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class="rpGroup rpLevel2 "> <li class="rpItem rpFirst"><a class="rpLink" href="https://acad.kau.edu.sa/Default.aspx?Site_ID=103&Lng=AR"><span class="rpText">المجلس العلمي</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://Sponsorships.kau.edu.sa/Default.aspx?Site_ID=303&Lng=AR"><span class="rpText">إدارة البعثات</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://joint.kau.edu.sa/Default.aspx?Site_ID=323&Lng=AR"><span class="rpText">برنامج الدراسات العليا لطالبات الإشراف المشترك</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://avpgssrca.kau.edu.sa/Default.aspx?Site_ID=443&Lng=AR"><span class="rpText">إدارة شؤون المراكز البحثية</span><span class="rpExpandHandle"><span class="p-icon 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"><span class="rpText">ادارة الاسكان </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://Security-Safety.kau.edu.sa/Default.aspx?Site_ID=436&Lng=AR
"><span class="rpText">الإدارة العامة للأمن </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://ecm.kau.edu.sa/Default.aspx?Site_ID=884&Lng=AR"><span class="rpText">الإدارة العامة للتخطيط والعقود الهندسية</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://president-office-fso.kau.edu.sa/Default-101889-ar"><span class="rpText">مكتب تحقيق الاستدامة المالية</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem rpLast"><a class="rpLink rpExpandable" href="https://gaom.kau.edu.sa/Default-228-ar"><span class="rpText">الإدارة العامة للتشغيل والصيانة</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a><div class="rpSlide"> <ul class="rpGroup rpLevel3 "> <li class="rpItem rpFirst"><a class="rpLink" href="https://Operations-Maintenance.kau.edu.sa/Default.aspx?Site_ID=112&Lng=AR
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"><span class="rpText">الإدارة العامة للسلامة والصحة المهنية </span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li> </ul> </div></li> </ul> </div></li><li class="rpItem rpLast"><a class="rpLink rpExpandable" href="https://VP-Academic-Affairs.kau.edu.sa/Default.aspx?Site_ID=838&Lng=AR"><span class="rpText">مكتب نائب رئيس الجامعة للشؤون التعليمية</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a><div class="rpSlide"> <ul class="rpGroup rpLevel2 "> <li class="rpItem rpFirst"><a class="rpLink" href="https://suc.kau.edu.sa/Default.aspx?Site_ID=405&Lng=AR"><span class="rpText">أمانة مجلس الجامعة</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://IT.kau.edu.sa/Default.aspx?Site_ID=223&Lng=AR"><span class="rpText">الإدارة العامة لتقنية المعلومات</span><span class="rpExpandHandle"><span class="p-icon 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"><span class="rpText">كلية الدراسات التطبيقية برابغ </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://csar-rb.kau.edu.sa/Default.aspx?Site_ID=662&Lng=AR
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id="ContentPlaceHolder1_DetailsView1_Label1" class="Content_title">الأبحاث</span></h1> </td> </tr><tr> <td align="justify" colspan="2"> <div id="ContentPlaceHolder1_ContentSide" class="col-sm-12" style="text-align: left;"> <table align="center" class="telerik-reTable-5" style="width: 784px; height: 3651px; top: 679px; left: 424px;" dir="rtl"> <tbody> <tr> <td style="width: 730px; text-align: left;"> <p style="text-align: center;"><strong><span style="font-size: 24px; color: rgb(255, 0, 0);">Published Papers</span><span style="text-align: left; font-size: 18px;"></span></strong></p> <p style="text-align: left;"><strong><span style="font-size: 18px;">Masoud M, Basahi J, Zaidi F (2019) Assessment of artificial groundwater recharge potential through estimation of permeability values from infiltration and aquifer tests in unconsolidated alluvial formations in coastal areas. Environmental Monitoring and Assessment, 191 (1).<br> <br> Niyazi B, Ahmed M, Basahi J, Masoud M, Rashed M (2018) Spatiotemporal trends in freshwater availability in the Red Sea Hills, Saudi Arabia. Arabian Journal of Geosciences, 11 (22), 702.<br> <br> Masoud M, Basahi J, Rajmohan N (2018) Impact of flash flood recharge on groundwater quality and its suitability in the Wadi Baysh Basin, Western Saudi Arabia: an integrated approach. Environmental Earth Sciences, 77(10), 395.<br> <br> El Osta M., 2018. Maximizing the management of groundwater resources in the Paris–Abu Bayan reclaimed area, Western Desert, Egypt, Arabian Journal of Geosciences (2018) 11:642, https://doi.org/10.1007/s12517-018-3945-0.<br> <br> El Osta M., Hussein, H. and Tomas, K., 2018. Numerical Simulation of Groundwater Flow and Vulnerability in Wadi El-Natrun Depression and Vicinities, West Nile Delta, Egypt, Journal of the Geological Society of India, Vol.92, August 2018, pp.235-247<br> <br> Basahi J, Masoud M, Rajmohan, N (2018) Effect of flash flood on trace metal pollution in the groundwater - Wadi Baysh Basin, western Saudi Arabia. Journal of African Earth Sciences, 147, pp. 338-351.<br> <br> Rashed M (2018) Outliers-out stack: a new algorithm for processing seismic data. Exploration Geophysics, 49, 42-49. DOI: 10.1071/EG16025.<br> <br> Atef A, Harbi H, Rashed M (2018) Adaptive boxcar background filtering for real-time GPR utility detection. Arabian Journal of Geosciences, 11, 10. DOI: 10.1007/s12517-017-3350-0.<br> <br> Rashed M (2017) Archaeology and Geophysics: Invincible Couple. Archaeology & Anthropology Open Access, 1, (3) AAOA.000514.<br> <br> Rajmohan, N, Patel N, Singh G, Amarasinghe UA (2017) Hydrochemical evaluation and identification of geochemical processes in the shallow and deep wells in the Ramganga Sub-Basin, India. Environmental Science and Pollution Research, 24:21459–21475. DOI 10.1007/s11356-017-9704-z.<br> <br> Rashed M, Niyazi, B (2017) Environmental impact assessment of the former Al-Musk Lake wastewater dumpsite using electromagnetic induction technique. Earth System and Environment, 1, 1-10. DOI: 10.1007/s41748-017-0010-1<br> <br> Rashed M, Rashed E (2017) Double-sided sliding-paraboloid: a step towards real-time GPR imaging. Computers & Geosciences, 102, 12-21. DOI: 10.1016/j.cageo.2017.02.005.<br> <br> El Feki A, Masoud M H, Niazy B (2017) Integrated rainfall–runoff and flood inundation modeling for flash flood risk assessment under data scarcity in arid regions: Wadi Fatimah basin case study, Saudi Arabia. Natural Hazards, 85 (1), pp 87–109.<br> <br> Basahi J, Masoud M, Zaidi S (2016) Integration between morphometric parameters, hydrologic model and geo-informatics techniques for estimating Wadi runoff (Case study Wadi Halyah- Saudi Arabia). Arabian Journal of Geosciences. DOI: 10.1007/s12517-016-2649-6. 9:610.<br> <br> Rashed M (2016) Rolling ball algorithm as a multitask filter for terrain conductivity measurements. Journal of Applied Geophysics, 132, 17–24. DOI: 10.1016/j.jappgeo.2016.06.016.<br> <br> El Osta MM, Masoud MH (2017) Groundwater potentiality of the Northeastern part of Al Jabal Al Akhdar Area, NE Libya. Source of the Document Carpathian Journal of Earth and Environmental Sciences, 12 (1), pp. 245-258.<br> <br> Masoud MH, El Osta, MM (2016): Evaluation of groundwater vulnerability by using modeling and GIS techniques in El-Bahariya Oasis - Western Desert – Egypt. Journal of Earth System Science, 125(6), pp 1139–1155.<br> <br> Masoud MH (2016) Geoinformatics application for assessing the morphometric characteristics effect on hydrological response at watershed in arid region (case study of Wadi Qanunah, Saudi Arabia) Arab J Geosci, (Springer), 9 (280) DOI: 10.1007/s12517-015-2300-y<br> <br> El Osta MM, Masoud M (2015) Implementation of a hydrologic model and GIS for estimating Wadi runoff in Dernah area, Al Jabal Al Akhadar, NE Libya. Journal of African Earth Sciences, 107 (2015) 36–56.<br> <br> Madani A (2015) Spectroscopy of Olivine Basalts using Fieldspec and ASTER Data: A Case Study from Wadi Natash Volcanic Field, South Eastern Desert, Egypt. J. Earth Syst. Sci. 124, No. 7, October 2015, pp. 1475–1486.<br> <br>  Madani A, Niyazi B (2015) Groundwater potential mapping using remote sensing techniques and weights of evidence GIS model: a case study from Wadi Yalamlam basin, Makkah Province, Western Saudi Arabia. Environ Earth Sci (2015) 74:5129–5142.<br> <br> Madani A, Niyazi B (2015) Evaluation the relationship between the main lineaments trends and the geometry of the drainage network using SPOT-5 and SRTM data: A case study from Bulghah area, Saudi Arabia. Arab J Geosci (2015) 8:10995–11005.<br> <br> Morad NA, Masoud MH, Abdel Moghith SM (2014) Hydrologic factors controlling groundwater salinity in northwestern coastal zone, Egypt. Journal of earth system science. Accepted and under press, No. JESS-D-13-00345R1.<br> <br> Masoud MH, (2014) Rainfall-runoff modeling of ungauged wadis in arid environments (case study Wadi Rabigh- Saudi Arabia). Arab J Geosci, (Springer), DOI; 10.1007/s12517-014-1404-0.<br> <br> El Maghraby, M., Masoud, M.H., Niyazi B., (2014) “Assessment of surface runoff in arid, data scarce regions; an approach applied in Wadi Al Hamd, Al Madinah al Munawarah – Saudi Arabia. Life Sci J 2014; 11(4):271-289]. (ISSN: 1097-8135). http://www.lifesciencesite.com. 39.<br> <br> Masoud MH (2014) The possible impact of the prevailing physiographic features of selected catchments upon their hydrological characteristics, Egypt (Comparative study). Australian Journal of Basic and Applied Sciences, 7(14) December 2013, pp: 324-347.<br> <br>  Madani A (2014) Assessment and Evaluation of Band Ratios, Brovey and HSV Techniques for Lithologic Discrimination and Mapping Using Landsat ETM+ and SPOT-5 Data.  International Journal of Geosciences. 5: 5-11.<br> <br> Harbi H, Madani A (2014) Utilization of SPOT 5 data for mapping gold mineralized diorite–tonalite intrusion, Bulghah gold mine area, Saudi Arabia. Arab. J. Geosci. (2014) 7:3829–3838.<br> <br> Barseem SM, El Tamamy AM, Masoud MHZ (2013) Hydrogeophyical Evaluation of water occurrences in El Negila area, Northwestern coastal zone – Egypt. Journal of Applied Sciences Research, 9(4): 3244-3262, 2013-ISSN 1819-544X.<br> <br> Masoud MH, Schneider M, El Osta MM, (2013) Recharge flux to the Nubian Sandstone aquifer and its impact on the present development in southwest Egypt, Journal of African Earth Sciences. http://dx.doi.org/10.1016/j.jafrearsci.2013.03.009.<br> <br> Bajabaa S, Masoud MH, Al-Amri N (2013) Flash flood hazard mapping based on quantitative hydrology, geomorphology and gis techniques (case study of Wadi Al Lith, Saudi Arabia), Arab J Geosci, (Springer), DOI 10.1007/s12517-013-0941-2.<br> <br> Haktanir T, Cobaner M, Gorkemli B (2013) Assessment of right-tail prediction ability of some distributions by Monte Carlo analyses. Journal of Hydrologic Engineering. Volume 18, Issue 5, 2013, Pages 499-517.<br> <br> Haktanir T, Citakoglu H,   Acanal N (2013) Fifteen-stage operation of gated spillways for flood routing management through artificial reservoirs. Hydrological Sciences Journal. Volume 58, Issue 5, July 2013, Pages 1013-1031.<br> <br> Toprak ZF, Hamidi N, Sen Z (2013) Climatic identity assessment of the climate change. Int. J. Global Warming, Vol. 5, No. 1, 2013.<br> <br> Haktanir T, Bajabaa S, Masoud MH (2013) Stochastic analyses of maximum daily rainfall series recorded at two stations across the Mediterranean Sea. Arab J Geosci, DOI 10.1007/s12517-012-0652-0.<br> <br> Haktanir T, Karaboga DT, Akay B (2012) Mix Proportioning of Aggregates for Concrete by Three Different Approaches (2012). Journal of Materials in Civil Engineering. Volume 24, Issue 5, 10 May 2012, Pages 529-537.<br> <br> Masoud MH, Schumann S, Abdel Mogheeth S (2012) Estimation of groundwater recharge in arid, data scarce regions; an approach as applied in the El Hawashyia basin and Ghazala sub-basin (Gulf of Suez, Egypt). ISSN 1866-6280 Environ Earth Sci. DOI 10.1007/s12665-012-1938-y.<br> <br> Published Books </span></strong><strong><span style="font-size: 18px;">Hydrological Atlas of Wadis in Makkah Al Mukarramah Province</span></strong><strong><span style="font-size: 18px;"><br> </span></strong></p> <p style="text-align: left;"><strong><span style="font-size: 18px;"></span></strong></p> <p style="text-align: center;"><strong><span style="font-size: 18px;">الأطلس الهيدرولوجي لأودية منطقة مكة المكرمة</span></strong><strong style="text-align: left;"><span style="font-size: 18px;"></span></strong></p> <p style="text-align: left;"><strong><span style="font-size: 18px;"> Hydrological Atlas of Wadis in Jazan Province</span></strong><strong style="text-align: center;"><span style="font-size: 18px;"></span></strong></p> <p style="text-align: center;"><strong><span style="font-size: 18px;"> الأطلس الهيدرولوجي لأودية منطقة جازان          </span></strong><strong style="text-align: left;"><span style="font-size: 18px;"></span></strong></p> <p style="text-align: left;"><strong><span style="font-size: 18px;"> Books under processing<br> <br> Hydrological Atlas of Wadis in Al Madinah Al Munawarah Province</span></strong></p> <p style="text-align: center;"><strong><span style="font-size: 18px;">الأطلس الهيدرولوجي لأودية منطقة المدينة المنورة</span></strong><strong style="text-align: left;"><span style="font-size: 18px;"></span></strong></p> <p style="text-align: left;"><strong><span style="font-size: 18px;"> Hydrological Atlas of Wadis in Tabuk Province<br> </span></strong></p> <p style="text-align: center;"><strong><span style="font-size: 18px;">الأطلس الهيدرولوجي لأودية منطقة تبوك          <br> </span></strong></p> <p><strong><span style="font-size: 18px;"><br> </span></strong></p> <strong><span style="font-size: 18px;"> <center style="height: 109px;"> <a href="https://cees.kau.edu.sa/Pages-News-almraai-prize-ar.aspx" class="url"> </a> </center> </span></strong> <p><strong><span style="font-size: 18px;"><br> </span></strong></p> <p><strong><span style="font-size: 18px;"><br> </span></strong></p> </td> </tr> </tbody> </table> <strong><span style="font-size: 18px;">  </span></strong></div> <p style="text-align: left;"><strong> <br> </strong></p> </td> </tr> </table> </div> </div> <hr /> <div class="row"> <div class="col-md-6"> <style> .mct_whatsapp_btn { background: #11A518; 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