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Review

Soil Moisture Prediction Using Remote Sensing and Machine Learning Algorithms: A Review on Progress, Challenges, and Opportunities

1
Department of Agricultural and Biosystems Engineering, South Dakota State University, Brookings, SD 57007, USA
2
Water Management and Systems Research Unit, United States Department of Agriculture-Agricultural Research Service, 2150 Centre Ave., Fort Collins, CO 80526, USA
*
Author to whom correspondence should be addressed.
Remote Sens. 2025, 17(14), 2397; https://doi.org/10.3390/rs17142397
Submission received: 8 May 2025 / Revised: 5 July 2025 / Accepted: 8 July 2025 / Published: 11 July 2025

Abstract

Machine learning (ML) has gained significant attention for unraveling the complex, nonlinear relationships between soil moisture (SM) and various predictive variables, including remote sensing (RS; reflectance, brightness temperature, backscatter coefficients) and biophysical (topographic, soil, vegetation, and weather) variables. We reviewed the literature to extract and synthesize ML algorithms, reliable input features, and challenges in SM estimation using RS data. We analyzed results from 144 articles published from 2010 to 2024. Random forest (40 out of 67 studies), support vector regressor (13 out of 39 studies), and artificial neural networks (12 out of 27 studies) often outperformed other algorithms to estimate SM using RS datasets. Multi-source RS data often outperformed single-source data in SM estimation. Satellite-derived features, such as vegetation indices and backscattering coefficients, provided critical information on surface SM (SSM) variability to estimate SSM. For root zone SM estimation, soil properties and SSM generally were more reliable predictors than surface information derived solely from RS. Two recent advances—the use of semi-empirical models and L-band SAR to mitigate vegetation effects, and transfer learning to improve model transferability—have shown promise in addressing key challenges in SM estimation.

1. Introduction

Soil moisture (SM) accounts for just 0.05% of global fresh water [1], but it plays an outsized role in our world through its influence on such critical biosphere functions as river flows and flood timing [2], agricultural water management [3,4], terrestrial photosynthesis [5], and recharging of groundwater aquifers [6,7]. Accurate information on the spatial and temporal occurrence of SM is essential for understanding its influence on a wide range of critical zone processes.
SM refers to the quantity of water present within the unsaturated zone of the soil [8]. SM levels are impacted by a range of environmental factors, including precipitation [9,10], land-use patterns [11,12,13,14], soil type and depth [15,16,17,18], topography [19,20,21], and local atmospheric factors including radiation, temperature, humidity, and pressure [22]. The impact of these factors on SM variation varies based on the spatial scale of the study area, the temporal resolution, and the prevailing environmental conditions [23,24,25,26].
Various methods have been proposed for monitoring SM, which can be divided into two categories: pointwise and regional measurements (Figure 1). Pointwise measurements can be further differentiated into direct and indirect measurements. Direct measurement, such as the gravimetric method, which is independent of soil type and salinity, is standard and the most reliable method for estimating SM. However, its application is limited due to the impracticality of obtaining continuous spatial and temporal coverage and its destructive nature [27,28,29,30]. To overcome these challenges, numerous indirect SM measurement techniques have evolved, including neutron scattering, time domain reflectometer (TDR), frequency domain reflectometer (FDR), gamma attenuation, thermal dissipation, heat flux, capacitance, electrical resistance (gypsum block), tensiometer, and pressure plate. Despite their benefits, these methods are often expensive, require calibration for different soil types, pose health risks (e.g., radiation exposure, electrical hazards), and may not be suitable for fast-draining soils [31,32,33,34,35,36]. In response to these limitations, remote sensing (RS)-based SM estimation has emerged as a viable alternative, offering regular updates on a global scale at a lower cost [37,38]. A comprehensive review of traditional methods of SM estimation can be found in Vereecken et al. [39] and Zhang and Zhou [40].
Since the 1970s, various RS techniques have been introduced to analyze SM, utilizing different segments of the electromagnetic spectrum ranging from optical to microwave [34,38,41,42,43,44,45,46]. Each type of sensor comes with its own set of advantages and disadvantages, offering a range of capabilities in the measurement of SM. The wealth of information from optical, thermal, and passive and active microwave sensors has led to the development of numerous techniques aimed at estimating SM. Figure 1 provides a detailed representation of SM retrieval methods using these sensors’ outputs.
A decade ago, early RS research provided promising insights in estimating SM using optical and thermal infrared RS [40]. Although optical and thermal RS technologies offer high spatial resolution, widespread satellite availability, and mature technology, they often face challenges in retrieving SM due to vegetation interference, cloud contamination, night effects, poor temporal resolution, and atmospheric effects [47,48,49,50]. To overcome these issues, microwave RS techniques have been adopted, offering advantages such as all-weather observation capabilities and robust physical foundations [34,51,52].
Since 1978, passive and active microwave satellite sensors have been delivering valuable global-scale surface SM (SSM) data [53,54,55]. Some of these satellites do not provide SM directly and require the application of various techniques to convert backscatter coefficients, incident angles, polarization, temporal changes in backscatter, and interferometric coherence into SM estimates. Various methods have been developed to estimate SM using passive and active microwave techniques. Passive microwave techniques provide promising SM estimation results over bare soil surfaces with high temporal resolution and are unaffected by cloud cover or diurnal conditions. On the other hand, active microwave techniques offer finer spatial resolution and are also unaffected by clouds and diurnal conditions. Nonetheless, they exhibit coarse temporal resolution, and the accuracy of SM estimation is affected by vegetation cover and surface roughness. Detailed discussions of SM estimation methods using passive and active microwaves, along with their advantages and disadvantages, can be found in the reviews conducted by Petropoulos et al. [34] and Karthikeyan et al. [56]. The commonly used microwave satellite for SM estimation is illustrated in Figure 2.
Although RS offers significant opportunities for SM monitoring, SM retrieval methods still face several challenges and limitations. The aforementioned methods are complex, requiring consideration of local meteorological conditions, a detailed understanding of microwave interactions with both bare and vegetated soils, and numerous ground parameters. Consequently, there is an evident need for a shift towards a more simplistic method using fewer inputs and less parameterization. Machine learning (ML) algorithms offer promising solutions to the challenges listed above. This review thoroughly examines the role of ML and RS in estimating SM, detailing the progress, challenges, and opportunities in this field.

2. Research Methodology

The overall review process is presented in Figure 3. The following research questions guided the review: How do different ML models perform across various geographies and with diverse input features? Which features are commonly used for estimating SM (SSM vs. root zone SM (RZSM), field scale vs. regional/global)? Which approach works better for SM estimation, using single or multiple RS data sources? How does vegetation cover impact model performance? How do models perform when applied to regions different from those where they were trained? What in situ measurement methods have been used globally to validate ML algorithms, and is there a preference pattern?
The search was performed in five databases (Web of Science, Google Scholar, Science Direct, IEEE Xplore, and Scopus). We used (“Soil Moisture” OR “Surface Soil Moisture” OR “Root Zone Soil Moisture”, AND (“Machine Learning” OR “Artificial Intelligence” OR “Deep Learning”) AND “Remote Sensing”) as search input. Irrelevant studies were removed using the exclusion criteria provided in Table 1. The remaining 144 publications were extracted and synthesized.

3. Results and Discussion

ML has been increasingly utilized for SM estimation through RS since 2010 using various approaches and algorithms (Figure 4). We collected 144 papers related to SM estimation based on ML and RS from 2010 to 2024. Over that period, publications with ML utilization increased with the most studies from Asia (68 studies, concentrated in China, Iran, and India), followed by North America (24 studies), Europe (21), Australia (5), Africa (3), and South America (1) (Supplementary Figure S1). Since 2019, there has been a growing emphasis on root zone SM (RZSM) estimation.

3.1. Suitability of ML Models in SM Estimation

Among the various ML models applied in SM estimation using RS data (Figure 5), random forest (RF) was the most frequently used model (67 studies, 47%), followed by support vector regression (SVR, 39 studies, 27%) and artificial neural networks (ANNs, 27 studies, 19%). Similarly, RF was most often reported as the best model (40 studies, 28%) followed by SVR (13 studies, 9%) and ANNs (12 studies, 8%). Other classical ML models (20 out of 55 studies), other neural networks (20 out of 36), and other neuro-fuzzy models (6 out of 10), all listed in the figure caption, were often reported as the best-performing models in the respective studies. In some studies, multiple models performed equally well, leading to ties. In such cases, all tied models were counted as best-performing models. Additionally, some studies relied on a single model from their preliminary analysis. The performance metrics of each model can be found in Supplementary Table S1. RF was the best-performing and most widely used model for SM estimation. Among neural network (NN) models, ANNs emerged as the most effective algorithm, achieving substantial recognition for their accuracy and reliability. Studies have used various performance metrics (R2: coefficient of determination, RMSE: root mean squared error, and MAE: mean squared error) to evaluate the ML models in SM estimation. This review synthesizes model performance metrics (e.g., R2, RMSE, MAE) as reported in the original studies without recalculating them under a unified framework. As such, differences in R2/RMSE calculation methods may introduce inconsistencies when comparing results across studies. This methodological heterogeneity should be considered when interpreting the reported model performance.
Classical ML models (RF, SVR, and XGBoost) are most effective when working with structured, tabular datasets derived from RS indices and ground-based measurements [57,58,59,60]. Their simplicity, interpretability, and robustness to noise make them well-suited for scenarios where the spatial and temporal complexity of the data is relatively low. ANNs, while also operating on tabular inputs, are better equipped to capture nonlinear interactions among diverse input features, such as those from combined climatic, soil, and vegetation data sources [61,62]. CNNs, on the other hand, are particularly advantageous for image-type datasets (such as multispectral or radar imagery) due to their ability to extract spatial features automatically through convolutional layers [63,64,65]. This makes CNNs well-suited for tasks where spatial patterns (e.g., texture, land cover variation) are important. LSTM networks outperform other models in time-series applications by capturing long-range temporal dependencies, making them ideal for predicting SM based on historical sequences of weather or vegetation indices [66,67,68].
Traditional single ML models often struggle to capture the complex variability of SM. One major limitation of single ML models is the bias-variance tradeoff. For example, linear regression-based models tend to have high bias, potentially oversimplifying the relationship between predictors and the target variable. In contrast, decision tree-based and NN models are often high-variance, making them prone to overfitting. To address these limitations, recent studies have explored hybrid models, which combine multiple ML models to take advantage of their respective strengths while mitigating their weaknesses.
Lv et al. [69] compared the performance of individual models, such as RF, SVR, and Backpropagation Neural Network (BPNN), against a hybrid approach that combined these models using ordinary least squares techniques. Their findings indicated that the combined models significantly outperformed the individual models in SM estimation. Similarly, Moosavi et al. [70] conducted a study in Iran and found that a hybrid model integrating convolutional neural network and long short-term memory (CNN-LSTM) yielded superior results compared to individual models. Numerous studies across various regions have consistently demonstrated that combining models substantially improves SM estimation accuracy [71,72,73,74,75,76]. Hence, future research should prioritize the implementation of hybrid models to enhance SM estimation accuracy rather than relying solely on individual models.

3.2. Satellite/UAV/Ground-Based Observation for SM Estimation

Out of 144 studies, the most widely used methods were Sentinel-1 (36 studies) followed by Moderate Resolution Imaging Spectroradiometer (MODIS; 35 studies), Sentinel-2 (27 studies), Soil Moisture Active Passive (SMAP; 26 studies), Landsat (20 studies), and Unmanned Aerial Vehicle (UAV; 19 studies) (Figure 6). The details of the spatial and temporal resolution of all RS products used in SM estimation can be found in Supplementary Table S2. These sensors differ considerably in spatial resolution, revisit frequency, and soil depth sensitivity, which directly affect their estimation accuracy and scale of application. Sentinel-1 uses C-band Synthetic Aperture Radar (SAR), allowing it to penetrate cloud cover and operate in all weather conditions [77]. SAR backscatter is highly sensitive to soil dielectric properties, which are directly influenced by SM content [78]. Backscattering coefficient with different polarization modes, incident angles, and Polarimetric Decompositions are commonly used features from SAR [79,80,81,82]. Although SMAP was launched in 2015, it has been widely used in SM estimation due to its ability to directly provide SSM using L-band microwave radiometry, which is less affected by atmospheric conditions and vegetation cover compared to optical and thermal sensors [54]. However, its coarse spatial resolution (~36 km) limits its application in fine-scale mapping, although its high revisit frequency (2–3 days) and surface sensing (~5 cm) make it valuable for large-area monitoring. Many studies have used SMAP-derived SSM for RZSM estimation using ML models and reported enhancement of SM prediction using SSM from SMAP [83,84,85]. Optical sensors, MODIS, Sentinel-2, and Landsat provide information on vegetation conditions, land-surface temperature, and evapotranspiration, making them suitable for SM estimation. MODIS offers daily observations but at coarser resolution (250–1000 m), while Sentinel-2 and Landsat provide finer resolution (10–30 m) but with longer revisit cycles (5 to 16 days). However, their inability to penetrate clouds or vegetation canopies make them less reliable for direct SM estimation, necessitating integration with microwave sensors or models for improved accuracy [40,47,48,49].
UAVs are widely used to estimate SM at field scale due to its high spatial and temporal resolution, flexibility, and real-time or near-real-time data collection for site-specific monitoring. Multispectral, thermal, and RGB cameras have been widely used to derive different spectral indices from UAVs to estimate SM [86,87,88,89]. However, UAVs are limited by short flight times, dependence on weather conditions, and challenges in processing large volumes of data for accurate SM estimation [90]. These differences in spatial resolution, revisit frequency, and soil depth sensitivity underline the importance of selecting appropriate RS products based on the spatial scale, crop cover, and temporal dynamics of the study area.

3.3. ML Model Performance on Single Source and Multi-Source Data

Relying on a single data source to estimate SM often introduces limitations, as factors such as vegetation cover, topography, soil properties, and meteorological conditions influence SM variability. Researchers increasingly integrate multi-source data, combining different RS variables with geophysical and meteorological data to improve ML model performance in SM estimation.
Cheng et al. [91] estimated SM in China using multispectral, thermal, and RGB datasets. They found that incorporating thermal and RGB data into multispectral datasets increased the coefficient of determination (R2) from 0.69 to 0.78. Adab et al. [92] estimated SM in Iran using Landsat reflectance values and ML models across diverse land-cover types. They concluded that SM is not solely a function of reflectance values but is also significantly influenced by land-cover characteristics. Eroglu et al. [93] used CYGNSS (Cyclone Global Navigation Satellite System) reflectivity to estimate SM in the USA and Australia, showing that reflectivity is influenced not only by SM but also by geophysical factors such as vegetation canopy, topography, and soil texture, indicating the need for multi-source data in SM estimation. Guo et al. [94] estimated SM in China by combining ultra-wideband radar echoes with multispectral vegetation indices, showing that incorporating multispectral RS data significantly enhanced the convolutional neural network (CNN) model’s performance, increasing R2 from 0.74 to 0.92. Zhang et al. [59] estimated SM using raw Landsat bands combined with multi-source data, including SSM from ERA5, precipitation, digital elevation model, and soil texture. Their findings showed that incorporating these additional datasets improved SM estimation, increasing R2 from 0.79 to 0.95. Zhu et al. [62] estimated SM across the Chinese Loess Plateau and found that incorporating soil physical and hydraulic properties alongside RS variables significantly improved ML model performance, increasing R2 from 0.10 to 0.62. Several studies conducted in different regions of the world have shown that incorporating multi-source data enhances the performance of ML models in SM estimation [95,96,97,98]. Hence, future studies could use the benefits of multi-source data to enhance SM prediction accuracy using ML models.

3.4. Important Features

The choice of input features in ML models plays a crucial role in determining the accuracy of SM estimation. Commonly used input features include backscattering coefficients, incidence angles, and brightness temperatures from microwave sensors; vegetation and thermal indices from optical sensors; climatic variables; soil properties; and topographic variables (Table 2 and Table 3). The selection of these variables largely depends on the scale of the study (global/regional or field scale) and the soil depth being considered (surface or root zone). We examined which input features are frequently used in SSM estimation, RZSM estimation, and across different scales (global/regional and field scale). Figure 7 illustrates the top 10 features used in SM estimation using ML models across different scales and soil depths.
Table 2. Surface Soil Moisture (SSM) estimation studies: detailed overview of study areas, machine learning techniques, data sources, and input features.
Table 2. Surface Soil Moisture (SSM) estimation studies: detailed overview of study areas, machine learning techniques, data sources, and input features.
AuthorStudy Area/ScaleML TechniqueSatellites/UAVInput FeaturesIn Situ SM Measured MethodIn Situ SM Depth (cm)Best ML Model
Ahmad et al. [99]USA, RegionalSVM, MLR, ANNTRMM, AVHRRIncident angle, σ°, NDVIElectrical resistance10SVM
Araya et al. [100]USA, RegionalANN, SVR, RVR, RF, BRTUAVPrecipitation *, red band *, ET *, TPI *, curvature, NIR, green band, flow accumulation, slope, aspect, directionTDR4BRT
Guan et al. [57]USA, Field RFUAVNDVI, NDRE *, GNDVI, CIG, VARI *, raw multispectral bands, crop type, drainage conditionGPR18RF
Khedri et al. [101]USA, RegionalSVRAIRSARCoherent and non-Coherent decomposition of PolSAR images---
Liang et al. [102]USA, RegionalGA-BPNNGNSS-IRRelative phase-SSM-
Nabi et al. [103]USA, GlobalCNNCYGNSS, SMAP, MODISAnalog power, effective scattering area, BRCS, incident angle, peak reflectivity, NDVI, VWC, slope, water percentage, elevation, clay, silt.-SSM-
Ren et al. [104]USA, RegionalLS-SVMGNSS-IRRelative phase of multi-satellite---
Senyurek et al. [105]USA, FieldRFUAVCarrier-to-noise density ratio (C/N0), elevation, azimuth angle, NDVI, VWCHOBO SM probeSSM-
Torres-Rua et al. [106]USA, FieldRVMLandsat 7Blue, green, red, NIR *, SWIR1, SWIR2, 7, Red/NIR *, NDVI, GNDVI, BNDVI, NBR, brightness, greenness, wetness, haze, NDWI, LAI *, α, ε, energy balance products from METRIC *Decagon GS3 sensorSSM-
Xu et al. [107]USA, RegionalGRNNSMAPSMAP brightness temperatures-10-
Akhavan et al. [79]Canada, FieldGRNN, NN, SVRSentinel-1VV, VH, entropy, alpha, GLCM-5GRNN
Dabboor et al. [108]Canada, RegionalANN, DT, SVM, GPR, Ensemble LearningRADARSATRadar backscattering coefficients (RH and RV), incident angleStevens HydraProbe5GPR
Jiaxin et al. [109]Canada. FieldERT, XGBoost, GPR, GRNNSentinel-1, Sentinel-2, Landsat 8, PLSA VV, VH, VH/VV, RIA, PRVI, DpRVI, H, α, A, blue, green, red, NIR, SWIR1 *, SWIR2 *, TAv, TAh, MPDI *, STT *, SOM *, SR-5GPR
Chen et al. [110]Canada, FieldSVM, RF, GBMRADARSAT-2, Sentinel-2VH, VV *, HH *, HV, Polarimetric parametersTheta-probe SM sensor5RF
Lee et al. [111]Canada, RegionalDNNSentinel-1, Sentinel-2VV, incidence angle *, elevation *, Sentinel-2 bands 2–8, band 8A, band 11, band 12, NDVI, EVI, SAVI, MSI, and NDWI, crop type *, month *. Stevens HydraProbe5-
Liu et al. [112]Canada, FieldRF, SVR, DNN, GRNNLandsat 8, Sentinel-2, Sentinel -1, Gaofen-1 RADARSAT-2SRWI *, NDVI, DVI, EVI *, MSAVI, CRI1, MRENDVI, MRERSR *, S2REP, TVI, IRECI, MTIC, MTCC, CIred edge, NDVIre3 *, MCARI, MCARI2, TCARI, SWIRI2 *, MSI, NDMI, NMCI, VV *, VH *, VV-VH *, VV/VH, incident angleProbe-based and the core-based5DNN
Zhang et al. [113]Canada, FieldQuantile regression forest UAV SARSERD, DERD, normalized, reference and actual backscattering, HH, VV, HV, coefficients, surface, double-bounce, volumeFDR6-
Filgueiras et al. [114]Brazil, FieldLR, RF, PLS, PCA, GBR, CubistMODISIrrigation depth, Kc, ETo, solar radiation, NDVI, simple ratioSoil water balance equationSSMRF
Cheng et al. [91]China, FieldPLSR, KNN, RF, BPNNUAVCC, MSR, NDVI, OSAVI, RV1, RV12, SAVI, SIPI, TVI, EVI, MCARI, NPCI, GI, GNDVI, SRPI, NPCI, NDVIgb, PSRI, VARI, CIVE, VA, NRCT, TVDI, VA, CO, EN, COR, ME, HO, DS, SM.TDR10, 20RF
Ge et al. [115]China, FieldRF, ELMUAVNDVI *, NDVI705 *, RVI, NDCI, GNDVI, OSAVI, NDRE, mNDVI705, VOG1, VOG3, VOG2, CARI, MTVI1, TVI, DVI, RDVI, SPVI, WI/NDVI, EVI, NVI, MSAVI *, WI, REP, PRI, MTVI2, TCARI2, TCARI/OSAVI, MCARI/OSAVI, TCARI1, MCARIOven drying10RF
Ge et al. [116]China, FieldXGBoostUAVDifference index (DI), ratio index (RI), normalized difference index (NDI)Gravimetric method10
Guo et al. [94]China, FieldSVM, GRNN, CNNRUAVNDVI, DVI, MSAVI, rectified average value (Av), kurtosis (Ku), root mean square (Rm), peak factor (C), pulse (I)TR-6D Soil Thermometer6CNNR
Guo et al. [117]China, FieldMLR, BPNN, SVMSentinel-1, Sentinel-2VV, VH, salinity index, NDVI, EVI, MSAVI, NDVIre, BI, intensity index, PDI, SMMIOven drying20SVM
Han et al. [118]China, RegionalCARTMODIS LST, ET, NDVI, precipitation, soil texture, elevation, Soil AWC, FC-10
Hou et al. [119]China, FieldRF, SVR, ANNSentinel-1VV, VH, incident angle, polarimetric parametersTDR7RF
Hu et al. [120]China, FieldLR, BPNN, GA-BPNNGNSS-RSignal to noise ratioHygrometer7.5GA-BPNN
Li and Yan [121]China, RegionalRF, XGBoost, LightGBM, CatBoost, DNN, CNN, GRU, StackingSentine-1, Sentinel-2VV, VH, NDVI, GNDVI, MNDWI, NBRI, RVI, SATVI, SAVI, B2, B3, B4, B8, B11, B12, elevation *, latitude *, longitude *, month_cos, month_sinDecagon 5TM5Stacking
Li et al. [76]China, RegionalRF, GBR, RF-GBRSentinel-2Band 1–8Oven drying20–30RF-GBR
Li et al. [122]China, RegionalDeep Forest, RF, GRNN, GBRT, SVM, KNNSentinel-1, Sentinel-2 VV *, VH, NDVI *, NDWI, clay *, sand, BD, land cover, fractional cover, longitude *, elevation *Decagon 5TM ECH2O5Deep Forest
Zhang et al. [123]China, RegionalBPNN, XGBoost, LSR, RFMODIS, SMAP, ERA-Interim, ERA5-LandNDVI, LST *, Land cover, reflectance, albedo, latitude, longitude, SMAP_TBH *, SMAP_TBV *, ERA_SR *, ERA_Eva, ERA_Runoff, ERA_TP, elevation, T_Clay, T_Sand, T_Silt, SOC, DOY-SSMBPNN
Liu et al. [124]China, RegionalRF, Extra Tree, LRGF-1, Landsat 8, GF-4COSRI *, DVI, EVI, GDVI, GLI, FNDVI, GOSAVI, GRVI, GSAVI, IPVI, MSAVI2, NDVI, NNIR, NR, OSAVI, RI, RVI, TVI, VARI, WDRIDecagon 5TM SM sensor3, 10, 20Extra Tree
Zhang et al. [125]China, FieldCopula Quantile RegressionRADARSAT-2HH, VV, HV, VH, entropy, alpha, anisotropy, adaptive non-negative eigenvalue decomposition (odd, Dbl, Vol)SPADE and Hydra Probe4-
Lv et al. [69]China, RegionalRF, SVM, BPNN, StackingLandsat-9NDVI, RVI, DVI, SAVI, EVI, GVI, SI-T, S1, S2, S3, NDSI, bright, green, wet, albedo, NDWI, NDBI, elevationOven drying10Stacking
Wang et al. [126]China, RegionalPR, Ridge regression, LASSO, Elastic net, RFFengyun-3C,
MODIS
FY-3C SM *, NDVI *, months, latitude *, longitude, elevation, clay, sand, silt-10 RF
Mu et al. [127]China, RegionalLR, BPNNGF-2, GF-3, GF-5 Bands normalization of GF-2, GF-3, and GF-5Oven drying10 BPNN
Wang et al. [71]China, RegionalCART, RF, GBDT, ERT, StackingLandsat, Sentinel -1 VV *, VH, NDVI, EVI, SAVI, RVI, IPVI, LST, albedo, elevation, slope, SLIA, TVDI *, VSDI, VSWI, NIR, SWIR1, SWIR2, surface temperature *Oven drying10Stacking
Qiao et al. [128]China, FieldRBF, Multivariate RBFGround penetration radar GPR signals-SSM
Wang et al. [64]China, FieldRF, GRNN, CNN, SSA-CNNSentinel-1, Sentinel-2Incident angle, VH, VV, scattering entropy, inverse entropy, α, eigenvalues (λ1 *, λ2), Zs), NDVI *, NDWI, MSI *, FVI *TDR3.8SSA-CNN
Taghavi-Bayat et al. [129]China, RegionalDRFSentinel-1S-1:TFGVV *, TFGVH, LIA, SAR-VI: PRVI, DpRVI *, SAR-VI: DPSVI, mDPSVI *, RVI *, elevation, slope, TRI, TI, flow direction, curvature, SM, soil temperature, diurnal temperature range, minimum temperature, maximum temperature, daily rainfall events, days of year *-5-
Tao et al. [72]China, RegionalCatBoost, RF, GBDT, StackingMODISVCI, NDWI, NDVI, EVI, TCI *, CWSI *, VSWI, elevation *- SSMStacking
Jiang et al. [130]China, RegionalRBFNN, LSTM, RNN, PCA-LSTM-RH, Ta, soil temperature, U, wind direction, rainfall, light intensity-SSMPCA-LSTM
Xiaoxia et al. [131]China, RegionalBPNNFengyun-3B, MODISLST, NDVI, albedo, NDVI, elevation-SSM-
Xiang-yu et al. [132]China, FieldGBR, RF, XGBoostUAVDI, NDI, RI, PI-10XGBoost
Xu et al. [133]China, RegionalGABP, SVR, RFSentinel-1, Sentinel-2, TerraSARIncident angle, VV, VH, HH, NDVI, NDWITDRSSMRF
Jiang et al. [134]China, RegionalPCR, PLSR, BPNNASD Field Spec FR spectrometerEVI, TVI, DSI, NDMI, SARVI-20BPNN
Yang et al. [135]China, RegionalDBNSentinel-1, Landsat 8VV, VH, incident angle, EVI, OSAVI, elevation, slope, aspect-10-
Yang et al. [136]China, RegionalRF, ERT, XGBoost, LightGBMMODIS, SMAP, TRIMSNDVI, NDWI, DDI, SM, LST-10LightGBM
Zhang et al. [75]China, RegionalDI-Conv GRU, LSTM, Interp-ConvGRU, DI-LSTMSMAPSM from SMAP, precipitation, Ta, Rs, RH, U, sand, silt, clay content, BD, land cover, elevation-5DI_Conv GRU
Zhang et al. [137]China, RegionalRF, SVM, GA-BPSentinel-1, Sentinel-2NDVI *, NDWI, RVI, MSI, WBI, FVI, Zs, average scattering angle *, θ *, cos(θ) *, sin(θ) *, VV, VH, inverse entropy, scattering entropyTDRSSMRF
Zhang et al. [138]China, FieldPLSR, KNN, RFUAVSAVI, NDVI, TCARI, VARI, OSAVI, SIPI, MCSARI, NDVIgb, PSRI, CIVE, MCARI/OSAVI, TCARI/OSAVI, NRCT, TVDI, GLCM featuresOven drying10, 20RF
Zhang et al. [139]China, RegionalDFNNVIIRS-RDRSixteen moderate resolution bands (M1–M16)Gravimetric method10
Zhan et al. [140]China, RegionalMLR, AdaBoost, RF, GBM Sentinel-2MTCI, MNDVI, PSRI, RENDVI, S2REP, IRECI, OSAVI, SAVI red, MSR, soil texturesOven drying10GBM
Chaudhary et al. [141]India, FieldSVM, RF, MLP, RBF, WM, SBC, ANFIS, HyFIS, DENFISSentinel-1VH, VVSteven’s HydraGoSSMSBC
Das et al. [142]India, FieldCubist, GBM, RF, StackingLandsat, Sentinel -1shadowMin, shadowMax, NDVI, TVI, TTVI, SR, EVI2, CTVI, GEMI, RVI, MSAVI2, SAVI, NRVI, SLAVI, MSAVI, WDVI, DVI, B5_sre, Sigma0_VH, NDWI2, B6_sre, B4_sre, B2_sre, B3_sre, GNDVI, NDWI, SATVI, B7_sre *, NBRI *, LST *, MNDWI *, Sigma0_VV *ML3 ThetaProbe5 Stacking
Datta et al. [143]India, RegionalLR, MLR, RF, KNN, SVMSentinel-1, Sentinel-2VV *, VHOven drying5RF
Khose and Mailapalli [144]India, FieldLR, KNN, RF, DT, SVRUAVNDVI, NDWI, TNDVI, Simple Ratio or Ratio Vegetation Index (RVI), SAVI, PDI.Gravimetric method1, 5LR, SVR
Nijaguna et al. [73]India, RegionalDMN-Bi-GRUSentinel-1, Sentinel-2NDVI, GLAI, GNDVI, WDRVI-SSMDMN-Bi-GRU
Pal and Maity [145]India, RegionalRF, SVN, GPRadar Imaging Satellite 1 (RISAT1)HH *, HV, VH, VV, sand, silt, clayGravimetric method5GP
Singh and Gaurav [61]India, RegionalANN, GRNN, RBN, ERBN, GPR, SVR, RF, Boosting, RNN, RNNBDT, AutoMLSentinel-, Sentinel-2VV, VH, VH/VV, VH-VV, angle, NDVI, elevation, longitude, latitudeML3 theta probe5ANN
Singh et al. [66]India, RegionalLR, SVR, DT, RF, LSTMSMAPSSM, LST, soil texture, land cover, wind direction, U, surface pressure, dew point, Ta, precipitation-5LSTM
Lee et al. [96]South Korea, RegionalDNNMODISOLR, Isolation accumulated precipitation (12 h, 24 h), NDVI, Ta, RH, Land cover, elevation, slopeSM probes10-
Lee et al. [146]South Korea, RegionalRF, AutoMLIMERG, GK2A, VIIRS, LDAPS, SRTM10- and 20-day cumulative standardized precipitation indexes (SPI10 * and SPI20 *), NDVI, DSR, Ta, LST, soil temperature, RH, LE, slope *, elevation *, TRI, aspect.TDR10 AutoML
Adab et al. [92]Iran, RegionalRF, SVM, ANN, ENLandsat 7, 8LST *, blue *, green, red, NIR *, SWIR1, SWIR2Capacitance Probe10 RF
Asadollah et al. [74]Iran, RegionalGBM, SVR, GBM-SVRGLDAS, AMSR2, SMAP AMSR2-C1, AMSR2-C2, ASMR2-X, SMAPL3,
SMAPL4, GLDAS *
TDR6GBM-SVR
Bandak et al. [147]Iran, RegionalRF, SVR, XGBoost, Extra treeSentinel-2, Landsat 8Salinity index -S1, Salinity index -S2, Salinity index -S3, Salinity index -S4, Salinity index -S5, NDSI *, NDVI, SAVI, VSSI, NDWI *, Extended EVI, MNDWI *Oven drying10Extra tree
Fathololoumi et al. [148]Iran, RegionalRF, CubistLandsat 8Elevation, aspect-sin, aspect-cos, catchment area, convergence index, maximum difference of mean elevation, general curvature, hill shade, MSP, MRRTF, LS, total curvature, albedo *, emissivity *, LST *, IncidencePortable SM meterSSMRF, Cubist
Hemmati and Sahebi [63]Iran, RegionalRF, SVR, MLP, CNNSentinel-1, Sentinel-2VV, VH, incident angle, NDVIThetaprobe sensor5CNN
Karamvand et al. [149]Iran, RegionalELMSMAP, MODISPrecipitation, NDVI, LST-5-
Moosavi et al. [150]Iran, RegionalPSO-ANFIS, PSO-SVRMODIS, Landsat 8Evaporative fraction, TVDI, VTCI, STVDI, TVX-SSMPSO-SVR
Moosavi et al. [151]Iran, RegionalPSO-CMAC, PSO-GMDHSentinel-2NDVI, NDWI, all bands from Sentinel-2, slope, aspect, elevationTDR5PSO-CMAC
Moosavi et al. [70]Iran, RegionalLSTM, CNN, CNN-LSTMSentinel-2NDVI, NDWI, NDMI, BSI, elevation, slope, aspect, TWI, land use, soil propertiesTDR8CNN-LSTM
Nouraki et al. [152]Iran, RegionalMLR, CART, M5P, GBM, RFLandsatBlue, green, red, NIR, SWIR1, SWIR2, LST, NDVI, NSMI, NTR, SWI, sand, silt, clay, BD-10RF, GBM
Tahmouresi et al. [153]Iran, RegionalRF, GBM, XGBoostSMAP, AMSR2, MODISElevation, slope, sand, silt, LST, SSM, NDVI, precipitationTDR5XGBoost, GBM
Shokati et al. [154]Iran, FieldM5 tree, RF, SMOreg, MLPUAVDI, RI, NDI, PIGravimetric method5RF
Pasolli et al. [58]Switzerland, FieldSVR, MLPRadiometer–scatterometerVV, VH, emissivity polarizations, incident angleOven dryingSSMSVR
Kseneman et al. [155]Slovenia, RegionalFFBP Neural NetworkTerraSAR-XBackscatter coefficientsTRIME-PICO645-
Pongrac and Gleich [156]Slovenia, RegionalCNNALOS-2--SSM-
Jia et al. [157]Italy, RegionalRF, SVMGNSSRReflectivity, elevation angle-SSMRF
Notarnicola et al. [158]Italy, RegionalSVRASAR WS sensor, MODIS, GEOtopVV, VH, slope, elevation, aspect, land cover, soil type-SSM-
Pasolli et al. [159]Italy, RegionalSVRRADARSAT-2, Envisat ASAR, MODISHH, HV, HV/VV, altitude *, incident angle, NDVI *, land useTDR5SVR
Santi et al. [160]Italy, RegionalANNSentinel-1, SMAPBrightness temperature, acquisition geometry, land use, NDVI-SSM-
Portal et al. [161]Spain, RegionalANNSentinel-2, MODIS, ERA5, ESA CCIPrecipitation, reflectance, LST, elevation, slope, SM, land cover, NDVI, NDRE, EVI, GNDVI, SAVI, NDMI, MSI, NBRI, BSI, NDWI-10-
Chen et al. [162]Spain, Field1D-CNNSpectrophotometerSpectral measurement from different soil samplesOven dryingSSM-
Abebrese et al. [163]Czech Republic, FieldXGBoostSentinel-2NDVI, NDRI, NDWI, DVI, RVI, MSI, elevationEC-5 Sensor5–10-
Lendzioch et al. [164]Czech Republic, FieldRFUAVRGI, VVI, VDVI, VARI, TGI, SI, SHP, SCI, SAT, NGRDI, NDTI, NDI, HI, GRVI, GLI, GLAI, ExG, ERGBVE, CI, BI, RI, HUE, NDVI, Slope, ProfCurv, PlnCurv, WEI, TRI (1, 4), VRM (1, 4), TPI, TWI, Temperature, GWL, SM.Oven dryingSSM-
Hajdu et al. [80]New Zealand, RegionalRFSentinel-1Backscatter, incident angle, NDVI, slope, aspect, roughness index, wetness indexCapacitance-based,
AquaCheck sub-surface probes
10-
Holtgrave et al. [165]Germany, RegionalSVRSentinel-1, LandsatVV, VH *, incident angle, NDVI *, height *, slope, and aspectFDRSSM-
Morellos et al. [166]Germany, FieldLS-SVM, CubistSpectrophotometerVIS-NIR reflectionOven drying20LS-SVM
Schröter et al. [167]Germany, RegionalFuzzy c-means sampling and estimation approach (FCM SEA)LIDARElevation-10-
Schröter et al. [168]Germany, FieldFuzzy c-means sampling and estimation approach (FCM SEA)RapidEye sensorreNDVI, elevation, LAITDR10-
Özerdem et al. [169]Turkey, RegionalGRNNRADARSAT-2VV, VH, HV, HH, entropy, anisotropy, alpha angle, volume scattering, odd bounce, double bounceGravimetric method3–5-
Şekertekin, Marangoz [170]Turkey, RegionalMLRSentinel-1VV, VH, incident angleOven dryingSSM
Usta [98]Turkey, RegionalANNLandsat 8EVI, SAVI, NDMI, MNDVI, MSI, SMI, TIRS 1, TIRS2, slope *, TWI *, ALT, TPI *, TRASP, EAST *, NORTH, SITE, CTI-0–10, 10–20-
Huang et al. [171]Austria, RegionalDeep belief network Landsat, MODIS, SMAP, ERA-5LST, NDVI, albedo, precipitation, SMAP SM, ERA-5 SM-5-
Ayehu et al. [172]Ethiopia, RegionalSCA, SVMSentinel-1, MODSI, SRTMVV, VH, NDVI, elevation-SSMSCA
Ayehu et al. [173]Ethiopia, FieldLR, ANNSentinel-1,
Landsat 7 and 8
VV, surface heights (hrms), surface correlation length (leff)FDR5ANN
Attarzadeh et al. [174]Kenya, RegionalSVRSentinel-, Sentinel-2VV, GLCM Contrast, GLCM Correlation, GLCM Dissimilarity, GLCM Entropy, GLCM Homogeneity, GLCM Mean, GLCM Standard Dev, GLCM Angular, SAVI, NDVI, TSAVI, MSAVI, MSAVI2, DVI *, RVI, PVI, IPVI, WDVI, TNDVI, GNDVI *, GEMI *, ARVI, NDI45, MTCI, MCARI, REIP, S2REP, IRECI, PSSRa, LAI, FCOVER *, NDWI, NDWI2, BI, BI2, RI, CITDR5-
Dutta and Terhorst [175]Australia, RegionalS-ANFIS, MLP, PNN, RBFNCosmOz Cosmic Ray SensorNeutron counts from cosmic ray probe, rainfall, Ta, RH-0–5, 10–15, 25–30S-ANFIS
Celik et al. [67]GlobalLSTMSentinel-1, Sentinel-, SMAPVV, VH, SSM, soil textures *, elevation, slope, aspect, hill shade, Ta, ET, precipitation *-10-
Nativel et al. [82]GlobalANNSentinel-1, Sentinel-2VV *, VH *, the classical change detection SSM index ISSM, incidence angle *, NDVI *, VH/VV ratio *-10-
Jia et al. [176]GlobalXGBoost, ANN, SVM, RFCYGNSS,
SMAP
Reflectivity from CYGNSS, vegetation opacity, and roughness coefficients from SMAP-SSMXGBoost
Rodríguez-Fernández et al. [177]GlobalNeural NetworkSMOS RH, Ta, ASCAT SM, LST, snow cover, snow temperature, brightness temperature-5
Senyurek et al. [178]GlobalRFCYGNSS,
MODIS
Reflective power, incident angle, trailing edge slope, NDVI, vegetation water content, elevation, slope, soil properties-SSM-
Zhang et al. [59]GlobalRF, XGBoostSMAP, ERA5, Landsat Landsat 8 (5 VNIR bands, 2 SWIR bands, 2 TIR bands, solar elevation, angle), elevation *, slope, aspect *, sand *, silt, clay *, precipitation, surface skin temperature, ERA-5 SM *-SSMXGBoost
Hamidisepehr et al. [179]Global20 different ML models available in MATLABSpectrometers1024 wavelengths into 20 components using Partial Least Square regression.-0.64, 1.92, 3.20, 4.48, 5.76 Cubic SVM
Jia et al. [180]GlobalRFGNSS-RSignal-to-noise ratio, elevation angle-SSMRF
Lei et al. [60]GlobalRFCYGNSS,
MODIS
CYGNSS reflectivity, trailing edge slope, specular point incidence angle, NDVI, vegetation water content, elevation, clay, silt-SSMRF
Lei et al. [181]GlobalRFCYGNSS, SMAPReflectivity, TES, incidence angle, elevation, NDVI, VWC, silt, clay-10
Nabi et al. [182]GlobalCNNCYGNSS, SMAP,
MODIS
Analog power, effective scattering area, BRCS VWC, NDVI, elevation, slope, water percentage, clay, silt-10
Roberts et al. [183]GlobalCNNCYGNSS, SMAPDDM, VWC, elevation, surface water occurrence-SSM-
Wang et al. [184]GlobalANNFengyun, SMAPBrightness temperature, microwave vegetation index-5-
Zhang et al. [185]GlobalRFMODISLST *, LST difference, NDVI, EVI, API *, clay, sand, silt, latitude *, longitude *-SSM
Zhu et al. [186]GlobalTransfer LearningSMAP, Sentinel-1, MODISVV, VH, incident angles, sand, clay, BD, elevation, slope, aspect, NDVI, Ta, precipitation, day of year-5-
Li et al. [187]China and USADeep and parallel modelSentine-1, Sentinel-2VV, VV+VH, incident angle, NDVI, elevation, land covers, soil properties-SSM-
Fang et al. [188]United States and MexicoFully CNN (FCNN)MODIS, SMAPNDVI, LST, SSM-10
Hegazi et al. [81]Australia and AustriaCNNSentinel-1Sigma0_VH and Sigma0_VV or Gamma0_VH and Gamma0_VV or Beta0_VH and Beta0_VVCampbell Scientific water content reflectometers20-
Hegazi et al. [65]Australia and AustriaCNNSentinel-2B1-B12 bands (B1—Coastal aerosol, B2—Blue, B3—Green, B4—Red, B5—Vegetation red edge *, B6—Vegetation red edge, B7—Vegetation red edge, B8—NIR, B8A—Narrow NIR, B9—Water vapor, B10—SWIR—Cirrus, B11—SWIR *, B12—SWIR)Campbell Scientific water content reflectometers and TDR30-
Eroglu et al. [93]USA and AustraliaANNCYGNSSSurface reflectivity, TES, and SP incidence angle, NDVI, VWC, elevation, slope, h-parameters.-SSM-
Tsagkatakis et al. [189]USA and SwitzerlandCNN SMAPSSM-SSM-
In the input feature column, asterisk (*) indicates the most important features for surface soil moisture estimation. All the abbreviations can be found in the Supplementary Table S3.
Figure 7. Top 10 input features used in machine learning-based soil moisture estimation. This is derived from Table 2 and Table 3. (a) Surface soil moisture, (b) root zone soil moisture, (c) field-scale studies, and (d) global/regional-scale studies. We defined the field scale as studies focused on specific locations or individual fields, the regional scale as studies covering particular countries, states, or regions, and the global scale as studies examining multiple countries or worldwide.
Figure 7. Top 10 input features used in machine learning-based soil moisture estimation. This is derived from Table 2 and Table 3. (a) Surface soil moisture, (b) root zone soil moisture, (c) field-scale studies, and (d) global/regional-scale studies. We defined the field scale as studies focused on specific locations or individual fields, the regional scale as studies covering particular countries, states, or regions, and the global scale as studies examining multiple countries or worldwide.
Remotesensing 17 02397 g007

3.4.1. SSM and RZSM Prediction

The 144 papers reviewed focused on either SSM estimation (119 studies, Table 2) or RZSM estimation (25 studies, Table 3). SSM studies most frequently used the normalized difference vegetation index (NDVI) feature (60 studies), followed by elevation (40 studies) and backscattering coefficients (VV in 32 studies, VH in 27 studies) (Figure 7a). Notably, soil properties did not rank among the top 10 features. RZSM studies most frequently used SSM and NDVI (13 studies each), followed by precipitation, land surface temperature (LST), enhanced vegetation index (EVI), and soil properties (sand, silt, and bulk density) (Figure 7b).
Few studies have systematically analyzed feature importance to identify the most sensitive variables within a given set of input features. We report the most influential features by marking them with an asterisk (*) at the end of features in the input features column of Table 2 and Table 3. For SSM, vegetation indices and backscattering coefficients were found to be the most significant predictors. Chen et al. [110] estimated SSM using RADARSAT-2 in agricultural fields (corn, soybean, and winter wheat) in Canada and observed that backscattering coefficients (VV and VH) played a critical role. Backscattering coefficients establish a direct relationship between radar signals and SM content. As SM increases, the dielectric constant rises, enhancing signal reflection and backscatter intensity. Conversely, dry soil lowers the dielectric constant, reducing backscatter. This sensitivity makes backscattering coefficients reliable indicators of SM variability [190]. Similarly, Holtgrave et al. [165] assessed SSM in vegetated floodplains in Germany using Sentinel-1 and Landsat data, identifying backscattering coefficients and NDVI as the most important features in ML models. Other studies conducted across various regions have also reported that vegetation indices, backscattering coefficients, and topographical features are key predictors for SSM estimation [112,145,159].
In contrast, for RZSM, soil properties and SSM play a more significant role than backscattering coefficients and vegetation indices. Karthikeyan and Mishra [95] estimated multi-layer SM (up to 100 cm) across CONUS and found that soil properties were crucial for predicting deeper-layer SM. Ma et al. [97] estimated RZSM (up to 80 cm) and identified soil properties (sand and clay content), topographical variables (slope and aspect), and LST as key influencing factors. Similarly, Babaeian et al. [86] estimated RZSM in wheat fields in Arizona, USA, and reported that SSM and soil properties were the primary determinants. Studies conducted in various regions have consistently indicated that SSM, soil properties, and topographical features are more influential than vegetation indices and backscattering coefficients in RZSM estimation [83,191,192]. Satellite-based features, such as vegetation indices and backscattering coefficients especially from X and C-bands SAR, could not provide information on deeper SM due to their inability to penetrate to a deeper profile [34,40,193]. SSM serves as an essential proxy for deeper SM content due to its strong hydrological connectivity with subsurface layers [194,195], while soil physical and hydraulic properties control water retention, infiltration, and redistribution processes, significantly influencing SM availability in the root zone [86,97,196].
Table 3. Root Zone Surface Soil Moisture (RZSM) estimation studies: detailed overview of study areas, machine learning techniques, data sources, and input features.
Table 3. Root Zone Surface Soil Moisture (RZSM) estimation studies: detailed overview of study areas, machine learning techniques, data sources, and input features.
AuthorStudy Area/ScaleML TechniqueSatellites/UAVInput FeaturesIn Situ SM Measured MethodIn Situ SM Depth (cm)Best ML Model
Babaeian et al. [86]USA, FieldAutoML (NN, GBM, GLM, DRF)UAVNTR, NDVI, texture, BD, OC, θfc, θpwp, Ksat, ϕ, SSMTDR2, 10, 50NN
Karthikeyan and Mishra [95]USA, RegionalXGBoostMODIS, SMAPSM and SSM from SMAP, sand, silt, clay, BD, NDVI, EVI, LST, precipitation, elevation-5, 10, 20, 50, 100-
Kisekka et al. [196]USA, FieldRFLandsat 7 and 8NDVI *, elevation *, BD *, soil temperature *, Rs, RH, ET, U, precipitation, evaporation fraction *TDR30, 60, 90-
Peng et al. [86]USA, RegionalQuantile RFSentinel-1, SMAP, Landsat-8, MODISVV, VH, near infrared, thermal bands, LST, SSM, elevation, land cover, terrain attributesTEROS 12, Meter Group50, 100-
Sahaar and Niemann [83]USA, RegionalANN, RF, XGBoost, CatBoost, LightGBMSMAP, GPM, ECOSTRESS, MODISSSM, RZSM, PSM, NCLD, NDVI, EVI, LAI, fPAR, sand, silt, clay *, OM, BD, EC, pH, precipitation, LST, ET, AI *, elevation *, slope, aspect, hill shade, TPI-5, 10, 20, 50, 100XGBoost
Xia et al. [197]USA, RegionalQuantile RFNLDAS, MODIS, PRISM, SRTMNLDAS based SM *, LST, NDWI, EVI, GPP, BD *, SOC *, precipitation, Ta, VPD, elevation, slope *, aspect *, vertical, horizontal, and mean curvatures, TWI, surface roughness, land cover, tree cover percentage-5, 10, 20, 50, 100-
Zeng et al. [191]USA, RegionalRFSMOS, MODIS, TRMMSMOS SM *, vertically polarized brightness, horizontally polarized brightness *, ET, PET, NR, NDVI, LST, LST gap, TVDI, precipitation, soil properties, elevation, slope-5, 25, 60-
A et al. [85]China, RegionalConvLSTMMODIS, GLDASPrecipitation, Ta, BD, SSM, ETa, NDVI, LAI, SSM *Gravimetric Method5, 10, 20, 40, 60, 80-
A et al. [198]China, RegionalRFMODIS, ASTERLAI, PET, LST-3, 5, 10, 20, 50
Luo et al. [199]China, FieldRLR, RLSSVM, RELMGF-1soil brightness index *, four salinity indices (SI, SI1, SI2, SI3) *, EVI, ARVI, SAVI2 *, TSAVI, PDIOven drying20, 40, 60RELM
Ma et al. [97]China, RegionalRFMODISNDVI, ET, albedo, LST *, sand *, silt *, clay, elevation, slope *, aspect *, precipitation, SMC-5–80-
Zeng et al. [192]China, regionalRF, LightGBM, XGBoostERA5, ESA-CCI, CSSPv2, GLDASv2.1Elevation *, latitude *, longitude *, clay, sand, OM, Ta, specific humidity, U, surface pressure, precipitation, solar radiation, SM of ERA5, GLDASv2.1, ESA-CCIFDR0–100-
Zhu et al. [87]China, FieldRF, SVM, ELMUAVNDVI, NDRE, SCCI, RVI, NDCI, GNDVI, OSAVI1, OSAVI2, VOG1, CARI, CARI717, CARI740, MTVI1, TVI, DVI, RDVI, SPVI, EVI1, EVI2, EVI3, MSAVI1, MSAVI2, REP1, PRI, MTVI2, TCARI1, TCARI2, TCARI1, OSAVI1, OSAVI2, MCARI, TCARI, MCARI, MSAVI1, OSAVI1, OSAVI2, MCARI, TCARI1, SAVI, VARI, GLI, IPVI, NNIR, GCI, RECI, WDRVI.FDR-TRIME10, 20, 30, 40, 60RF
Li et al. [200]China, RegionalRFERA5-Land, MODIS Precipitation, Ta, evaporation *, LAI, ERA5-Land SM *, rock fragment, porosity, sand, silt, clay *, land cover type, elevation *-0–100
Tang et al. [201]China, RegionalRF, SVM, BPNN, ELMASD Field-Spec 3 portable field hyper
spectral spectrometer
Spectral reflectanceOven drying0–20, 20–40, 40–60RF
Yin et al. [88]China, FieldPLSR, SVR, RF, DNNUAVRaw bands, GRVI, NDVI, GNDVI, NDRE, SIPI, SAVI, OSAVI, MSR, MCARI, TCARI, EVI, NDREI, CH, VF, CWSI, TVDI, NCRT, GLCMOven drying30 DNN
Zhu et al. [202]China, FieldRF, GBR, XGBoost, LightGBM, CataBoostUAVSAVI, SMMI, MSAVI, MSMMI, EVI, MTVIFDR-TRIME0–10, 10–20, 20–30, 30–40, 40–50, 50–60 XGBoost
Zhu et al. [89]China, FieldRF, GBR, XGBoost, LightGBM, CatBoostUAVNDVI, EVI, CWSI, TDVI, TDDIFDR-TRIME0–10, 10–20, 20–30, 30–40, 40–50, 50–60CatBoost
Zhu et al. [62]China, RegionalMLR, RF, ANNMODISSWC, Ts *, albedo *, ET *, NDVI *, clay, sand, SOC, BD, hydraulic conductivity, slopeneutron-probe0–5 mANN
Manninen et al. [203]Finland, RegionalGBMSentinel-1VV, VH, altitude, aspect, local slope angle, incident angle, cos(θ), LAI, time difference between the SM measurement and SAR image acquisition, azimuth difference of radar looking direction and terrain slopeWET-2 and PR2 Profile ProbeSSM, 10, 20, 30, 40 cm-
Joshi et al. [204]Australia, RegionalLightGBMMODIS Ta, Rs, RH, rainfall, latitude, longitude, MODIS bands, LST, soil properties-1–6 m-
Efremova et al. [205]Australia, RegionalRF, LR, MLP, SVM, Ridge Regression, Kernel Ridge RegressionSentinel-1, Sentinel-2Sentinel-1 and Sentinel-2 imagesEmbedded SM sensors10–120RF
Fuentes et al. [206]Australia, RegionalMLPSentinel-1, MODIS, SMAPVV, relative SSM, LST, NDVI, land cover, clay, SOC, AWCTDR0–30, 30 to 60
Madhukumar et al. [68]Australia, RegionalLSTM, Hybrid-GRU, Multi-head TNN, Hybrid TNNSMAP, MODISSSM, soil moisture indices, weather variables-80-
Souissi et al. [207]GlobalANNMODISNDVI *, SST, SWI *, SSM-30, 55-
In the input feature column, asterisk (*) indicates the most important features for root zone soil moisture estimation. OM: Organic Matter, BD: Bulk Density, AWC: Available Water Capacity, Ksat: Saturated Hydraulic Conductivity, SOC: Soil Organic Carbon, SMC: Soil Moisture Content, EC: Electrical Conductivity, NDVI: Normalized Difference Vegetation Index, EVI: Enhanced Vegetation Index, LAI: Leaf Area Index, ETa: Actual Evapotranspiration, PET: Potential Evapotranspiration, Rs: Solar Radiation, RH: Relative Humidity, T: Temperature, U: Wind Speed, VPD: Vapor Pressure Deficit, LST: Land Surface Temperature, TWI: Topographic Wetness Index, TPI: Topographic Position Index, SSM: Surface Soil Moisture. All the abbreviations can be found in the Supplementary Table S3.

3.4.2. Input Features for Field Scale vs. Regional/Global Scale

Choice of input features varied depending on the scale of study, which we classified as either field scale (studies focused on specific locations or individual fields; 39 studies), or regional/global scale (studies covering particular countries, states, regions, or multiple countries; 105 studies) (Table 2 and Table 3). Figure 7c presents the top 10 features most frequently used in SM estimation at the field scale. NDVI was the most commonly used feature (21 studies), followed by VV (11 studies), VH (8 studies), and EVI (8 studies). At the field scale, vegetation indices and backscattering coefficients were widely used. In contrast, for global/regional studies, topographical and soil properties were more commonly used alongside vegetation indices and backscattering coefficients (Figure 7d). For global/regional studies, NDVI was the most common feature (55 studies), followed by elevation (46 studies), and slope (28 studies).

3.5. Impact of Vegetation Cover on Microwave-Based Soil Moisture Estimation

Microwave remote sensing, particularly in the active (e.g., SAR) and passive (e.g., radiometers) domains, has been widely used to estimate SM due to its direct sensitivity to the dielectric properties of soil, which are strongly influenced by moisture content [208]. Microwave sensors are highly sensitive to surface roughness, vegetation cover, and topographic variations, which affect backscatter and emissivity. In flat and sparsely vegetated areas, microwave signals can penetrate the soil surface and provide accurate estimates of SSM [209]. However, in hilly or mountainous terrain, topographic effects lead to distortions such as foreshortening, layover, and shadowing in SAR data, degrading the accuracy of SM retrievals [210]. Vegetation cover reduces the performance of ML models in SAR-based SM estimation by attenuating and scattering SAR signals, making it difficult to isolate the SM contribution [211]. Dense vegetation increases volume scattering, leading to higher backscatter values that do not directly correlate with SM. Several studies have shown the impact of vegetation cover on model performance.
Ahmad et al. [99] estimated SM in the lower Colorado River Basin, USA, where the site ranged from low to dense vegetation cover. Their study used backscatter and incidence angle, along with NDVI. The results showed that an increase in vegetation density adversely affects the performance of ML models in SM estimation. The RMSE increased by approximately 75% when moving from low vegetation to dense vegetation conditions. Celik et al. [67] estimated SM across 103 sites across the globe with diverse land covers, including croplands, grasslands, shrublands, forests, and mosaic landscapes (a mixture of trees, shrubs, herbaceous vegetation, and croplands). Their study utilized data from Sentinel-1, Sentinel-2, SMAP, as well as topographical and climatic variables. The results showed that ML models performed the worst under mosaic land cover (MAE of 0.05 cm3/cm3), while the best performance was observed in shrublands (0.02 cm3/cm3). The MAE in mosaic land is nearly 150% higher than MAE in shrublands. The shrubland class is sparsely vegetated, allowing SAR signals to effectively interact with the land surface. In contrast, forests and mosaic land covers posed challenges, as SAR signals struggle to penetrate dense vegetation and become scattered, making SM estimation in these areas more difficult. Similarly, Özerdem et al. [169] used RADARSAT-2 features and ML models to estimate SM across various land cover types in Turkey. The study found that the models performed well in sparsely vegetated areas (R2 of 0.80), but their performance declined in densely vegetated areas (R2 of 0.74). This decrease in performance was attributed to the scattering effect of the SAR signal caused by dense vegetation, which reduces the correlation between backscattering coefficients and SM content. Wang et al. [64] estimated SM at different phenological stages of wheat (emergence, tillering, overwintering, and standing) in China using ML models. Backscattering coefficients from Sentinel-1 and vegetation indices from Sentinel-2 were used as input features for the models. The results revealed that the performance of the ML models declined as the NDVI of wheat increased. The best performance of the ML models was observed during the emergence stage of wheat (low NDVI), while the worst performance was observed during the standing stage (high NDVI). This decrease in performance can be attributed to the dense vegetation at higher NDVI values, which limits the ability of SAR signals to penetrate the canopy and retrieve accurate SM information. Similarly, Peng et al. [84] estimated SM in the USA across different land covers (cropland, pasture, grassland, shrub, forest, barren, wetland, and developed) and found that ML models performed well in barren land but showed decreased performance in crops, grasslands, and forest areas. Compared to barren land, the RMSE for SSM increased by approximately 69% in cropland, 73% in grassland, and 85% in forest areas, indicating a substantial decline in model performance under denser vegetation cover. Li and Yan [121] estimated SM in China using Sentinel-1 and Sentinel-2 and found that low performance of ML models was observed in forest and croplands.
To improve the performance of ML models, it is recommended to account for the vegetation effect on SAR signals. Yang et al. [135] conducted a study on SM estimation in the Tibetan Plateau, where the vegetation effect was removed using the Water Cloud Model (WCM). The results showed that removing the vegetation effect increased R2 between SM and SAR backscattering coefficients from 0.38 to 0.50. This enhanced correlation between backscattering coefficients and SM contributes to reducing the prediction error of ML models. To minimize the impact of vegetation on SAR signals and enhance the performance of ML models, future studies could integrate empirical and semi-empirical models (Figure 1) alongside ML techniques. Additionally, L-band SAR (e.g., NASA’s NISAR, ALOS-2 PALSAR) offers a promising alternative, as it has a longer wavelength and greater penetration capability through vegetation cover compared to C-band SAR (e.g., Sentinel-1 and RADARSAT) [212].

3.6. ML Model Transferability Challenges and Solutions

Transfer of ML models trained in one geographic location (which may have unique climate, land cover, soil types, and environmental conditions) to new locations offers the ability to reuse learned patterns, minimizing the need for extensive retraining, and enabling practical application in regions where local data may be scarce or expensive to collect. Several studies have evaluated the transferability of ML models for SM estimation and observed that models often face challenges in accurately capturing SM dynamics when applied to new locations with differing environmental conditions.
Holtgrave et al. [165] trained SVR models using Sentinel-1 derived features at two separate sites in Germany (Elbe and Peene) and tested their transferability by applying the model trained at one site to the other site. When the model trained at Peene was tested at Elbe, it produced a low R2 of 0.41 and a high root mean square error (RMSE) of 47%. Similarly, the model trained at Elbe and tested at Peene performed poorly, with R2 of 0.12 and RMSE of 50%. However, when models were trained and tested within the same site, they performed significantly better, achieving R2 of 0.86 with RMSE of 9.6% at Elbe and R2 of 0.78 with RMSE of 11.6% at Peene. Ahmad et al. [99] trained ML models using data from six sites in the Lower Colorado River Basin, USA, and tested their performance on four separate sites that were excluded from the training process. The results showed that the models struggled to accurately estimate SM at the test sites, performing significantly worse compared to models trained using data from all sites combined. Souissi et al. [213] estimated SM on a global scale using data from multiple networks within the International Soil Moisture Network (ISMN). The study found that models trained on data from a single network performed poorly when applied to different geographic locations. This result illustrates transferability issues for ML models across regions.
To overcome the model transferability issues, a few studies used transfer learning techniques. For example, Jiaxin et al. [109] estimated SM in Canada under various land-cover conditions and soil roughness using ML models. The models performed poorly when trained and tested on different phases, with RMSE exceeding 0.06 cm3/cm3. To address this issue, the study employed various transfer learning techniques, including target domain adaptation, scattering models, and clustering models, achieving improved RMSE ranging from 0.032 to 0.045 cm3/cm3. These findings suggest that future studies should incorporate transfer learning to enhance model transferability. Hemmati and Sahebi [63] applied the concept of transfer learning to estimate SSM and address the challenge of training deep learning (DL) models at the local level with limited data. They trained a DL model using ISMN data followed by a fine-tuned process using locally collected datasets. Their results showed that transfer learning improved R2 by 34% and reduced the RMSE by 18% compared to models without transfer learning. Fine-tuning is generally applied in a context where local SM samples are limited but pre-trained knowledge from a larger domain (ISMN data) is available. This technique is particularly applicable when the source and target domains share similar features (e.g., input variables like SAR and NDVI), but the target domain has too few samples to train a deep model from scratch. It is most effective when the model’s initial training can generalize well and only needs minor adjustments to adapt to new conditions.
Another way to improve SM estimation accuracy is to train ML models using data from homogeneous climatic, soil, and land-cover conditions. ML models may struggle when trained on data from diverse climates, soil, and land-cover types, leading to increased uncertainty in predictions. Moosavi et al. [151] estimated SM across various land-cover types in Iran and found that training ML models on homogeneous regions—characterized by similar land cover, elevation, and physiographic factors—substantially improved model performance compared to training the models on the entire dataset at once. ML models often struggle to identify clear patterns when trained on large-scale datasets (having heterogeneous climate, soil, and land covers) as a whole. To address this, Karthikeyan and Mishra [95] estimated multi-layer SM at a 1 km spatial resolution across the contiguous United States (CONUS) by training models on 11 distinct homogeneous clusters based on climate, land cover, vegetation, and soil types. The results showed that the models effectively captured SM variability across all sites, with most stations achieving RMSE below 0.04 cm3/cm3. This approach indicates the effectiveness of training ML models on homogeneous regions to enhance their predictive performance.

3.7. In Situ SM Measuring Techniques and Uncertainty

Each sensor used for SM measurement has inherent uncertainties that can influence the accuracy of the collected data. These uncertainties, when propagated through the training and validation processes of ML models, can impact the reliability of the model outputs. Therefore, it is crucial to identify measurement techniques that minimize uncertainty while also evaluating their efficiency in terms of time and cost.
We found that 80 out of 144 papers explicitly mentioned the in situ SM measurement techniques used to train and validate ML models with RS data. Figure 8 illustrates the frequency of each technique employed in these 80 studies. The oven-drying/gravimetric method was the most frequently used SM measurement technique (30% of the studies), followed by TDR (22.5%), FDR (5%), Theta Probe (5%), and Stevens HydraProbe (5%). These measurement techniques encounter challenges such as inconsistent performance across varying soil types, discrepancies between laboratory and field calibrations compared to manufacturers’ specifications, and limitations in the accuracy of calibration equations [214]. While the gravimetric (oven-drying) method is the most accurate, its destructive nature and inability to provide continuous measurements limit its utility for long-term monitoring [30,215]. Among modern techniques, neutron probes offer high accuracy with a short response time (1–2 min); however, they are less sensitive to SSM (<30 cm), have limited portability, and incur high setup costs [216,217]. Commercially available TDR, FDR, and capacitance sensors provide an accuracy range of ±1–3% [218]. The advantages, disadvantages, and uncertainties associated with various SM measurement techniques are comprehensively documented in Dobriyal et al. [219], Robinson et al. [220], and Su et al. [214]. Future studies should select SM measurement techniques based on their accuracy, response time, and associated costs to optimize the training and validation of ML models.

3.8. Uncertainty and Future Research Directions in SM Estimation

Uncertainty in SM estimation using ML and RS arises from multiple, often interrelated sources, including input data quality, spatial and temporal scale mismatches, and methodological limitations. A fundamental source of uncertainty is the limited generalizability of ML models. Models trained under specific biophysical and climatic conditions may perform poorly when applied to regions with different vegetation types, soil textures, or land management practices [99,165,213]. This limitation is particularly pronounced in models that rely heavily on vegetation indices or microwave backscatter signals, as these inputs are sensitive to surface roughness, canopy structure, and seasonal dynamics, all of which vary across space and time. The quality of RS inputs further contributes to uncertainty. Satellite-derived products can be affected by atmospheric interference, sensor calibration errors, and cloud contamination, particularly in optical imagery [221,222]. Another critical source of uncertainty lies in the in situ measurements used for model training and validation. Different SM sensors (e.g., TDR, FDR, gravimetric) have varying levels of precision, spatial representation, and depth sensitivity, and these differences introduce inconsistencies in the ground measurement data [214,219,220]. When such measurement errors propagate through the modeling process, they can significantly influence the predictive reliability of ML algorithms. Additionally, differences in spatial and temporal resolution across remote sensing datasets introduce uncertainty in SM estimation by causing mismatches between input features and ground truth data, leading to aggregation errors and misaligned observations that affect model accuracy and reliability [223,224]. These combined sources of uncertainty underscore the need for careful model design, transparent data reporting, and improved integration strategies to enhance the robustness and transferability of SM estimation frameworks.
While substantial progress has been made in SM prediction using RS and ML, several critical avenues remain to be explored. Future studies should prioritize the development and application of hybrid models that combine multiple ML or deep learning architectures to reduce bias–variance tradeoffs and improve predictive accuracy across different soil depths and land covers. There is also a growing need for advanced multi-sensor data fusion strategies that leverage the complementary strengths of optical, microwave, thermal, and UAV-based datasets. Transfer learning and domain adaptation techniques offer promising solutions to address the widely observed issue of poor model generalization across geographic regions and climatic zones. In parallel, physics-informed machine learning frameworks, which integrate hydrological constraints and soil physics knowledge into data-driven models, can improve model interpretability and reliability, especially in data-scarce regions. Furthermore, explainability and uncertainty quantification remain underexplored in SM modeling; tools such as SHapley Additive exPlanations, Bayesian frameworks, and dropout-based uncertainty estimation can enhance model transparency and practical usability. Finally, standardization in reporting ground-truth measurements is essential; many reviewed studies lacked details on in situ SM collection methods, limiting reproducibility and cross-study comparisons. Establishing common protocols and expanding open-access benchmark datasets will be crucial to support the next generation of transferable, interpretable, and operationally reliable SM prediction models.

4. Conclusions

This analysis aims to systematically evaluate a range of ML studies applied to the estimation of SM across diverse land covers and geographic regions. Use of ML approaches offers a promising alternative to conventional empirical and physics-driven models, which require extensive biophysical parameterization. Our analysis extends from traditional ML techniques, including support vector machine (SVM) and tree-based models, to the incorporation of advanced multi-classifiers, ensemble frameworks, and state-of-the-art DL models. These recent developments have significantly improved the accuracy of SM predictions at various depths through the application of RS technologies.
Many ML algorithms (Figure 5) were employed to estimate SM using RS datasets. Based on the model performance mentioned in the studies, RF (40 out of 67 times), SVR (13 out of 39 studies), and ANN (12 out of 27 times) often outperformed other algorithms. The selection of input features in ML models depends on whether SSM or RZSM is the focus. All 144 studies reviewed here used a range of input features, including vegetation indices derived from optical sensors, SAR features from microwave sensors, soil physical and hydraulic properties, and topographical features. Some features were utilized more than others. For SSM estimation (out of 119 studies), NDVI (60 studies), elevation (40 studies), and backscattering coefficients (VV: 32 studies and VH: 27 studies) were the most common predictors. For RZSM estimation (out of 25 studies), SSM (13 studies) and NDVI (13 studies) were the most common predictors.
Per this synthesis (Section 3.4.1), for SSM estimation, satellite-derived features such as vegetation indices and backscattering coefficients provide critical information on SSM variability. In contrast, satellite observations alone were insufficient to capture RZSM variability. Soil physical and hydraulic properties, along with SSM, were identified as key predictors of RZSM. Integrating multi-source data consistently enhanced the performance of ML models in SM estimation. Multi-source data includes satellite and other remote sensing products (Sentinel-1, MODIS, Sentinel-2, Landsat, SMAP, and UAV) to derive input features to estimate SM.
Though identifying the best in situ SM method for ground-truth data is out of the scope of this review, we note that only 80 studies out of 144 reported the methods used to measure in situ SM. We advocate that reporting of the method used to collect SM training data is essential to assess RS method performance. Gravimetric (24 out of 80 studies) and TDR (18 out of 80 studies) methods were most frequently used (refer to Section 3.7).
Despite multiple advantages of SM estimation using ML and RS techniques, transferability of models trained at one site to new sites remains a major challenge (Section 3.6). Studies (Section 3.5) also identified that vegetation cover affects SAR-based SM estimation, particularly in the X- and C-bands, and improved performance was observed when removing vegetation effects on SAR signals using semi-empirical models. Hybrid ML models (combining two or more ML models: Section 3.1) were investigated and found to improve SM estimation accuracy, reducing the bias–variance tradeoff. Future research should prioritize exploring and validating these potential approaches (use of semi-empirical models, hybrid ML, and Transformer) to effectively address the challenges identified and overcome the existing limitations.

Supplementary Materials

The following supporting information can be downloaded at: https://www.mdpi.com/article/10.3390/rs17142397/s1, Table S1: Detailed Overview of Study Areas, Machine Learning Techniques, Data Sources, and Input Features Used for Soil Moisture Estimation; Table S2: Spatial and temporal resolution on satellites used in soil moisture estimation; Table S3: Abbreviations used in main manuscript file; Figure S1: Continental trends in SM estimation studies based on ML.

Funding

This project was supported partially by USDA NIFA Hatch SD00H817-24/SD00R793-26, and Agreement 58-3012-3-019 with USDA-ARS, Water Management and Systems Research Unit, Fort Collins, CO. The findings and conclusions in this publication are those of the authors and should not be construed to represent any official USDA or U.S. Government determination or policy. The mention of trade names or commercial products in this publication is solely for the purpose of providing specific information and does not imply recommendation or endorsement by the USDA.

Data Availability Statement

No new data were created or analyzed in this study. Data sharing is not applicable to this article.

Conflicts of Interest

The authors declare no conflicts of interest or personal relationship that could have appeared to influence the work reported in this study.

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Figure 1. Comprehensive mapping of methodologies for estimating SM based on point observations and remote sensing techniques.
Figure 1. Comprehensive mapping of methodologies for estimating SM based on point observations and remote sensing techniques.
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Figure 2. Commonly used microwave (active and passive) satellite missions for soil moisture monitoring from 1975 to 2024. Purple bars represent sensors operating in the L-band (0.5–1.5 GHz) using longer wavelengths capable of deeper SM penetration. Blue bars represent sensors in the C- or X-band (4–12 GHz) using shorter wavelengths that offer lower penetration capabilities. Green arrows indicate ongoing missions, and thick red lines indicate mission ending dates. SMMR: Scanning Multichannel Microwave Radiometer, SSM/I: Special Sensor Microwave/Imager, TMI: TRMM Microwave Imager, AMSR-E: Advanced Microwave Scanning Radiometer for EOS, GPM: Global Precipitation Measurement, FY-3 (A, B, C, & D)—Fengyun-3 (A, B, C, & D), AMSR-2: Advanced Microwave Scanning Radiometer 2, SMOS: Soil Moisture and Ocean Salinity, SMAP: Soil Moisture Active Passive, ERS: European Remote Sensing Satellite, ASCAT: Advanced Scatterometer.
Figure 2. Commonly used microwave (active and passive) satellite missions for soil moisture monitoring from 1975 to 2024. Purple bars represent sensors operating in the L-band (0.5–1.5 GHz) using longer wavelengths capable of deeper SM penetration. Blue bars represent sensors in the C- or X-band (4–12 GHz) using shorter wavelengths that offer lower penetration capabilities. Green arrows indicate ongoing missions, and thick red lines indicate mission ending dates. SMMR: Scanning Multichannel Microwave Radiometer, SSM/I: Special Sensor Microwave/Imager, TMI: TRMM Microwave Imager, AMSR-E: Advanced Microwave Scanning Radiometer for EOS, GPM: Global Precipitation Measurement, FY-3 (A, B, C, & D)—Fengyun-3 (A, B, C, & D), AMSR-2: Advanced Microwave Scanning Radiometer 2, SMOS: Soil Moisture and Ocean Salinity, SMAP: Soil Moisture Active Passive, ERS: European Remote Sensing Satellite, ASCAT: Advanced Scatterometer.
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Figure 3. Methodology details followed in the review process.
Figure 3. Methodology details followed in the review process.
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Figure 4. Temporal evolution in coverage of surface soil moisture (SSM) and root zone soil moisture (RZSM) estimation using machine learning (ML) in 144 papers (2010–2024) synthesized in this study.
Figure 4. Temporal evolution in coverage of surface soil moisture (SSM) and root zone soil moisture (RZSM) estimation using machine learning (ML) in 144 papers (2010–2024) synthesized in this study.
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Figure 5. RF: Random Forest, SVR: Support Vector Regressor, XGBoost: Extreme Gradient Boosting, GBM: Gradient Boosting Machine, ANN: Artificial Neural Network, ELM: Extreme Learning Machine, CNN: Convolutional Neural Network, GA-BPNN: Genetic Algorithm-Backpropagation Neural Network; other classical ML includes Multiple Linear Regression (MLR), M5 Prime (M5P), Relevance Vector Machine (RVM), Categorical Boosting (CatBoost), Adaptive Boosting (AdaBoost), Light Gradient Boosting Machine (LightGBM), Decision Tree (DT), Extra Trees Regressor (ERT), Boosted Regression Trees (BRT), Gaussian Process Regression (GPR), Stacking Ensemble (Stacking), Ensemble Learning, Cubist Model, k-Nearest Neighbors (KNN), Classification and Regression Tree (CART), Extra Trees, Copula Quantile Regression, Ridge Regression, Elastic Net Regression, Least Absolute Shrinkage and Selection Operator (LASSO), Statistical Boosting Classifier (SBC), Principal Component Analysis (PCA); other NNs include Deep Learning: Deep Neural Network (DNN), Recurrent Neural Network (RNN), Long Short-Term Memory (LSTM), Gated Recurrent Unit (GRU), Deep Belief Network (DBN), General Regression Neural Network (GRNN), Backpropagation Neural Network (BPNN), Backpropagation (BP), Convolutional Long Short-Term Memory (ConvLSTM), Deep Forest, Transfer Learning; other neuro-fuzzy models include Adaptive Neuro-Fuzzy Inference System (ANFIS), Hybrid Fuzzy Inference System (HyFIS), Dynamic Evolving Neuro-Fuzzy Inference System (DENFIS). In some studies, multiple models performed equally well, leading to ties. In such cases, all tied models were counted as best-performing models.
Figure 5. RF: Random Forest, SVR: Support Vector Regressor, XGBoost: Extreme Gradient Boosting, GBM: Gradient Boosting Machine, ANN: Artificial Neural Network, ELM: Extreme Learning Machine, CNN: Convolutional Neural Network, GA-BPNN: Genetic Algorithm-Backpropagation Neural Network; other classical ML includes Multiple Linear Regression (MLR), M5 Prime (M5P), Relevance Vector Machine (RVM), Categorical Boosting (CatBoost), Adaptive Boosting (AdaBoost), Light Gradient Boosting Machine (LightGBM), Decision Tree (DT), Extra Trees Regressor (ERT), Boosted Regression Trees (BRT), Gaussian Process Regression (GPR), Stacking Ensemble (Stacking), Ensemble Learning, Cubist Model, k-Nearest Neighbors (KNN), Classification and Regression Tree (CART), Extra Trees, Copula Quantile Regression, Ridge Regression, Elastic Net Regression, Least Absolute Shrinkage and Selection Operator (LASSO), Statistical Boosting Classifier (SBC), Principal Component Analysis (PCA); other NNs include Deep Learning: Deep Neural Network (DNN), Recurrent Neural Network (RNN), Long Short-Term Memory (LSTM), Gated Recurrent Unit (GRU), Deep Belief Network (DBN), General Regression Neural Network (GRNN), Backpropagation Neural Network (BPNN), Backpropagation (BP), Convolutional Long Short-Term Memory (ConvLSTM), Deep Forest, Transfer Learning; other neuro-fuzzy models include Adaptive Neuro-Fuzzy Inference System (ANFIS), Hybrid Fuzzy Inference System (HyFIS), Dynamic Evolving Neuro-Fuzzy Inference System (DENFIS). In some studies, multiple models performed equally well, leading to ties. In such cases, all tied models were counted as best-performing models.
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Figure 6. The top 10 widely used remote sensing techniques used in SM estimation. MODIS: Moderate Resolution Imaging Spectroradiometer, SMAP: Soil Moisture Active Passive, UAV: Unmanned Aerial Vehicle, CYGNSS: Cyclone Global Navigation Satellite System, ERA-5: ECMWF Reanalysis 5th Generation.
Figure 6. The top 10 widely used remote sensing techniques used in SM estimation. MODIS: Moderate Resolution Imaging Spectroradiometer, SMAP: Soil Moisture Active Passive, UAV: Unmanned Aerial Vehicle, CYGNSS: Cyclone Global Navigation Satellite System, ERA-5: ECMWF Reanalysis 5th Generation.
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Figure 8. Frequency of in situ soil moisture measuring techniques used in soil moisture estimation using remote sensing and machine learning models. TDR: Time-Domain Reflectometry; FDR: Frequency-Domain Reflectometry; Other techniques include Campbell Scientific water content reflectometers, Capacitance Probe, Decagon GS3, EC-5 Sensor, Electrical Resistance, Embedded soil moisture sensor, GPR, HOBO, Hygrometer, Neutron Probe, Portable Soil Moisture Meter, PR2 Profile Probe sensors, Probe-based and the core-based, Soil Water Balance Equation, SPADE, TEROS 12, TR-6D Soil Thermometer, WET-2 Probe.
Figure 8. Frequency of in situ soil moisture measuring techniques used in soil moisture estimation using remote sensing and machine learning models. TDR: Time-Domain Reflectometry; FDR: Frequency-Domain Reflectometry; Other techniques include Campbell Scientific water content reflectometers, Capacitance Probe, Decagon GS3, EC-5 Sensor, Electrical Resistance, Embedded soil moisture sensor, GPR, HOBO, Hygrometer, Neutron Probe, Portable Soil Moisture Meter, PR2 Profile Probe sensors, Probe-based and the core-based, Soil Water Balance Equation, SPADE, TEROS 12, TR-6D Soil Thermometer, WET-2 Probe.
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Table 1. Exclusion criteria for paper selection.
Table 1. Exclusion criteria for paper selection.
Criterion NumberExclusion Criteria
1Publications not written in English
2Study outside the scope of research questions (not related to soil moisture estimation using remote sensing and machine learning)
3Publication is a book, e-book, poster, survey
4Published before 2010
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Lamichhane, M.; Mehan, S.; Mankin, K.R. Soil Moisture Prediction Using Remote Sensing and Machine Learning Algorithms: A Review on Progress, Challenges, and Opportunities. Remote Sens. 2025, 17, 2397. https://doi.org/10.3390/rs17142397

AMA Style

Lamichhane M, Mehan S, Mankin KR. Soil Moisture Prediction Using Remote Sensing and Machine Learning Algorithms: A Review on Progress, Challenges, and Opportunities. Remote Sensing. 2025; 17(14):2397. https://doi.org/10.3390/rs17142397

Chicago/Turabian Style

Lamichhane, Manoj, Sushant Mehan, and Kyle R. Mankin. 2025. "Soil Moisture Prediction Using Remote Sensing and Machine Learning Algorithms: A Review on Progress, Challenges, and Opportunities" Remote Sensing 17, no. 14: 2397. https://doi.org/10.3390/rs17142397

APA Style

Lamichhane, M., Mehan, S., & Mankin, K. R. (2025). Soil Moisture Prediction Using Remote Sensing and Machine Learning Algorithms: A Review on Progress, Challenges, and Opportunities. Remote Sensing, 17(14), 2397. https://doi.org/10.3390/rs17142397

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