Using GIS to Determine the Ancient Geomorphology of the Upper Aquifer in Eastern Highland of the Jordan Valley

Using GIS to Determine the Ancient Geomorphology of the Upper Aquifer in Eastern Highland of the Jordan Valley | Research Square window.SnipcartSettings = { analytics: { enabled: false } }; (function() { var accessVector = localStorage.getItem('access_vector') || ''; window.dataLayer = window.dataLayer || []; if (accessVector) { window.dataLayer.push({ user: { profile: { profileInfo: { snid: accessVector } } } }); } })(); (function(w,d,s,l,i){w[l]=w[l]||[];w[l].push({'gtm.start':new Date().getTime(),event:'gtm.js'});var f=d.getElementsByTagName(s)[0],j=d.createElement(s),dl=l!='dataLayer'?'&l='+l:'';j.async=true;j.src='https://www.googletagmanager.com/gtm.js?id='+i+dl;f.parentNode.insertBefore(j,f);})(window,document,'script','dataLayer','GTM-K279D39R'); Browse Preprints In Review Journals COVID-19 Preprints AJE Video Bytes Research Tools Research Promotion AJE Professional Editing AJE Rubriq About Preprint Platform In Review Editorial Policies Our Team Advisory Board Help Center Sign In Submit a Preprint Cite Share Download PDF Research Article Using GIS to Determine the Ancient Geomorphology of the Upper Aquifer in Eastern Highland of the Jordan Valley Emad J. Akawwi, Abed Al rahman Abu Alades This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-6375741/v1 This work is licensed under a CC BY 4.0 License Status: Under Review Version 1 posted 5 You are reading this latest preprint version Abstract The main and general objective of this work is to define how to use the spatial analysis of top Turonian (top Ajlun group, Wadi As Sir formation) through geographic information systems (GIS). This research created to define and determine the ancient topography of the top turonian age. This is the upper or shallow aquifer in Jordan. In order to obtain these objectives a several geological and structural maps were collected and digitized by using geographic information systems (GIS). The structural map of the top of Turonian was issued. This structural map was used to study the historical of the upper aquifer or shallow aquifer that named Wadi As Sir formation of the upper turonian in the eastern highlands of the Jordan Valley. More than one thousand locations as a points by using GIS. The structural maps were used to define the structure features as lineaments and faults along the study area. Many maps were created for this study by using the GIS. These maps will be used with other researcher as base for the hydrogeology software in order to create a hydrogeological model of the Jordan Valley area. Turonian Jordan Valley Structural Map Aquifer Figures Figure 1 Figure 2 Figure 3 Figure 4 Figure 5 Figure 6 Figure 7 Figure 8 Figure 9 Figure 10 1. INTRODUCTION More than two-third of Jordan covered by Upper Cretaceous which consists of carbonate rocks. Most of Jordan was covered by shallow, warm seas during the Cenomanian and Turonian Ages. In these geological ages, layer of the Ajlun Group which consists of different formations as Naur, Fuheis, Hummar, Shuayb, and Wadi As Sir formations were deposited in Jordan (Bandel and Geys (1985), Powell (1989), Abed and Kraishan (1991), Bandel et al. (1999), Ahmad and Al-Hammad (2002)). The early turonian age formation “Shuayb” is named by (Wetzel and Morton, 1959; Basha, 1978; Dilley, 1985). This formation overlain by Wadi As Sir Formation. Which is the upper shallow aquifer in Jordan. It consists of thinly bedded limestone and marly limestone rocks. The age of the Ajlun Group is Cenomanian-Turonian is missing in the south of Jordan due to erosion factors where a consequence of the recent uplift associated with formation of the Dead Sea Transform (DST) in the Middle Miocene age according to Bender, 1974; Powell, 1989. The Ajlun group is fully crops out in different wadis throughout the western mountains range forming the eastern shoulder of the Dead Sea Transform Outcropping rocks which are distributed on foothills, the escarpment, and highlands of considering area are from the Triassic, Jurassic, and Cretaceous ages. The deposits that cover the rift valley are from Tertiary and Quaternary ages. Table 1 shows the different geological formations in the considering area. Table-1: Simplified hydro-geological rock units classification of the considered area Quennel (1951) divided the Upper Cretaceous into two groups. These groups are a lower Ajlun Group and Belqa Group. The first group includes all the marine sediments of Cenomanian–Turanian age. It is represented by a sequence of carbonates rocks. It consists of limestone, marly limestone, marl, shale, dolomite, and sandstone in a few locations. The second one is composed of all sediments from the Late-Turonian to Early-Oligocene. The younger group is Jordan Valley (JV) Group consists of sediments from Tertiary age. It is outcropping in the Jordan Valley and along the Jordan Rift side. The following three formations: Lisan formation (JV3), Ghor El-Katar formation (JV2) and Shaquar Formation (JV1) are the three parts of the JV group. This group consists of sand, marl, and conglomerate, overlain by Quaternary gravel, sand, and soil. The Jordan Valley deposits were overlain by the Quaternary deposits. The main objectives of this research are determine the ancient topography of the top Turonian age (top Ajlun group, the Wadi As Sir formation). This is the shallow or upper aquifer in Jordan. Create a structural maps and create a hydrogeological maps of the study area. These maps will be used for a hydrogeological model for the study area. 2. STUDY AREA This research covered an area of the Eastern highlands of the Jordan Valley. This area extends from Lake Tiberias at the north at a coordinate of 32.7964° N, 35.5778° E. to the northern corner of the Dead Sea at coordinate of 31.5007° N, 35.4224° E. as a GS84. The location map of the study area is shown in Fig. 1 . 3. METHODOLOGY A geographic information system (GIS) can be explained as system programmed to captivate, store, analyze, manipulate, administer, and exist all types of geographical information. GIS can be used as tool for solving problems and for decision making processes, in addition to visualization of data in spatial circumstances. Geospatial data can be analyzed in order to determine several features related position and locations on Earth’s surface. Therefore different kinds of data can be shown on maps by using GIS. The geological data were extracted from geological maps with 1:50,000 scale that generated by Natural Resources Authority and topographic maps of scale 1:25,000 generated by Royal Geographic Center. The geological maps cover an area at the eastern side of the Jordan Valley toward the highlands to the East of the Jordan Valley. These Geological maps sheets are Al-Karameh, Al-Salt, Amman, Jerash, Daer Alla, Daer Abu Saaid, North Shwaneh, and Irbid. A digital copies of these maps were generated by scanning. After that each sheet of the geological map was registered, geo-referenced, verified, and finally saved by using Datum WGS 84 into geographic information system “ArcMap”. These steps were repeated for each sheet of the geological map to create a mosaic for these maps. A final mosaic map was obtained as defined in figure-2. A shape file point was chosen and the top of Touronian was recognized. More than 1000 points were selected for the top of Touronian and then they were interpolated. These points were actual top of the Touronian age and some of these points were virtual of the top of the Touronian age. The data were analyzed in order to issue a structure map of top Touronian. As well the accident lineaments and faults maps were generated for the study area. The main research approach is shown below. Different structural maps for the study area were created by using geological software. While line shape file was chosen to identify the structures features of the study area. 4. RESULTS AND DISCUSSIONS The mosaic map of the eight sheets of the geological maps is shown in the figure-2. This map was used to define the topography of the top Turonian (top Ajlun group) and the structures features of the study area. The structure features of the study area are shown in figure-3. The study area has many mean faults and lineaments. Most of these faults are normal faults. These faults uplifted the considered area and as a final result the turonian age was weathered and eroded at southern parts of the study area. The results of the topographic points for the top Turonian age are shown in the figure-4. These points were covered all the study area. These points were used to create a structural maps of the Turonian. Some of these points shows that the top turonian locate beneath the topography and the other points show that the top Turonian is missed and locate over the topography. The map of the top Turonian age (Top Ajlun group) is shown in figure-5. The distribution of the top Turonian height are – 320 m at the flat area of the shore of the Jordan Valley and reach to about 1100 m at the mountains that locate to the eastern part of the Jordan Valley. The topography of the study area is shown in figure-6. It shows that the topography of the study area are distributed between – 250 m at the shore of the Jordan Valley to about 1090 m at the mountains. This is mean that at some locations the topography were higher than that of the top Turonian and at some locations the top Turonian are higher than the topography which is mean that the top Turonian is missed by erosion or the Turonian did not sediment because at these locations the topography were higher than the surrounding area. Figures 5 and 6 were merged. After merging these two figures a new figures were issued. These figures 7 and 8 show that at southern and middle parts of the study area the top Turonian (Top Ajlun) was present while the top Turonian was apsent at the northern part of the study area due to that the topography was higher at the time of top Turonian settlement or the area uplifted due to a main earth movement and then the top Turonian was eroded. For more clearance image for the distribution of the top Turonian age (Top Ajlun group, Wadi As Sir formation). Arc Scene image was issued. The brown color indicate to top Turonian in this image and the topographic layer is in yellow color. 5. CONCLUSIONS This research shows that the top Turonian age (Top Ajlun Group, Top Wadi As Sir formation) which is the shallow top aquifer in the study area are distributed along the southern part of the eastern high lands of the Jordan River while this formation are missed at the northern part of the study area towards the Lake Tiberius (Sea Galilee) due to different factors as a tectonic activities and depositional environments. Results from this research are coincide with the results that found by other researchers. Declarations Conflicts of interest The author has no conflicts of interest to disclose. Research Financing This research was done with self-support with no any financing support from any establishments. Author Contribution The corresponding author responced for the data and writing the manuscript.The second author responced for editing the manuscript. References Abed, A., Kraishan, G., 1991, Evidence for shallow-marine origin of a ‘Monterey-Formation type’ chert-phosphorite-dolomite sequence: Amman Formation (Late Cretaceous), Central Jordan: Facies 24:25-38. Ahmad, F., Al-Hammad, A., 2002, Oysters and echinoids from the Naur Formation (late Aptian-early Cenomanian) of central Jordan: Neues Jahrbuch fuer Geologie und Palaeontologie. Monatshefte, 2002(8), 449-464. Bender F (1974). The geology of Jordan, contribution to the regional geology of the earth, Suppl edn of vol. 7. Gebrueder Borntraeger, Berlin Bandel, K., Geys, J., 1985, Regular echinoids in the Upper Cretaceous of the Hashemite Kingdom of Jordan: Annales Société Geologique du Nord, 104, 97-115. Basha SH (1978) Foraminifera from the Ajlun Group of east Jordan. Jour. Geol. Soc. Iraq 11: 67-91. Dilley FC (1985) Cretaceous correlations in the Hamza Wells No. 1 to 5. Palaeontology Report No. 6. Natural Resources Authority of Jordan, Amman. Powell J (1989) Stratigraphy and sedimentation of the Phanerozoic rocks in central and south Jordan, part B: Kurnub, Ajlun and Belqa Groups. Bulliten, vol. 11. Geology Directorate, Natural Resources Authority of Jordan, Amman, pp 130. Quennell AM (1951) The Geology and Mineral Resources of (former) Transjordan. Colonial Geology and Mineral Resources 2: 85-115. Wetzel R, Morton DM (1959) Contribution a la geologie de la Transjordanie. Notes et Memoirs sur le Moyen Orient 7: 95-191. Additional Declarations No competing interests reported. Cite Share Download PDF Status: Under Review Version 1 posted Reviewers agreed at journal 25 Apr, 2026 Reviewers invited by journal 16 Aug, 2025 Editor assigned by journal 14 Apr, 2025 Submission checks completed at journal 14 Apr, 2025 First submitted to journal 04 Apr, 2025 You are reading this latest preprint version Research Square lets you share your work early, gain feedback from the community, and start making changes to your manuscript prior to peer review in a journal. As a division of Research Square Company, we’re committed to making research communication faster, fairer, and more useful. We do this by developing innovative software and high quality services for the global research community. Our growing team is made up of researchers and industry professionals working together to solve the most critical problems facing scientific publishing. Also discoverable on Platform About Our Team In Review Editorial Policies Advisory Board Help Center Resources Author Services Accessibility API Access RSS feed Manage Cookie Preferences © Research Square 2026 | ISSN 2693-5015 (online) Privacy Policy Terms of Service Do Not Sell My Personal Information {"props":{"pageProps":{"initialData":{"identity":"rs-6375741","acceptedTermsAndConditions":true,"allowDirectSubmit":false,"archivedVersions":[],"articleType":"Research Article","associatedPublications":[],"authors":[{"id":501339103,"identity":"80b80528-f508-48ac-89e7-393227adf3be","order_by":0,"name":"Emad J. Akawwi","email":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAAyAQMAAABI0h/eAAAABlBMVEX///8AAABVwtN+AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA7UlEQVRIiWNgGAWjYFCCAwyMDUCKjb0HzAVxEojUwnOGaC0QVQwMEjlIHHyAn/HwwY8zag4n9km+PfiZh8FGdsMBhocP8GmRbDiWLLnh2OHENum8ZGkehjRjoJZkA3xaDA6cMZB8wHY7t006xwCo5XAiUEuaBD4t9gfOf/754B9Qi+QZ4988DP8JazFgOMMmubENqEWCxwxoywHCWiQOHDOznNn3v76NJy/Nco5BsvHMwwT8wj/j8OObPd/SjOXbzx6+8abCTrbveE/iA3xagNagupOBgZknAa8OBv4GDCH2AxhCo2AUjIJRMKIBAF/fUlINmb6QAAAAAElFTkSuQmCC","orcid":"","institution":"Al-Balqa Applied University","correspondingAuthor":true,"prefix":"","firstName":"Emad","middleName":"J.","lastName":"Akawwi","suffix":""},{"id":501339105,"identity":"5b6edfa6-997a-4f39-8ea9-3e5ee3fe192f","order_by":1,"name":"Abed Al rahman Abu Alades","email":"","orcid":"","institution":"Al-Balqa Applied University","correspondingAuthor":false,"prefix":"","firstName":"Abed","middleName":"Al rahman Abu","lastName":"Alades","suffix":""}],"badges":[],"createdAt":"2025-04-04 11:23:20","currentVersionCode":1,"declarations":"","doi":"10.21203/rs.3.rs-6375741/v1","doiUrl":"https://doi.org/10.21203/rs.3.rs-6375741/v1","draftVersion":[],"editorialEvents":[],"editorialNote":"","failedWorkflow":false,"files":[{"id":89849115,"identity":"b4ac28ba-38a7-467d-a998-a1d4f9d429dc","added_by":"auto","created_at":"2025-08-25 16:55:59","extension":"png","order_by":1,"title":"Figure 1","display":"","copyAsset":false,"role":"figure","size":399488,"visible":true,"origin":"","legend":"\u003cp\u003eShow and define the location of the considering area.\u003c/p\u003e","description":"","filename":"1.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/ea376292fe00a28a7f1bc8af.png"},{"id":89848337,"identity":"9db3e5c9-2f95-4af6-82b2-569ba0eb715b","added_by":"auto","created_at":"2025-08-25 16:47:59","extension":"png","order_by":2,"title":"Figure 2","display":"","copyAsset":false,"role":"figure","size":616499,"visible":true,"origin":"","legend":"\u003cp\u003ea mosaic of the geological maps of scale 1:50,000 covered the study area.\u003c/p\u003e","description":"","filename":"2.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/216e573e7afe89d10871f8aa.png"},{"id":89848340,"identity":"46a276be-0ec4-401f-9040-52469809a959","added_by":"auto","created_at":"2025-08-25 16:47:59","extension":"png","order_by":3,"title":"Figure 3","display":"","copyAsset":false,"role":"figure","size":293687,"visible":true,"origin":"","legend":"\u003cp\u003eThe structure features (faults, lineaments and anticlines) of the study area.\u003c/p\u003e","description":"","filename":"3.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/c6b4e31ce9012060c12c7ff7.png"},{"id":89849119,"identity":"aa68f23c-f49b-4516-a795-6b68e7082b36","added_by":"auto","created_at":"2025-08-25 16:55:59","extension":"png","order_by":4,"title":"Figure 4","display":"","copyAsset":false,"role":"figure","size":177608,"visible":true,"origin":"","legend":"\u003cp\u003ethe shape file (points) of the top Turonian, more than one thousands points.\u003c/p\u003e","description":"","filename":"4.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/5fd8c6dd086894945d0b243d.png"},{"id":89850017,"identity":"787d601b-c24f-49b6-9ff3-a45b06103336","added_by":"auto","created_at":"2025-08-25 17:11:59","extension":"png","order_by":5,"title":"Figure 5","display":"","copyAsset":false,"role":"figure","size":169304,"visible":true,"origin":"","legend":"\u003cp\u003eThe top Turonian along the eastern high land of the Jordan Valley of the study area.\u003c/p\u003e","description":"","filename":"5.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/d6d89e287271b3caa8adbb1f.png"},{"id":89849304,"identity":"e11c2c68-5aa6-42f4-bd90-45454a863f57","added_by":"auto","created_at":"2025-08-25 17:03:59","extension":"png","order_by":6,"title":"Figure 6","display":"","copyAsset":false,"role":"figure","size":463862,"visible":true,"origin":"","legend":"\u003cp\u003eThe topography map of the study area.\u003c/p\u003e","description":"","filename":"6.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/1a5b877171a3d9604a058bc6.png"},{"id":89848348,"identity":"9b0c3c57-ff20-4d70-911e-fb81f3360994","added_by":"auto","created_at":"2025-08-25 16:47:59","extension":"png","order_by":7,"title":"Figure 7","display":"","copyAsset":false,"role":"figure","size":460125,"visible":true,"origin":"","legend":"\u003cp\u003eMerging between topography and top Turonian of the southern part of the study area\u003c/p\u003e","description":"","filename":"7.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/206d1b4f9de183bff8b6b2f4.png"},{"id":89849122,"identity":"5b14e092-b9c2-473c-bcf7-8535f1328aea","added_by":"auto","created_at":"2025-08-25 16:55:59","extension":"png","order_by":8,"title":"Figure 8","display":"","copyAsset":false,"role":"figure","size":318958,"visible":true,"origin":"","legend":"\u003cp\u003eMerging between topography and top Turonian of the middle and northern part of the study area\u003c/p\u003e","description":"","filename":"8.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/9f2bd63b02d4be1c3607df00.png"},{"id":89849116,"identity":"c9cce074-3cb6-4066-91b0-cace030d8956","added_by":"auto","created_at":"2025-08-25 16:55:59","extension":"png","order_by":9,"title":"Figure 9","display":"","copyAsset":false,"role":"figure","size":96072,"visible":true,"origin":"","legend":"\u003cp\u003eUnnumbered Image in the Methodology Section.\u003c/p\u003e","description":"","filename":"unnumberfig1.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/92172e832cb4ff812f566fcf.png"},{"id":89849124,"identity":"10065aea-2ef3-4bff-a5fc-1b1f5af12e82","added_by":"auto","created_at":"2025-08-25 16:55:59","extension":"png","order_by":10,"title":"Figure 10","display":"","copyAsset":false,"role":"figure","size":204714,"visible":true,"origin":"","legend":"\u003cp\u003eUnnumbered Image in the Results and Discussions Section.\u003c/p\u003e","description":"","filename":"unnumberfig2.png","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/ed2bbb45e01420098bd01b5c.png"},{"id":89848336,"identity":"5dc64c54-882a-45f0-932e-b7a3de848997","added_by":"auto","created_at":"2025-08-25 16:47:59","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":419100,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-6375741/v1/53793e4d-35cd-4713-a5ca-3f152227462a.pdf"}],"financialInterests":"No competing interests reported.","formattedTitle":"Using GIS to Determine the Ancient Geomorphology of the Upper Aquifer in Eastern Highland of the Jordan Valley","fulltext":[{"header":"1. INTRODUCTION","content":"\u003cp\u003eMore than two-third of Jordan covered by Upper Cretaceous which consists of carbonate rocks. Most of Jordan was covered by shallow, warm seas during the Cenomanian and Turonian Ages. In these geological ages, layer of the Ajlun Group which consists of different formations as Naur, Fuheis, Hummar, Shuayb, and Wadi As Sir formations were deposited in Jordan (Bandel and Geys (1985), Powell (1989), Abed and Kraishan (1991), Bandel et al. (1999), Ahmad and Al-Hammad (2002)). The early turonian age formation \u0026ldquo;Shuayb\u0026rdquo; is named by (Wetzel and Morton, 1959; Basha, 1978; Dilley, 1985). This formation overlain by Wadi As Sir Formation. Which is the upper shallow aquifer in Jordan. It consists of thinly bedded limestone and marly limestone rocks.\u003c/p\u003e\n\u003cp\u003eThe age of the Ajlun Group is Cenomanian-Turonian is missing in the south of Jordan due to erosion factors where a consequence of the recent uplift associated with formation of the Dead Sea Transform (DST) in the Middle Miocene age according to Bender, 1974; Powell, 1989. The Ajlun group is fully crops out in different wadis throughout the western mountains range forming the eastern shoulder of the Dead Sea Transform\u003c/p\u003e\n\u003cp\u003eOutcropping rocks which are distributed on foothills, the escarpment, and highlands of considering area are from the Triassic, Jurassic, and Cretaceous ages. The deposits that cover the rift valley are from Tertiary and Quaternary ages. Table\u0026nbsp;1 shows the different geological formations in the considering area.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eTable-1: Simplified hydro-geological rock units classification of the considered area\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003eQuennel (1951) divided the Upper Cretaceous into two groups. These groups are a lower Ajlun Group and Belqa Group. The first group includes all the marine sediments of Cenomanian\u0026ndash;Turanian age. It is represented by a sequence of carbonates rocks. It consists of limestone, marly limestone, marl, shale, dolomite, and sandstone in a few locations. The second one is composed of all sediments from the Late-Turonian to Early-Oligocene. The younger group is Jordan Valley (JV) Group consists of sediments from Tertiary age. It is outcropping in the Jordan Valley and along the Jordan Rift side. The following three formations: Lisan formation (JV3), Ghor El-Katar formation (JV2) and Shaquar Formation (JV1) are the three parts of the JV group. This group consists of sand, marl, and conglomerate, overlain by Quaternary gravel, sand, and soil. The Jordan Valley deposits were overlain by the Quaternary deposits.\u003c/p\u003e\n\u003cp\u003eThe main objectives of this research are determine the ancient topography of the top Turonian age (top Ajlun group, the Wadi As Sir formation). This is the shallow or upper aquifer in Jordan. Create a structural maps and create a hydrogeological maps of the study area. These maps will be used for a hydrogeological model for the study area.\u003c/p\u003e"},{"header":"2. STUDY AREA","content":"\u003cp\u003eThis research covered an area of the Eastern highlands of the Jordan Valley. This area extends from Lake Tiberias at the north at a coordinate of \u003cb\u003e32.7964\u0026deg; N, 35.5778\u0026deg; E.\u003c/b\u003e to the northern corner of the Dead Sea at coordinate of \u003cb\u003e31.5007\u0026deg; N, 35.4224\u0026deg; E.\u003c/b\u003e as a GS84. The location map of the study area is shown in Fig.\u0026nbsp;\u003cspan refid=\"Fig1\" class=\"InternalRef\"\u003e1\u003c/span\u003e.\u003c/p\u003e\u003cp\u003e\u003c/p\u003e"},{"header":"3. METHODOLOGY","content":"\u003cp\u003eA geographic information system (GIS) can be explained as system programmed to captivate, store, analyze, manipulate, administer, and exist all types of geographical information. GIS can be used as tool for solving problems and for decision making processes, in addition to visualization of data in spatial circumstances. Geospatial data can be analyzed in order to determine several features related position and locations on Earth\u0026rsquo;s surface. Therefore different kinds of data can be shown on maps by using GIS.\u003c/p\u003e\u003cp\u003eThe geological data were extracted from geological maps with 1:50,000 scale that generated by Natural Resources Authority and topographic maps of scale 1:25,000 generated by Royal Geographic Center. The geological maps cover an area at the eastern side of the Jordan Valley toward the highlands to the East of the Jordan Valley. These Geological maps sheets are Al-Karameh, Al-Salt, Amman, Jerash, Daer Alla, Daer Abu Saaid, North Shwaneh, and Irbid. A digital copies of these maps were generated by scanning. After that each sheet of the geological map was registered, geo-referenced, verified, and finally saved by using Datum WGS 84 into geographic information system \u0026ldquo;ArcMap\u0026rdquo;. These steps were repeated for each sheet of the geological map to create a mosaic for these maps. A final mosaic map was obtained as defined in figure-2. A shape file point was chosen and the top of Touronian was recognized. More than 1000 points were selected for the top of Touronian and then they were interpolated. These points were actual top of the Touronian age and some of these points were virtual of the top of the Touronian age. The data were analyzed in order to issue a structure map of top Touronian. As well the accident lineaments and faults maps were generated for the study area. The main research approach is shown below. Different structural maps for the study area were created by using geological software. While line shape file was chosen to identify the structures features of the study area.\u003c/p\u003e\u003cp\u003e\u003c/p\u003e"},{"header":"4. RESULTS AND DISCUSSIONS","content":"\u003cp\u003eThe mosaic map of the eight sheets of the geological maps is shown in the figure-2. This map was used to define the topography of the top Turonian (top Ajlun group) and the structures features of the study area.\u003c/p\u003e\n\u003cp\u003eThe structure features of the study area are shown in figure-3. The study area has many mean faults and lineaments. Most of these faults are normal faults. These faults uplifted the considered area and as a final result the turonian age was weathered and eroded at southern parts of the study area. \u0026nbsp;\u003c/p\u003e\n\u003cp\u003eThe results of the topographic points for the top Turonian age are shown in the figure-4. These points were covered all the study area. These points were used to create a structural maps of the Turonian. Some of these points shows that the top turonian locate beneath the topography and the other points show that the top Turonian is missed and locate over the topography.\u003c/p\u003e\n\u003cp\u003eThe map of the top Turonian age (Top Ajlun group) is shown in figure-5. The distribution of the top Turonian height are \u0026ndash; 320 m at the flat area of the shore of the Jordan Valley and reach to about 1100 m at the mountains that locate to the eastern part of the Jordan Valley.\u003c/p\u003e\n\u003cp\u003eThe topography of the study area is shown in figure-6. It shows that the topography of the study area are distributed between \u0026ndash; 250 m at the shore of the Jordan Valley to about 1090 m at the mountains. This is mean that at some locations the topography were higher than that of the top Turonian and at some locations the top Turonian are higher than the topography which is mean that the top Turonian is missed by erosion or the Turonian did not sediment because at these locations the topography were higher than the surrounding area.\u003c/p\u003e\n\u003cp\u003eFigures 5 and 6 were merged. After merging these two figures a new figures were issued. These figures 7 and 8 show that at southern and middle parts of the study area the top Turonian (Top Ajlun) was present while the top Turonian was apsent at the northern part of the study area due to that the topography was higher at the time of top Turonian settlement or the area uplifted due to a main earth movement and then the top Turonian was eroded.\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eFor more clearance image for the distribution of the top Turonian age (Top Ajlun group, Wadi As Sir formation). Arc Scene image was issued. The brown color indicate to top Turonian in this image and the topographic layer is in yellow color.\u003c/p\u003e"},{"header":"5. CONCLUSIONS","content":"\u003cp\u003eThis research shows that the top Turonian age (Top Ajlun Group, Top Wadi As Sir formation) which is the shallow top aquifer in the study area are distributed along the southern part of the eastern high lands of the Jordan River while this formation are missed at the northern part of the study area towards the Lake Tiberius (Sea Galilee) due to different factors as a tectonic activities and depositional environments. Results from this research are coincide with the results that found by other researchers.\u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003eConflicts of interest\u003c/p\u003e\n\u003cp\u003eThe author has no conflicts of interest to disclose.\u003c/p\u003e\n\u003cp\u003eResearch Financing\u003c/p\u003e\n\u003cp\u003eThis research was done with self-support with no any financing support from any establishments.\u003c/p\u003e\u003ch2\u003eAuthor Contribution\u003c/h2\u003e\u003cp\u003eThe corresponding author responced for the data and writing the manuscript.The second author responced for editing the manuscript.\u003c/p\u003e"},{"header":" References","content":"\u003col\u003e\n \u003cli\u003eAbed, A., Kraishan, G., 1991, Evidence for shallow-marine origin of a \u0026lsquo;Monterey-Formation type\u0026rsquo; chert-phosphorite-dolomite sequence: Amman Formation (Late Cretaceous), Central Jordan: Facies 24:25-38.\u003c/li\u003e\n \u003cli\u003eAhmad, F., Al-Hammad, A., 2002, Oysters and echinoids from the Naur Formation (late Aptian-early Cenomanian) of central Jordan: Neues Jahrbuch fuer Geologie und Palaeontologie. Monatshefte, 2002(8), 449-464.\u003c/li\u003e\n \u003cli\u003eBender F (1974). The geology of Jordan, contribution to the regional geology of the earth, Suppl edn of vol. 7. Gebrueder Borntraeger, Berlin\u003c/li\u003e\n \u003cli\u003eBandel, K., Geys, J., 1985, Regular echinoids in the Upper Cretaceous of the Hashemite Kingdom of Jordan: Annales Soci\u0026eacute;t\u0026eacute; Geologique du Nord, 104, 97-115.\u003c/li\u003e\n \u003cli\u003eBasha SH (1978) Foraminifera from the Ajlun Group of east Jordan. Jour. Geol. Soc. Iraq 11: 67-91.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eDilley FC (1985) Cretaceous correlations in the Hamza Wells No. 1 to 5. Palaeontology Report No. 6. Natural Resources Authority of Jordan, Amman.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003ePowell J (1989) Stratigraphy and sedimentation of the Phanerozoic rocks in central and south Jordan, part B: Kurnub, Ajlun and Belqa Groups. Bulliten, vol. 11. Geology Directorate, Natural Resources Authority of Jordan, Amman, pp 130.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eQuennell AM (1951) The Geology and Mineral Resources of (former) Transjordan. Colonial Geology and Mineral Resources 2: 85-115.\u0026nbsp;\u003c/li\u003e\n \u003cli\u003eWetzel R, Morton DM (1959) Contribution a la geologie de la Transjordanie. Notes et Memoirs sur le Moyen Orient 7: 95-191.\u0026nbsp;\u003c/li\u003e\n\u003c/ol\u003e"}],"fulltextSource":"","fullText":"","funders":[],"hasAdminPriorityOnWorkflow":false,"hasManuscriptDocX":true,"hasOptedInToPreprint":true,"hasPassedJournalQc":"","hasAnyPriority":false,"hideJournal":false,"highlight":"","institution":"","isAcceptedByJournal":false,"isAuthorSuppliedPdf":false,"isDeskRejected":"","isHiddenFromSearch":false,"isInQc":false,"isInWorkflow":false,"isPdf":false,"isPdfUpToDate":true,"isWithdrawnOrRetracted":false,"journal":{"display":true,"email":"[email protected]","identity":"applied-geomatics","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":false,"externalIdentity":"agmj","sideBox":"Learn more about [Applied Geomatics](http://link.springer.com/journal/12518)","snPcode":"12518","submissionUrl":"https://submission.nature.com/new-submission/12518/3","title":"Applied Geomatics","twitterHandle":"","acdcEnabled":true,"dfaEnabled":true,"editorialSystem":"stoa","reportingPortfolio":"Springer Hybrid","inReviewEnabled":true,"inReviewRevisionsEnabled":false},"keywords":"Turonian, Jordan Valley, Structural Map, Aquifer","lastPublishedDoi":"10.21203/rs.3.rs-6375741/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-6375741/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003eThe main and general objective of this work is to define how to use the spatial analysis of top Turonian (top Ajlun group, Wadi As Sir formation) through geographic information systems (GIS). This research created to define and determine the ancient topography of the top turonian age. This is the upper or shallow aquifer in Jordan. In order to obtain these objectives a several geological and structural maps were collected and digitized by using geographic information systems (GIS). The structural map of the top of Turonian was issued. This structural map was used to study the historical of the upper aquifer or shallow aquifer that named Wadi As Sir formation of the upper turonian in the eastern highlands of the Jordan Valley. More than one thousand locations as a points by using GIS. The structural maps were used to define the structure features as lineaments and faults along the study area. Many maps were created for this study by using the GIS. These maps will be used with other researcher as base for the hydrogeology software in order to create a hydrogeological model of the Jordan Valley area.\u003c/p\u003e","manuscriptTitle":"Using GIS to Determine the Ancient Geomorphology of the Upper Aquifer in Eastern Highland of the Jordan Valley","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2025-08-25 16:47:54","doi":"10.21203/rs.3.rs-6375741/v1","editorialEvents":[{"type":"communityComments","content":0},{"type":"reviewerAgreed","content":"288486515512364637735828778802834062118","date":"2026-04-25T13:23:18+00:00","index":"hide","fulltext":""},{"type":"reviewersInvited","content":"","date":"2025-08-16T16:12:49+00:00","index":"","fulltext":""},{"type":"editorAssigned","content":"","date":"2025-04-14T09:33:27+00:00","index":"","fulltext":""},{"type":"checksComplete","content":"","date":"2025-04-14T09:31:26+00:00","index":"","fulltext":""},{"type":"submitted","content":"Applied Geomatics","date":"2025-04-04T11:18:03+00:00","index":"","fulltext":""}],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"applied-geomatics","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":false,"externalIdentity":"agmj","sideBox":"Learn more about [Applied Geomatics](http://link.springer.com/journal/12518)","snPcode":"12518","submissionUrl":"https://submission.nature.com/new-submission/12518/3","title":"Applied Geomatics","twitterHandle":"","acdcEnabled":true,"dfaEnabled":true,"editorialSystem":"stoa","reportingPortfolio":"Springer Hybrid","inReviewEnabled":true,"inReviewRevisionsEnabled":false}}],"origin":"","ownerIdentity":"d2443d42-0734-49b2-8479-b9b6401c088a","owner":[],"postedDate":"August 25th, 2025","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"under-review","subjectAreas":[],"tags":[],"updatedAt":"2025-08-25T16:47:55+00:00","versionOfRecord":[],"versionCreatedAt":"2025-08-25 16:47:54","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-6375741","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-6375741","identity":"rs-6375741","version":["v1"]},"buildId":"8U1c8b4HqxoKbykW_rLl7","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}