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Earth Systems and Environment Journal - Ethiopia
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p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem"><a class="rpLink" href="https://sciences.kau.edu.sa/Default.aspx?Site_ID=130&Lng=AR"><span class="rpText">كلية العلوم</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem"><a class="rpLink" href="https://engineering.kau.edu.sa/Default.aspx?Site_ID=135&Lng=AR"><span class="rpText">كلية الهندسة</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem"><a class="rpLink" href="https://ap.kau.edu.sa/Default.aspx?Site_ID=137&Lng=AR"><span class="rpText">كلية العمارة والتخطيط</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem"><a class="rpLink" href="https://medicine.kau.edu.sa/Default.aspx?Site_ID=140&Lng=AR"><span class="rpText">كلية الطب</span><span class="rpExpandHandle"><span class="p-icon 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margin-top: 20px; display: block; margin-right: 10px; margin-left: 10px; font-family: 'DroidKufi-Regular'; font-size: 30px; box-shadow: 0px 0px 5px #adadad; border-bottom: 8px solid #b9915e!important; } </style> <table id="ContentPlaceHolder1_ViewTable" style="width: 100%; height: 400px;"> <tr valign="top"> <td align="center"> <div id="main"> <div> <table cellspacing="10" id="ContentPlaceHolder1_DetailsView1" style="height:50px;width:100%;"> <tr> <td align="justify" colspan="2"> <p style="text-align: center;" align="center"><b><span style="font-size: 24pt; font-family: Times New Roman, serif; line-height: 107%;">Ethiopia</span></b></p> <p style="text-align: center;" align="center"><b><span style="font-size: 24pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></b></p> <p style="background: rgb(252, 252, 252) none repeat scroll 0% 0%; text-align: justify; line-height: normal;"><span style="color: rgb(51, 51, 51); font-size: 15pt; font-family: Times New Roman, serif;">Tilahun, S., Kifle, D. 2021. </span><span style="color: black;"><a href="https://link.springer.com/article/10.1007/s41748-020-00162-w"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; text-decoration: none;">Atmospheric Dry Fallout of Macronutrients in a Semi-Arid Region: An Overlooked Source of Eutrophication for Shallow Lakes with Large Catchment to Lake Surface Area Ratio.</span></b></a></span><span style="color: rgb(51, 51, 51); font-size: 15pt; font-family: Times New Roman, serif;"> <i>Earth Syst Environ</i> <b>5, </b>473–480. DOI: 10.1007/s41748-020-00162-w</span></p> <p style="text-align: center;" align="center"><b><span style="font-size: 24pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></b></p> <p style="background: rgb(252, 252, 252) none repeat scroll 0% 0%; text-align: justify; line-height: normal;"><span style="color: rgb(51, 51, 51); font-size: 15pt; font-family: Times New Roman, serif;">Jothimani, M., Dawit, Z. & Mulualem, W. 2021. </span><span style="color: black;"><a href="https://link.springer.com/article/10.1007/s41748-020-00173-7"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; text-decoration: none;">Flood Susceptibility Modeling of Megech River Catchment, Lake Tana Basin, North Western Ethiopia, Using Morphometric Analysis.</span></b></a></span><span style="color: rgb(51, 51, 51); font-size: 15pt; font-family: Times New Roman, serif;"> <i>Earth Syst Environ</i> <b>5, </b>353–364. DOI: 10.1007/s41748-020-00173-7</span></p> <p style="text-align: center;" align="center"><b><span style="font-size: 12pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></b></p> <p style="background: rgb(252, 252, 252) none repeat scroll 0% 0%; text-align: justify; line-height: normal;"><span style="color: rgb(51, 51, 51); font-size: 15pt; font-family: Times New Roman, serif;">Maja, M.M., Ayano, S.F. 2021. </span><span style="color: black;"><a href="https://link.springer.com/article/10.1007/s41748-021-00209-6"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; text-decoration: none;">The Impact of Population Growth on Natural Resources and Farmers’ Capacity to Adapt to Climate Change in Low-Income Countries.</span></b></a></span><span style="color: rgb(51, 51, 51); font-size: 15pt; font-family: Times New Roman, serif;"> <i>Earth Syst Environ</i> <b>5, </b>271–283. DOI: 10.1007/s41748-021-00209-6</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Abdelmoneim, H., Soliman, M.R. & Moghazy, H.M. 2020. </span><a href="https://doi.org/10.1007/s41748-020-00185-3"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Evaluation of TRMM 3B42V7 and CHIRPS Satellite Precipitation Products as an Input for Hydrological Model over Eastern Nile Basin.</span></b></a><span><b><span style="color: rgb(0, 112, 192);"> </span></b></span><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Earth Systems and Environment. Springer International Publishing<b> 4(4)</b>, 685–698. DOI:10.1007/s41748-020-00185-3</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Constantinidou, K., Hadjinicolaou, P., Zittis, G. et al. 2020. </span><a href="https://doi.org/10.1007/s41748-020-00187-1"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Performance of Land Surface Schemes in the WRF Model for Climate Simulations over the MENA-CORDEX Domain</span></b></a><span><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">. </span></b></span><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Earth Systems and Environment. Springer International Publishing<b> 4(4)</b>, 647–665. DOI:10.1007/s41748-020-00187-1</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Le, J.A., El-Askary, H.M., Allali, M. et al. 2020<span style="color: rgb(68, 114, 196);">. </span></span><a href="https://doi.org/10.1007/s41748-020-00192-4"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Characterizing El Niño-Southern Oscillation Effects on the Blue Nile Yield and the Nile River Basin Precipitation using Empirical Mode Decomposition</span></b></a><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">.</span><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> Earth Systems and Environment. Springer International Publishing<b> 4(4)</b>, 699–711. DOI:10.1007/s41748-020-00192-4</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Tilahun, S, Kifle, D. 2020<b><span style="color: rgb(68, 114, 196);">. </span></b></span><a href="https://link.springer.com/article/10.1007%2Fs41748-020-00162-w"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Atmospheric Dry Fallout of Macronutrients in a Semi-Arid Region: An Overlooked Source of Eutrophication for Shallow Lakes with Large Catchment to Lake Surface Area Ratio. </span></b><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Earth Syst Environ</span></a><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">. DOI:10.1007/s41748-020-00162-w</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Almazroui, M, Saeed, F, Saeed, S. et al. 2020<b><span style="color: rgb(68, 114, 196);">. </span></b></span><a href="https://link.springer.com/article/10.1007%2Fs41748-020-00161-x"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Projected Change in Temperature and Precipitation Over Africa from CMIP6.</span></b></a><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> <i>Earth Systems and Environment</i>. Springer International Publishing. DOI:10.1007/s41748-020-00161-x (Open Access)</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Araro, K., Legesse, S.A. & Meshesha, D.T. 2020. </span><a href="https://link.springer.com/article/10.1007%2Fs41748-019-00134-9"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Climate Change and Variability Impacts on Rural Livelihoods and Adaptation Strategies in Southern Ethiopia.</span></b></a><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> Earth Systems and Environment. Springer International Publishing <b>4(1),</b> 15–26. DOI:10.1007/s41748-019-00134-9</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Yirga, A, Addisu Legesse, S & Mekuriaw, A. 2020. </span><a href="https://link.springer.com/article/10.1007%2Fs41748-019-00135-8"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Carbon Stock and Mitigation Potentials of Zeghie Natural Forest for Climate Change Disaster Reduction, Blue Nile Basin, Ethiopia</span></b><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">.</span></a><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> <i>Earth Systems and Environment</i> Springer International Publishing <b>4(1),</b> 27–41. DOI:10.1007/s41748-019-00135-8</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Negash, E, Getachew, T, Birhane, E. et al. 2020. </span><a href="https://link.springer.com/article/10.1007%2Fs41748-020-00149-7"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Ecosystem Service Value Distribution Along the Agroecological Gradient in North-Central Ethiopia.</span></b></a><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span><i><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Earth Systems and Environment</span></i><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">. Springer International Publishing <b>4(1),</b> 107–116. DOI:10.1007/s41748-020-00149-7</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Siraw, Z, Bewket, W. & Degefu, M.A. 2020. </span><a href="https://link.springer.com/article/10.1007%2Fs41748-019-00127-8"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Effects of Community-Based Watershed Development on Landscape Greenness and Vegetation Cover in the Northwestern Highlands of Ethiopia.</span></b></a><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> <i>Earth Systems and Environment. </i>Springer International Publishing <b>4(1),</b> 245–256. DOI:10.1007/s41748-019-00127-8</span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> </span></p> <p style="text-align: justify;"><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Alewoye Getie, M., Legesse, S.A., Mekonnen, M. et al. 2020. </span><a href="https://link.springer.com/article/10.1007%2Fs41748-020-00156-8"><b><span style="color: rgb(68, 114, 196); font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;">Soil Properties and Crop Productivity Strategies as a Potential Climate Variability Adaptation Options in Adefwuha Watershed, Ethiopia.</span></b></a><span style="font-size: 15pt; font-family: Times New Roman, serif; line-height: 107%;"> <i>Earth Systems and Environment</i>. Springer International Publishing <b>4(2),</b> 359–368. 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