Using Satellite Data to Characterize Land Surface Processes in Morocco
Abstract
:1. Introduction
2. Materials and Methods
2.1. Study Area
2.2. Data
2.2.1. MODIS Data
2.2.2. Landsat Data
2.3. Methods
2.3.1. Development of Land-Cover Maps
- The different land cover types were aggregated from MCD12Q1 at 500 m and their fractions in a 0.05° × 0.05° (equivalent to 5 km × 5 km) Climate Modeling Grid (CMG) were obtained.
- The 30 m × 30 m Landsat ISAs were also aggregated to 0.05° × 0.05° and co-registered in the same CMG.
- These Landsat ISA fractions were imposed into the CMG as a replacement for the urban fraction from MODIS.
2.3.2. Validation of the Land Use Map
- If FAO type LCXX and the same MODIS type LCXX exist in the pixel, it is inferred that type LCXX exists at this pixel, and the MODIS classification is confirmed.
- If the FAO LCXX type exists but the same MODIS LCXX type does not exist in the pixel, it is inferred that the LCXX type exists at the pixel level, and the MODIS classification is invalid.
- If the FAO type LCXX does not exist, but the MODIS type LCXX exists in the pixel, it is inferred that the LCXX type does not exist at this pixel. In this case, the MODIS classification is invalidated, and the FAO type is substituted for the MODIS type.
2.3.3. Biophysical Parameters
- Fraction of Photosynthetically Active Radiation «FPAR»: represents the portion of incoming solar radiation absorbed by green vegetation within the visible spectral range of 0.4-0.7 μm. FPAR is a crucial biophysical parameter that plays a significant role in characterizing processes like photosynthesis and the exchange of energy and water between vegetation and the atmosphere. Moreover, it finds extensive applications in monitoring various aspects, including crop growth status, drought conditions, changes in land use, and vegetation dynamics like phenology [33]. Due to its significance, FPAR has been recognized as one of the Essential Climate Variables (ECV) by both the Global Terrestrial Observing System (GTOS) and the Global Climate Observing System (GCOS) [34].Satellite observation stands out as the sole method capable of providing FPAR data with spatiotemporal coverage on both regional and global scales. Numerous studies have underscored the notion that an increasing proportion of diffuse radiation can enhance the efficiency of light utilization [35,36,37], even though the overall photosynthetically active radiation reaching the canopy top may have decreased. In various regions around the world, recent research has demonstrated a trend of diminishing total radiation alongside an increase in the fraction of diffuse radiation. For instance, Zhu et al. [38] reported a substantial decrease in total radiation over the past five decades in China. This finding holds significant importance for global climate change investigations, particularly concerning atmospheric, water, and vegetation cycles, and has a direct impact on the accuracy of carbon budget estimations [39,40,41].The Fraction of Absorbed Photosynthetically Active Radiation (FPAR) is calculated using the SiB2 model, which involves several parameters and mathematical equations to estimate the amount of incoming photosynthetically active radiation absorbed by vegetation. The specific formula used for FPAR calculation is as follows:And:;;the SR value corresponding to the percentile 98% of the NDVI for vegetation type i;: the SR value corresponding to the percentile 5% of the NDVI for vegetation type i.
- Leaf Area Index «LAI»: is a measure that quantifies the extent of leaf area present within an ecosystem. It holds significant importance in various ecological processes, including photosynthesis, respiration, rainfall interception [42,43,44], as well as calculations related to albedo and surface roughness. LAI, being a fundamental characteristic of vegetation, has been recognized as a pivotal climate variable within the realm of global climate change research [45].
- Canopy Greenness Fraction «G»: Represents the proportion of soil that is covered by green vegetation. In practical terms, it serves as a measure of the spatial coverage of vegetation. One notable advantage of using this fraction is that it is not influenced by the direction of lighting and is highly responsive to the quantity of vegetation present. Due to these characteristics, the fraction G is a promising alternative to traditional vegetation indices for monitoring ecosystems [46].
- Canopy Roughness Length: Denoted as Z0, is a critical parameter employed in numerical models to characterize surface roughness. This parameter exerts influence over the strength of mechanical turbulence and the exchanges of turbulent properties above the surface. Z0 is determined by considering the frontal area of the average surface element (facing the wind) divided by the ground area it occupies. In the context of sub-grid scale vertical heat exchange, which occurs through turbulent eddies, this can be expressed as the vertical gradient of potential temperature multiplied by the roughness length. A shorter roughness length signifies reduced exchange between the Earth’s surface and the atmosphere. However, it also corresponds to a more robust near-surface wind flow, particularly at the standard height of 10 m above ground level [47].
- Canopy Zero Plane Displacement: In turbulent airflow over rough surfaces with significant roughness elements, a height scale represents a specific vertical distance that characterizes the average level of momentum transfer between the moving air and the roughness elements. In conditions of neutral stability, the logarithmic wind profile assumes a linear shape only when the zero-plane displacement length adjusts the vertical axis. Various formulas are available to establish a connection between this height scale and the geometric attributes of the roughness elements, such as silhouette spacing and area. Tables containing precomputed values for different surface types can be found in many micro-meteorological references, such as [48]. These tables provide valuable data for assessing and modeling turbulent flows over diverse terrains and surfaces.
- Bulk Boundary-Layer Resistance Coefficient and the Ground to Canopy Air-Space Resistance Coefficient: In the article [49], the significance of boundary resistance coefficient and ground to canopy air space resistance coefficient in energy efficiency is discussed in detail. The authors suggest that the boundary resistance coefficient is a measure of the resistance to air flow between two surfaces and is important in determining the energy efficiency of a building. Similarly, the ground to canopy air space resistance coefficient is the resistance to air flow between the surface and the canopy of a building and impacts the energy efficiency of the building. As such, it is clear that understanding the significance of boundary resistance coefficient and ground to canopy air space resistance coefficient is essential in order to maximize energy efficiency.In 2008, DJ Sailor published a study in the journal Elsevier on energy and buildings. This study explored the advantages and disadvantages of two different thermal resistance coefficients, boundary resistance coefficient and ground to canopy air space resistance coefficient. The boundary resistance coefficient is a measure of the amount of heat that is transferred between two objects or layers, such as building walls or natural surfaces [50].In a 2015 study conducted by V Kapsalis and D Karamanis of Energy and Buildings, the impact of boundary and ground to canopy air space resistance coefficients on heat transfer was explored. The authors used a two-dimensional numerical model to calculate the convective heat exchange between the canopy and the ground, as well as the air temperature near the ground. The study found that the boundary and ground to canopy air space resistance coefficients had a significant influence on the heat transfer process. Specifically, the boundary resistance coefficient had a stronger influence on the heat transfer than the ground to canopy air space resistance coefficient. This was attributed to the fact that the boundary resistance coefficient had a higher impact on the air temperature near the ground, which in turn had an effect on the heat transfer process. The results of this study provide valuable insight into the impact of boundary and ground to canopy air space resistance coefficients on heat transfer, which can be used to improve building design and energy efficiency [51].The boundary resistance coefficient and the ground to canopy air space resistance coefficient are two closely related parameters that together can provide important insights into the performance of a provided air flow system. By determining the values of these coefficients, diligent researchers can identify potential problems in the design of any air flow system, leading to better designs and more reliable systems. The understanding and application of boundary resistance and ground to canopy air space resistance coefficients is therefore essential for any researcher delving into the related field of air flow systems [51].
3. Results & Discussion
3.1. Land Cover Map
3.2. Biophysical Parameters
4. Conclusions
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
References
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Class | Code | Name |
---|---|---|
00 | LC00 | Inland water |
01 | LC01 | Evergreen Broadleaf |
02 | LC02 | Deciduous Broadleaf |
03 | LC03 | Mixed forest |
04 | LC04 | Evergreen Needleleaf |
05 | LC05 | Deciduous Needleleaf |
06 | LC06 | Open and close Savannas |
07 | LC07 | Grassland |
08 | LC08 | Urban buildup (ISA) |
09 | LC09 | Shrubs with bare soil |
10 | LC10 | Tundra |
11 | LC11 | Barren/desert |
12 | LC12 | Cropland |
Code | FAO | Sellers et al. 1996 [19] | SiB-Code |
---|---|---|---|
11 | Post-flooding or irrigated croplands (or aquatic) | Cropland | 12 |
14 | Rainfed croplands | Cropland | 12 |
20 | Mosaic cropland (50–70%)/ Vegetation (grassland/shrubland/forest) (20–50%) | Cropland | 12 |
30 | Mosaic vegetation (grassland/shrubland/forest) (50–70%)/cropland (20–50%) | Savanah | 6 |
50 | Closed (>40%) broadleaved deciduous forest (>5 m) | Broadleaf deciduous trees | 2 |
70 | Closed (>40%) needle leaved evergreen forest (>5 m) | Needleleaf evergreen trees | 4 |
100 | Closed to open (>15%) mixed broadleaved and needle leaved forest (>5 m) | Mixed Forest | 3 |
110 | Mosaic forest or shrubland (50–70%)/grassland (20–50%) | Shrubland/Grassland | 7 + 9 |
120 | Mosaic grassland (50–70%)/forest or shrubland (20–50%) | Grassland | 7 |
170 | Closed (>40%) broadleaved forest or shrubland permanently flooded—Saline or brackish water | Grassland/Savanah | 7 |
190 | Artificial surfaces and associated areas (Urban areas > 50%) | Urban | 8 |
200 | Bare areas | No vegetation/Bare soil | 11 (desert) + 9 (bare) |
210 | Water bodies | Water | 0 |
Plant Species from DEF | Sellers et al. 1996 [19] | SiB-Code |
---|---|---|
Zen oak | Broadleaf evergreen trees | 1 |
Holm oak | Broadleaf evergreen trees | 1 |
Cedar oak | Broadleaf evergreen trees | 1 |
Argan tree | Broadleaf evergreen trees | 1 |
Other deciduous trees | Broadleaf evergreen and deciduous trees | 1 et 2 |
Deciduous reforestation | Broadleaf evergreen and deciduous trees | 1 et 2 |
Saharan Acacias | Broadleaf deciduous trees | 2 |
Tamarix | Broadleaf deciduous trees | 2 |
Cedar tree | Needleleaf evergreen trees | 4 |
Juniper trees | Needleleaf evergreen trees | 4 |
Pine trees | Needleleaf evergreen trees | 4 |
Softwood reforestation | Needleleaf evergreen and deciduous trees | 4 et 5 |
Thuja | Needleleaf deciduous trees | 5 |
Fir tree | Needleleaf deciduous trees | 5 |
Alpha | Savanah | 6 |
Type of Land Cover | Accuracy (%) |
---|---|
type 0 | 81 |
type 2 | 100 |
type 3 | 93.8 |
type 4 | 90.3 |
type 6 | 90.5 |
type 7 | 98.7 |
type 8 | 93 |
type 9 | 14 |
type 11 | 89.8 |
type 12 | 87.2 |
Mean | 83.8 |
Type of Land Cover | Accuracy (%) |
---|---|
type 0 | 67.24 |
type 2 | 87.69 |
type 4 | 70 |
type 6 | 64.44 |
Mean | 72.34 |
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Thaiki, M.; Bounoua, L.; Cherkaoui Dekkaki, H. Using Satellite Data to Characterize Land Surface Processes in Morocco. Remote Sens. 2023, 15, 5389. https://doi.org/10.3390/rs15225389
Thaiki M, Bounoua L, Cherkaoui Dekkaki H. Using Satellite Data to Characterize Land Surface Processes in Morocco. Remote Sensing. 2023; 15(22):5389. https://doi.org/10.3390/rs15225389
Chicago/Turabian StyleThaiki, Mohammed, Lahouari Bounoua, and Hinde Cherkaoui Dekkaki. 2023. "Using Satellite Data to Characterize Land Surface Processes in Morocco" Remote Sensing 15, no. 22: 5389. https://doi.org/10.3390/rs15225389
APA StyleThaiki, M., Bounoua, L., & Cherkaoui Dekkaki, H. (2023). Using Satellite Data to Characterize Land Surface Processes in Morocco. Remote Sensing, 15(22), 5389. https://doi.org/10.3390/rs15225389