Climate Change in the Middle East and the West Indian Subcontinent: Geographic Interconnections and the Modulation Roles of the Extreme Phases of the Atlantic Meridional Oscillation (AMO) and the Monsoon Cloudiness
Abstract
1. Introduction
2. Materials and Methods
- The monthly (June-September) surface air temperature (SAT) data of 151 meteorological stations spread over various parts of the ME and Indian subcontinent (1961–2020), which were gratefully extracted from the webpage of the National Aeronautics and Space Administration Goddard Institute for Space Studies (NASA) [80]. To ensure the best temporal-spatial coverage, the stations were selected according to the availability and quality of data. Besides the country and station name, Table S1 shows the elevation (column 3) and some statistical properties of the station-based datasets. These properties mainly include the mean SAT values over the study period for the observed and the ERA5-related datasets, the mean anomalies of SAT data during +AMO and −AMO, and the bias-related statistics.
- To resolve the missing data problems in some stations, such as Baghdad, Najaf, and Mosul in Iraq, we gratefully used the webpage of the State Meteorological Agency of Spain [81] to fill the missed values and improve the results’ consistency.
- The ERA5-based gridded SAT data with 0.25° × 0.25° resolution, obtained from the official website of the European Centre for Medium-Range Weather Forecasts (ECMWF), were another source of the data used [82]. Besides using these datasets for assessing climate change, these gridded datasets were also utilized to compensate for the temporal-spatial deficiencies in the observed datasets, including missing values and spatial coverage inadequacies.
- The June-September monthly values of the AMO, extracted from the NOAA webpage.
- The NOAA-based values of several atmospheric variables with the resolution of 2.5° × 2.5° were obtained through the application of monthly–seasonal composites [83]. These variables included SAT, OLR, the near-surface and mid-atmosphere wind vector, omega, and specific humidity at the 500 hPa level. While OLR data were used as the proxy of cloud cover, the mid-atmospheric values of omega and specific humidity served as the proxies of convective activities. Since the interpolated OLR data were available only for the period after 1980, this dataset and corresponding values of AMO, omega, and vector wind were analyzed for the period 1980–2020.
- Using the arithmetic averaging methods, we initially transferred the monthly (June-September) values of the observed and simulated datasets into their seasonal (summertime) time series [84].
- The Kriging method was applied using the ArcGIS 10.7 mapping facilities to show and classify the spatial distribution of the areas with significant or insignificant changes through the generated maps [89]. The choice between different interpolation methods like Kriging, IDW, and Spline, depends on the type of data, specific modeling requirements, and analysis objectives [90]. For data with strong spatial structures, Kriging typically has an advantage, while for simpler applications, IDW and Spline are also suitable options.
- To determine bias in the ERA5 dataset, we subtracted simulated SAT data from the corresponding observed values at 151 meteorological stations (Table S1, column 9). Bias and bias percentage were calculated as follows: Bias = [(SATobserved-data − SATmodeled-data)] and [Bias% = (100 × Bias)/Observed data], respectively. Positive (negative) bias values indicate the model’s underestimation (overestimation) [91].
- To evaluate the sensitivity of generated maps to interpolation methods, the spatial distribution of bias and other variables was mapped using IDW and Kriging. For example, Figures S1 and S2 illustrate this comparison for BIAS. Kriging more effectively captured extreme values; therefore, all interpolations were performed using Kriging, a technique supported by numerous studies [92,93,94,95,96].
- Aiming for almost a similar number of years in the +AMO and −AMO categories to avoid skewing results toward the more frequent phase, years with summertime AMO index anomalies exceeding +0.15 and falling below −0.15 were classified as the extreme +AMO phases, respectively (Table 1). The selected thresholds categorize approximately 35%, 30%, and 35% of the 40-year period as +AMO, −AMO, and normal AMO states, which are found suitable after testing alternatives. For example, raising the threshold to ±0.2 increased +AMO years to 21 (over 50% of the period) while leaving −AMO years unchanged. Since the interpolated OLR data has been available for periods after 1980, this table shows the years from 1980 to 2020. Except for the Mann-Kendall test, the other analyses primarily focused on this period. Properly defining thresholds such as ±0.2 °C not only aids in identifying the oscillation’s phases but also enhances the understanding of its implications for global and regional climate systems [97]. Thresholds serve as benchmarks for identifying significant departures from normal SST conditions, facilitating a better understanding of how climate variability is structured [98].
- Since the non-parametric Mann–Whitney test proved that, for a majority of 151 stations, the shift in the AMO phases significantly alters the SAT anomalies, we were motivated to conduct such an examination for the model-based datasets (Table S1, columns 5 and 6). As indicated in these tables, the station-based and model-based anomalies of SAT data were also calculated for the +AMO and −AMO years.
- Besides anomaly values, the mean value of each variable during the −AMO years was subtracted from the corresponding values during the +AMO years. In other words, we defined Diff when (Diff = V+AMO − V−AMO), where V is the station or model-based values of the employed datasets. The subscripts refer to the mean value of V during + AMO or −AMO years. While column 7 of Table S1) shows Diff values for the station-based SAT data, the spatial distributions of the model-based Diff are illustrated and discussed in the Results Section.
- To account for the spatially variable impacts of positive and negative AMO phases (+AMO and −AMO), the study area was divided into two groups: group A, where the difference (Diff) between +AMO and −AMO-associated values was positive (J pixels), and group B, where Diff was negative (K pixels). A Mann–Whitney U test [99,100] was applied separately to groups A and B to assess the statistical significance of differences between V+AMO and V−AMO. For example, for the OLR dataset, group A contained J = 260 pixels and group B contained K = 150 pixels. The test initially sought statistically significant differences between OLR+AMO and OLR−AMO for both groups, effectively covering the entire study area. Similar test results were performed for omega and, specific humidity. However, because numerous pixels exhibited near-zero differences in OLR between +AMO and −AMO phases, the test failed to confirm significant differences within either group. To resolve this, pixels with near-zero OLR-related Diff values were iteratively removed until a 95% significance level was achieved. The Results Section illustrates the areas exhibiting significant and insignificant outcomes.
- To assess the sensitivity of the results to the classification thresholds for +AMO and −AMO years, a Mann-Whitney test was performed comparing results obtained using thresholds of ±0.15 and ±0.2.
3. Results
3.1. The Middle Eastern Mean SAT Data
3.2. Changes in the SAT Data
3.3. The ERA5-Related Bias
3.4. Differences in the SAT Data Between +AMO and −AMO
3.5. The Monsoon–AMO–SAT Interactions
3.5.1. Interactions with the OLR as a Cloudiness Proxy
3.5.2. Interactions with the Convective Activities and Specific Humidity
3.5.3. Interaction with the Atmospheric Circulations
3.6. Threshold Sensitivity Effects
4. Conclusions
5. Highlights and Recommended Future Research
Supplementary Materials
Author Contributions
Funding
Data Availability Statement
Acknowledgments
Conflicts of Interest
References
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| Years of +AMO | Years of −AMO | |
|---|---|---|
| 1 | 1987 | 1981 |
| 2 | 1995 | 1982 |
| 3 | 1998 | 1983 |
| 4 | 2003 | 1984 |
| 5 | 2004 | 1985 |
| 6 | 2005 | 1986 |
| 7 | 2006 | 1991 |
| 8 | 2010 | 1992 |
| 9 | 2012 | 1993 |
| 10 | 2014 | 1994 |
| 11 | 2016 | 1996 |
| 12 | 2017 | 2002 |
| 13 | 2019 | |
| 14 | 2020 |
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© 2025 by the authors. Licensee MDPI, Basel, Switzerland. This article is an open access article distributed under the terms and conditions of the Creative Commons Attribution (CC BY) license (https://creativecommons.org/licenses/by/4.0/).
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Heydari, A.; Nazemosadat, M.J.; Hosseinzadehtalaei, P. Climate Change in the Middle East and the West Indian Subcontinent: Geographic Interconnections and the Modulation Roles of the Extreme Phases of the Atlantic Meridional Oscillation (AMO) and the Monsoon Cloudiness. Climate 2025, 13, 221. https://doi.org/10.3390/cli13110221
Heydari A, Nazemosadat MJ, Hosseinzadehtalaei P. Climate Change in the Middle East and the West Indian Subcontinent: Geographic Interconnections and the Modulation Roles of the Extreme Phases of the Atlantic Meridional Oscillation (AMO) and the Monsoon Cloudiness. Climate. 2025; 13(11):221. https://doi.org/10.3390/cli13110221
Chicago/Turabian StyleHeydari, Afsaneh, Mohammad Jafar Nazemosadat, and Parisa Hosseinzadehtalaei. 2025. "Climate Change in the Middle East and the West Indian Subcontinent: Geographic Interconnections and the Modulation Roles of the Extreme Phases of the Atlantic Meridional Oscillation (AMO) and the Monsoon Cloudiness" Climate 13, no. 11: 221. https://doi.org/10.3390/cli13110221
APA StyleHeydari, A., Nazemosadat, M. J., & Hosseinzadehtalaei, P. (2025). Climate Change in the Middle East and the West Indian Subcontinent: Geographic Interconnections and the Modulation Roles of the Extreme Phases of the Atlantic Meridional Oscillation (AMO) and the Monsoon Cloudiness. Climate, 13(11), 221. https://doi.org/10.3390/cli13110221

