:39–2:20 p.m.3198
EH2EvergreenHighWest of SE 50th Ave between SE Steele St and SE Insley St27 June1:08–2:49 p.m.3522
EH3EvergreenHighEast of SW 45th Ave between SW Vesta Dr and SW Vacuna St27 June1:52–2:21 p.m.4065
Table 2. Urban surface cover average temperatures measured by ground-based thermal image analysis (LSTg, °C), by site and sun/shade exposure. Averages provided among sites with primarily broadleaf deciduous (D) or coniferous evergreen (E) street trees and for sites with relatively high (H) or low (L) coverage of the street by overhanging tree canopy, and all sites (all). Blanks: not all cover types appeared in thermal images at all sites. Background color is used to visually distinguish between the four tree type-canopy density groups, with evergreen sites lightly shaded. Data are presented in regular font with summary statistics for groups in italics.
Table 2. Urban surface cover average temperatures measured by ground-based thermal image analysis (LSTg, °C), by site and sun/shade exposure. Averages provided among sites with primarily broadleaf deciduous (D) or coniferous evergreen (E) street trees and for sites with relatively high (H) or low (L) coverage of the street by overhanging tree canopy, and all sites (all). Blanks: not all cover types appeared in thermal images at all sites. Background color is used to visually distinguish between the four tree type-canopy density groups, with evergreen sites lightly shaded. Data are presented in regular font with summary statistics for groups in italics.
Sun-Exposed Urban Surface Cover Type
SiteRoofConcreteAsphaltCarGreen GrassBrown GrassMulchShrubsBare GroundGravel
DH153.648.054.335.435.639.747.632.1
DH245.640.249.832.027.6 26.0
DH350.742.544.830.431.331.343.522.524.0
EH1 46.143.232.3 49.227.2
EH246.045.447.3 27.332.6 38.9
EH3 48.849.8 26.2 41.328.6
DL165.851.653.944.134.537.551.032.447.5
DL259.747.848.838.628.831.152.825.9
DL362.946.348.546.728.833.854.325.1
EL154.738.742.433.727.8 46.622.7
EL262.949.249.840.132.335.250.329.253.3
EL359.850.753.737.631.4 54.029.0 55.6
D avg.56.446.150.037.931.134.749.827.335.8
E avg.55.946.547.735.929.033.948.327.446.155.6
H avg.49.045.248.232.529.634.545.427.331.4
L avg.61.047.449.540.130.634.451.527.450.455.6
all avg.56.246.348.837.129.934.548.727.339.255.6
Shaded Urban Surface Cover Type
SiteRoofConcreteAsphaltCarGreen GrassBrown GrassMulchShrubsBare GroundGravel
DH130.828.131.329.827.3 29.130.429.1
DH2 23.126.424.520.8 21.422.120.4
DH325.822.823.525.421.222.524.122.223.2
EH1 26.325.4 23.8 28.026.424.8
EH2 26.327.626.823.824.8 24.8
EH325.126.330.124.923.7 28.024.6
DL130.128.634.935.527.827.832.5 29.5
DL221.924.426.623.621.1 22.521.722.3
DL3 23.924.423.823.9 24.221.7
EL127.422.523.422.520.521.721.919.721.1
EL228.827.226.732.726.7 27.127.126.9
EL335.929.831.430.424.826.126.125.8 25.2
D avg.27.125.127.927.123.725.125.623.624.9
E avg.29.326.527.427.523.924.226.224.724.425.2
H avg.27.225.127.426.323.423.726.125.124.5
L avg.28.826.127.928.124.125.225.723.224.925.2
all avg.28.225.827.627.323.824.625.924.224.725.2
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Kubiniec, K.; Moffett, K.B.; Blount, K. Street-Scale Urban Air Temperatures Predicted by Simple High-Resolution Cover- and Shade-Weighted Surface Temperature Mosaics in a Variety of Residential Neighborhoods. Remote Sens. 2025, 17, 1932. https://doi.org/10.3390/rs17111932

AMA Style

Kubiniec K, Moffett KB, Blount K. Street-Scale Urban Air Temperatures Predicted by Simple High-Resolution Cover- and Shade-Weighted Surface Temperature Mosaics in a Variety of Residential Neighborhoods. Remote Sensing. 2025; 17(11):1932. https://doi.org/10.3390/rs17111932

Chicago/Turabian Style

Kubiniec, Katarina, Kevan B. Moffett, and Kyle Blount. 2025. "Street-Scale Urban Air Temperatures Predicted by Simple High-Resolution Cover- and Shade-Weighted Surface Temperature Mosaics in a Variety of Residential Neighborhoods" Remote Sensing 17, no. 11: 1932. https://doi.org/10.3390/rs17111932

APA Style

Kubiniec, K., Moffett, K. B., & Blount, K. (2025). Street-Scale Urban Air Temperatures Predicted by Simple High-Resolution Cover- and Shade-Weighted Surface Temperature Mosaics in a Variety of Residential Neighborhoods. Remote Sensing, 17(11), 1932. https://doi.org/10.3390/rs17111932

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