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landslides and mass movements of Great Britain and interpret them in terms of the hazard that they engender so that they may be avoided, or mitigated. A central part of this project is the operation of the National Landslide Database. The National Landslide Database forms the primary record of landslide information in Great Britain. It records information gathered by the Landslide Project and projects elsewhere in the BGS on landslide events and landforms throughout Great Britain. It incorporates information from other databases, including regional landslide databases held within BGS which includes the National Landslide Database created for the DOE in 1994. The database records the name and location of all landslides known to the project and wherever possible also records information on classification, dimensions, physical characteristics, geology, history, causal factors and impacts of each landslide as well as references to other data sources.","langeng":"The aim of the Landslides Project is to define, describe and catalogue the landslides and mass movements of Great Britain and interpret them in terms of the hazard that they engender so that they may be avoided, or mitigated. A central part of this project is the operation of the National Landslide Database. The National Landslide Database forms the primary record of landslide information in Great Britain. It records information gathered by the Landslide Project and projects elsewhere in the BGS on landslide events and landforms throughout Great Britain. It incorporates information from other databases, including regional landslide databases held within BGS which includes the National Landslide Database created for the DOE in 1994. The database records the name and location of all landslides known to the project and wherever possible also records information on classification, dimensions, physical characteristics, geology, history, causal factors and impacts of each landslide as well as references to other data sources."},"OrgForResourceObject":[{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"}],"distributorOrgForResourceObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"contactForResource":[{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"distributor","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3143","address":"Environmental Science Centre, Nicker Hill, Keyworth, NOTTINGHAM, NOTTINGHAMSHIRE, NG12 5GG, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"pointOfContact","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3143","address":"Environmental Science Centre, Nicker Hill, Keyworth, NOTTINGHAM, NOTTINGHAMSHIRE, NG12 5GG, United Kingdom"}],"pointOfContactOrgForResourceObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"supplementalInformationObject":{"default":"Start date indicated date at which current data structure was adopted. 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Romwe Catchment was a site at which a number of projects undertook complementary research to assess controls on recharge to and yield from weathered basement aquifers. A range of data were collected including rainfall, groundwater levels and water chemistry of groundwaters, surface waters and precipitation. A geological map was also produced for the study area. Full methodology for the study can be found within the outputs from this work.","langeng":"Large areas of the world are underlain by crystalline basement rock of igneous or metamorphic origin, for many people in arid and semi-arid areas these aquifers are seasonally important. Romwe Catchment was a site at which a number of projects undertook complementary research to assess controls on recharge to and yield from weathered basement aquifers. A range of data were collected including rainfall, groundwater levels and water chemistry of groundwaters, surface waters and precipitation. 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(GB3D_v2014)"},"publicationDateForResource":["2014"],"publicationYearForResource":"2014","publicationMonthForResource":"2014","resourceDate":[{"type":"publication","date":"2014-01-01T00:00:00.000Z"}],"resourceTemporalDateRange":[{"gte":"2014-01-01T00:00:00.000Z","lte":"2014-01-01T00:00:00.000Z"},{"gte":"2009-01-01T00:00:00.000Z","lte":"2014-07-01T00:00:00.000Z"}],"resourceIdentifier":[{"code":"http://data.bgs.ac.uk/id/dataHolding/13606278","codeSpace":"","link":""}],"resourceAbstractObject":{"default":"In 2011 the British Geological Survey (BGS) decided to begin the assembly of a National Geological Model (NGM) from its existing and on-going geological framework models , comprising integrated national crustal, bedrock and Quaternary models. The bedrock component is the most advanced of these themes and comprises both the calculated models and a complementary network of cross-sections that provide a fence diagram for the bedrock geology of Great Britain. This fence diagram, the GB3D_v2014 dataset is available in a variety of formats from the BGS website www.bgs.ac.uk as free downloads, it supercedes the earlier 2012 version. The model complements the existing 1:625 000 scale mapsheets published by BGS utilising the same colour schema and geological classification. The component cross-sections extend to depths between 1.5 and 6 km; they have an aggregate length of over 25,000 km, and they are snapped together at their intersections to ensure total consistency. The sections are based on the existing BGS geological framework models where they cut through them together and incorporate around 300 deep stratigraphic boreholes across England and Wales. The sections also take account of the vast wealth of published data on the subsurface structure of Britain both from BGS and in the scientific literature. Much of this is in the form of cross-sections, contour maps of surfaces, and thicknesses (isopachs). The fence diagram has been built in the Geological Surveying and Investigation in 3D (GSI3D) software. It is envisaged that this dataset will form a useful educational resource for geoscience students and the general public, and also provide the bedrock geology context and structure for regional and catchment scale studies. The fence diagram has been built in stages between 2009-14 using funding from the BGS National Capability Programme the Environment Agency of England and Wales, and the Nuclear Decommissioning Authority. Some 16 expert regional geologists compiled the sections.","langeng":"In 2011 the British Geological Survey (BGS) decided to begin the assembly of a National Geological Model (NGM) from its existing and on-going geological framework models , comprising integrated national crustal, bedrock and Quaternary models. The bedrock component is the most advanced of these themes and comprises both the calculated models and a complementary network of cross-sections that provide a fence diagram for the bedrock geology of Great Britain. This fence diagram, the GB3D_v2014 dataset is available in a variety of formats from the BGS website www.bgs.ac.uk as free downloads, it supercedes the earlier 2012 version. The model complements the existing 1:625 000 scale mapsheets published by BGS utilising the same colour schema and geological classification. The component cross-sections extend to depths between 1.5 and 6 km; they have an aggregate length of over 25,000 km, and they are snapped together at their intersections to ensure total consistency. The sections are based on the existing BGS geological framework models where they cut through them together and incorporate around 300 deep stratigraphic boreholes across England and Wales. The sections also take account of the vast wealth of published data on the subsurface structure of Britain both from BGS and in the scientific literature. Much of this is in the form of cross-sections, contour maps of surfaces, and thicknesses (isopachs). The fence diagram has been built in the Geological Surveying and Investigation in 3D (GSI3D) software. It is envisaged that this dataset will form a useful educational resource for geoscience students and the general public, and also provide the bedrock geology context and structure for regional and catchment scale studies. The fence diagram has been built in stages between 2009-14 using funding from the BGS National Capability Programme the Environment Agency of England and Wales, and the Nuclear Decommissioning Authority. Some 16 expert regional geologists compiled the sections."},"OrgForResourceObject":[{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"},{"default":"British Geological Survey","langeng":"British Geological Survey"}],"distributorOrgForResourceObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"contactForResource":[{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"distributor","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3143","address":"Environmental Science Centre, Nicker Hill, Keyworth, NOTTINGHAM, NOTTINGHAMSHIRE, NG12 5GG, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"pointOfContact","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3143","address":"Environmental Science Centre, Nicker Hill, Keyworth, NOTTINGHAM, NOTTINGHAMSHIRE, NG12 5GG, United Kingdom"},{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"custodian","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3143","address":"Environmental Science Centre, Nicker Hill, Keyworth, NOTTINGHAM, NOTTINGHAMSHIRE, NG12 5GG, United Kingdom"}],"pointOfContactOrgForResourceObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"custodianOrgForResourceObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"supplementalInformationObject":{"default":"The fence diagram has been frozen in July 2014, it is anticipated that it will be enhanced further in terms of detail and depth in future years. Probably updated every two years and released as new versions. We recommend that this dataset should be used for general and geoscience education to illustrate of national and regional bedrock geology of Great Britain (from the available download), Illustrating national or regional bedrock geology overviews for scientific publications for widespread and/or non specialist use and regional GIS projects including the extents (x,y) of individual geological units (generated for GIS in GSI3D). We recommend that this dataset should not be used for Detailed geological assessments of any kind, e.g. borehole, site or linear route prognosis, resource-reserve estimation and exploration of any kind and any representation or use outside the intended regional to national (250K-1M) resolution.","langeng":"The fence diagram has been frozen in July 2014, it is anticipated that it will be enhanced further in terms of detail and depth in future years. Probably updated every two years and released as new versions. We recommend that this dataset should be used for general and geoscience education to illustrate of national and regional bedrock geology of Great Britain (from the available download), Illustrating national or regional bedrock geology overviews for scientific publications for widespread and/or non specialist use and regional GIS projects including the extents (x,y) of individual geological units (generated for GIS in GSI3D). We recommend that this dataset should not be used for Detailed geological assessments of any kind, e.g. borehole, site or linear route prognosis, resource-reserve estimation and exploration of any kind and any representation or use outside the intended regional to national (250K-1M) resolution."},"hasOverview":"true","resourceLanguage":["eng"],"tag":[{"default":"NERC_DDC","langeng":"NERC_DDC"},{"default":"UK Location (INSPIRE)","langeng":"UK Location (INSPIRE)","link":"http://www.data.gov.uk","key":"http://www.data.gov.uk"},{"default":"Fence diagrams","langeng":"Fence diagrams"},{"default":"Geology","langeng":"Geology"},{"default":"Geology","langeng":"Geology","link":"https://inspire.ec.europa.eu/theme/ge","key":"https://inspire.ec.europa.eu/theme/ge"},{"default":"GBN","langeng":"GBN"},{"default":"GREAT BRITAIN [id=139600]","langeng":"GREAT BRITAIN [id=139600]"}],"tagNumber":"7","isOpenData":"false","keywordType-dataCentre":[{"default":"UK Location (INSPIRE)","langeng":"UK Location (INSPIRE)","link":"http://www.data.gov.uk"}],"keywordType-place":[{"default":"GBN","langeng":"GBN"},{"default":"GREAT BRITAIN [id=139600]","langeng":"GREAT BRITAIN [id=139600]"}],"th_otherKeywords-Number":"1","th_otherKeywords-":[{"default":"NERC_DDC","langeng":"NERC_DDC"}],"th_otherKeywords-dataCentreNumber":"1","th_otherKeywords-dataCentre":[{"default":"UK Location (INSPIRE)","langeng":"UK Location (INSPIRE)","link":"http://www.data.gov.uk"}],"th_BGSThesaurusofGeosciencesNumber":"2","th_BGSThesaurusofGeosciences":[{"default":"Fence diagrams","langeng":"Fence diagrams"},{"default":"Geology","langeng":"Geology"}],"th_GEMET-INSPIREthemesversion1-0Number":"1","th_GEMET-INSPIREthemesversion1-0":[{"default":"Geology","langeng":"Geology","link":"https://inspire.ec.europa.eu/theme/ge"}],"allKeywords":{"th_otherKeywords-":{"title":"otherKeywords-","theme":"","keywords":[{"default":"NERC_DDC","langeng":"NERC_DDC"}]},"th_otherKeywords-dataCentre":{"title":"otherKeywords-dataCentre","theme":"dataCentre","keywords":[{"default":"UK Location (INSPIRE)","langeng":"UK Location (INSPIRE)","link":"http://www.data.gov.uk"}]},"th_BGSThesaurusofGeosciences":{"multilingualTitle":{"default":"BGS Thesaurus of Geosciences","langeng":"BGS Thesaurus of Geosciences"},"theme":"","keywords":[{"default":"Fence diagrams","langeng":"Fence diagrams"},{"default":"Geology","langeng":"Geology"}]},"th_GEMET-INSPIREthemesversion1-0":{"multilingualTitle":{"default":"GEMET - INSPIRE themes, version 1.0","langeng":"GEMET - INSPIRE themes, version 1.0"},"theme":"","keywords":[{"default":"Geology","langeng":"Geology","link":"https://inspire.ec.europa.eu/theme/ge"}]}},"cl_topic":[{"key":"geoscientificInformation","default":"Geoscientific information","langeng":"Geoscientific information"}],"resolutionScaleDenominator":["625000"],"maintenance":[{"frequency":"biannually"}],"MD_LegalConstraintsOtherConstraintsObject":[{"default":"The GB3D geological model for Great Britain is available for free as a digital download; either as a 3D pdf, as a Google Earth layer or as part of a free BGS model viewer. The GB3D downloads listed here are delivered under the Open Government Licence, subject to the following acknowledgement accompanying the reproduced BGS.","langeng":"The GB3D geological model for Great Britain is available for free as a digital download; either as a 3D pdf, as a Google Earth layer or as part of a free BGS model viewer. The GB3D downloads listed here are delivered under the Open Government Licence, subject to the following acknowledgement accompanying the reproduced BGS.","link":"http://inspire.ec.europa.eu/metadata-codelist/LimitationsOnPublicAccess/INSPIRE_Directive_Article13_1d"},{"default":"The copyright of materials derived from the British Geological Survey's work is vested in the Natural Environment Research Council [NERC]. No part of this work may be reproduced or transmitted in any form or by any means, or stored in a retrieval system of any nature, without the prior permission of the copyright holder, via the BGS Intellectual Property Rights Manager. Use by customers of information provided by the BGS, is at the customer's own risk. In view of the disparate sources of information at BGS's disposal, including such material donated to BGS, that BGS accepts in good faith as being accurate, the Natural Environment Research Council (NERC) gives no warranty, expressed or implied, as to the quality or accuracy of the information supplied, or to the information's suitability for any use. NERC/BGS accepts no liability whatever in respect of loss, damage, injury or other occurence however caused.","langeng":"The copyright of materials derived from the British Geological Survey's work is vested in the Natural Environment Research Council [NERC]. No part of this work may be reproduced or transmitted in any form or by any means, or stored in a retrieval system of any nature, without the prior permission of the copyright holder, via the BGS Intellectual Property Rights Manager. Use by customers of information provided by the BGS, is at the customer's own risk. In view of the disparate sources of information at BGS's disposal, including such material donated to BGS, that BGS accepts in good faith as being accurate, the Natural Environment Research Council (NERC) gives no warranty, expressed or implied, as to the quality or accuracy of the information supplied, or to the information's suitability for any use. 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This staff member should revert to the IPR Section (ipr@bgs.ac.uk) for advice, should the position not be clear.","langeng":"Either: (i) the dataset is made freely available, e.g. via the Internet, for a restricted category of use (e.g. educational use only); or (ii) the dataset has not been formally approved by BGS for access and use by external clients under licence, but its use may be permitted under alternative formal arrangements; or (iii) the dataset contains 3rd party data or information obtained by BGS under terms and conditions that must be consulted in order to determine the permitted usage of the dataset. Refer to the BGS staff member responsible for the creation of the dataset if further advice is required. He / she should be familiar with the composition of the dataset, particularly with regard to 3rd party IPR contained in it, and any resultant use restrictions. This staff member should revert to the IPR Section (ipr@bgs.ac.uk) for advice, should the position not be clear."}],"licenseObject":[{"default":"The GB3D geological model for Great Britain is available for free as a digital download; either as a 3D pdf, as a Google Earth layer or as part of a free BGS model viewer. The GB3D downloads listed here are delivered under the Open Government Licence, subject to the following acknowledgement accompanying the reproduced BGS.","langeng":"The GB3D geological model for Great Britain is available for free as a digital download; either as a 3D pdf, as a Google Earth layer or as part of a free BGS model viewer. 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In view of the disparate sources of information at BGS's disposal, including such material donated to BGS, that BGS accepts in good faith as being accurate, the Natural Environment Research Council (NERC) gives no warranty, expressed or implied, as to the quality or accuracy of the information supplied, or to the information's suitability for any use. NERC/BGS accepts no liability whatever in respect of loss, damage, injury or other occurence however caused.","langeng":"The copyright of materials derived from the British Geological Survey's work is vested in the Natural Environment Research Council [NERC]. No part of this work may be reproduced or transmitted in any form or by any means, or stored in a retrieval system of any nature, without the prior permission of the copyright holder, via the BGS Intellectual Property Rights Manager. Use by customers of information provided by the BGS, is at the customer's own risk. In view of the disparate sources of information at BGS's disposal, including such material donated to BGS, that BGS accepts in good faith as being accurate, the Natural Environment Research Council (NERC) gives no warranty, expressed or implied, as to the quality or accuracy of the information supplied, or to the information's suitability for any use. NERC/BGS accepts no liability whatever in respect of loss, damage, injury or other occurence however caused."},{"default":"Either: (i) the dataset is made freely available, e.g. via the Internet, for a restricted category of use (e.g. educational use only); or (ii) the dataset has not been formally approved by BGS for access and use by external clients under licence, but its use may be permitted under alternative formal arrangements; or (iii) the dataset contains 3rd party data or information obtained by BGS under terms and conditions that must be consulted in order to determine the permitted usage of the dataset. Refer to the BGS staff member responsible for the creation of the dataset if further advice is required. He / she should be familiar with the composition of the dataset, particularly with regard to 3rd party IPR contained in it, and any resultant use restrictions. This staff member should revert to the IPR Section (ipr@bgs.ac.uk) for advice, should the position not be clear.","langeng":"Either: (i) the dataset is made freely available, e.g. via the Internet, for a restricted category of use (e.g. educational use only); or (ii) the dataset has not been formally approved by BGS for access and use by external clients under licence, but its use may be permitted under alternative formal arrangements; or (iii) the dataset contains 3rd party data or information obtained by BGS under terms and conditions that must be consulted in order to determine the permitted usage of the dataset. Refer to the BGS staff member responsible for the creation of the dataset if further advice is required. He / she should be familiar with the composition of the dataset, particularly with regard to 3rd party IPR contained in it, and any resultant use restrictions. This staff member should revert to the IPR Section (ipr@bgs.ac.uk) for advice, should the position not be clear."}],"extentIdentifierObject":[{"default":"GBN","langeng":"GBN"},{"default":"GREAT BRITAIN [id=139600]","langeng":"GREAT BRITAIN [id=139600]"}],"geom":[{"type":"Polygon","coordinates":[[[-8.65,49.77],[1.78,49.77],[1.78,60.86],[-8.65,60.86],[-8.65,49.77]]]}],"location":"55.315,-3.435","resourceTemporalExtentDateRange":[{"gte":"2009-01-01T00:00:00.000Z","lte":"2014-07-01T00:00:00.000Z"}],"resourceTemporalExtentDetails":[{"start":{"date":"2009","indeterminatePosition":"before"},"end":{"date":"2014-07","indeterminatePosition":"before"}}],"coordinateSystem":["OSGB 1936 / British National Grid (EPSG::27700)"],"crsDetails":[{"code":"OSGB 1936 / British National Grid (EPSG::27700)","codeSpace":"","name":"OSGB 1936 / British National Grid (EPSG::27700)","url":"http://www.opengis.net/def/crs/EPSG/0/27700"}],"specificationConformance":[{"title":"INSPIRE Implementing rules laying down technical arrangements for the interoperability and harmonisation of Geology","date":"2011","explanation":"See the referenced specification","pass":"false"},{"title":"Commission Regulation (EU) No 1089/2010 of 23 November 2010 implementing Directive 2007/2/EC of the European Parliament and of the Council as regards interoperability of spatial data sets and services","date":"2010-12-08","explanation":"See http://eur-lex.europa.eu/LexUriServ/LexUriServ.do?uri=OJ:L:2010:323:0011:0102:EN:PDF","pass":"false"}],"conformTo_INSPIREImplementingruleslayingdowntechnicalarrangementsfortheinteroperabilityandharmonisationofGeology":"false","inspireConformResource":"false","conformTo_CommissionRegulationEUNo10892010of23November2010implementingDirective20072ECoftheEuropeanParliamentandoftheCouncilasregardsinteroperabilityofspatialdatasetsandservices":"false","lineageObject":{"default":"The initial fence diagram build in 2009-10 was funded by the Environment Agency of England and Wales (EA). This phase of the development comprised 41 cross-sections with a total linear length of 5,500 km confined to England and Wales. In 2011 this initial network was extended to Scotland, and the earlier coverage was densified. Additional sections were also aligned along the coast to bound the coverage and provide the easily recognisable outline of Great Britain paving the way for offshore expansion of the model. Sections in northern Scotland were continued across the Minch to the Outer Hebrides and similarly to Orkney but at present Shetland has not been incorporated. In 2012, with further funding from the EA, a few additional sections were inserted into the framework for England and Wales, whilst others were extended in length or deepened in key sedimentary basins. This enhancement comprised part of a study to provide a risk screening tool for the EA to help them gauge possible impacts of shale gas extraction on aquifer security. In 2013-14 the fence was extended further in England and Wales by the realignment of some sections to around 300 deep stratigraphic boreholes using funding provided by the Nuclear Decommissioning Authority.","langeng":"The initial fence diagram build in 2009-10 was funded by the Environment Agency of England and Wales (EA). This phase of the development comprised 41 cross-sections with a total linear length of 5,500 km confined to England and Wales. In 2011 this initial network was extended to Scotland, and the earlier coverage was densified. Additional sections were also aligned along the coast to bound the coverage and provide the easily recognisable outline of Great Britain paving the way for offshore expansion of the model. Sections in northern Scotland were continued across the Minch to the Outer Hebrides and similarly to Orkney but at present Shetland has not been incorporated. In 2012, with further funding from the EA, a few additional sections were inserted into the framework for England and Wales, whilst others were extended in length or deepened in key sedimentary basins. This enhancement comprised part of a study to provide a risk screening tool for the EA to help them gauge possible impacts of shale gas extraction on aquifer security. In 2013-14 the fence was extended further in England and Wales by the realignment of some sections to around 300 deep stratigraphic boreholes using funding provided by the Nuclear Decommissioning Authority."},"format":["3D PDF","KMZ","*.gsipre file for use in the BGS LithoFrame Viewer","3D shapefile"],"OrgForDistributionObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"distributorOrgForDistributionObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"contactForDistribution":[{"organisationObject":{"default":"British Geological Survey","langeng":"British Geological Survey"},"role":"distributor","email":"enquiries@bgs.ac.uk","website":"","logo":"","individual":"Enquiries","position":"","phone":"0115 936 3143","address":"Environmental Science Centre, Nicker Hill, Keyworth, NOTTINGHAM, NOTTINGHAMSHIRE, NG12 5GG, United 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scour"},"creationDateForResource":["2022-04"],"creationYearForResource":"2022","creationMonthForResource":"2022-04","resourceDate":[{"type":"creation","date":"2022-04-01T00:00:00.000Z"}],"resourceTemporalDateRange":[{"gte":"2022-04-01T00:00:00.000Z","lte":"2022-04-01T00:00:00.000Z"},{"gte":"2004-01-01T00:00:00.000Z","lte":"2021-01-01T00:00:00.000Z"}],"resourceIdentifier":[{"code":"http://data.bgs.ac.uk/id/dataHolding/13607933","codeSpace":"","link":""}],"resourceAbstractObject":{"default":"BGS GeoScour v2 provides river scour susceptibility information for Great Britain using a three-tiered data provision allowing increasing levels of understanding at different resolutions from catchment to local (channel/reach) scales. GeoScour v2 includes 18 GIS layers, providing information on the natural characteristics and properties of catchment and riverine environments for the assessment of river scour in Great Britain. The dataset product fills a gap in current scour modelling, with the input of geological properties. It provides an improved toolkit to more easily assess and raise the profile of scour risk, now and in the future, to help infrastructure providers and funders prioritise resources, identify remedial works to preclude costly and prevent disruptive failures. The product has broad applications through its adaptation to suit multiple types of asset susceptible to fluvial erosion. GeoScour looks specifically at the geological factors that influence scour and does not consider any hydraulic or hydrodynamic factors. The GeoScour Dataset Product is designed to be used by multiple stakeholders with differing needs and therefore, can be interrogated at a number of levels. Tier 1 A catchment stability dataset provides a summary overview of the catchment characteristics, typical response type, and evolution. It can be used as a high-level overview for incorporation into catchment management plans, national reviews and catchment comparisons using Tier 2 datasets are available as smaller catchment areas and focusses on providing data for more detailed catchment management, natural flood management and similar uses. It analyses geological properties such as flood accommodation space, catchment run-off potential, geomorphology types, and additional summary statistics for worst, average, and best-case scenarios for underlying surface geology scour susceptibility, as well as additional summary statistics of key environmental parameters such as protected sites and urban coverage. Tier 3 datasets provide the detailed riverine information that is designed to be incorporated into more complex river scour models. It provides the baseline geological context for river scour development and processes and identifies important factors that should be considered in any scour model. Factors such as material mineralogy, strength and density are key properties that can influence a river’s ability to scour. In addition, an assessment of river fall, sinuosity and flood accommodation space is also provided. This data is of use to those assessing the propensity for river scour for any given reach of a river across Great Britain and can be used as an input into hydraulic/hydrodynamic models. Tier 1 and 2 datasets are Open Government Licence (OGL), Tier 3 is licenced.","langeng":"BGS GeoScour v2 provides river scour susceptibility information for Great Britain using a three-tiered data provision allowing increasing levels of understanding at different resolutions from catchment to local (channel/reach) scales. GeoScour v2 includes 18 GIS layers, providing information on the natural characteristics and properties of catchment and riverine environments for the assessment of river scour in Great Britain. The dataset product fills a gap in current scour modelling, with the input of geological properties. It provides an improved toolkit to more easily assess and raise the profile of scour risk, now and in the future, to help infrastructure providers and funders prioritise resources, identify remedial works to preclude costly and prevent disruptive failures. The product has broad applications through its adaptation to suit multiple types of asset susceptible to fluvial erosion. GeoScour looks specifically at the geological factors that influence scour and does not consider any hydraulic or hydrodynamic factors. The GeoScour Dataset Product is designed to be used by multiple stakeholders with differing needs and therefore, can be interrogated at a number of levels. Tier 1 A catchment stability dataset provides a summary overview of the catchment characteristics, typical response type, and evolution. It can be used as a high-level overview for incorporation into catchment management plans, national reviews and catchment comparisons using Tier 2 datasets are available as smaller catchment areas and focusses on providing data for more detailed catchment management, natural flood management and similar uses. It analyses geological properties such as flood accommodation space, catchment run-off potential, geomorphology types, and additional summary statistics for worst, average, and best-case scenarios for underlying surface geology scour susceptibility, as well as additional summary statistics of key environmental parameters such as protected sites and urban coverage. Tier 3 datasets provide the detailed riverine information that is designed to be incorporated into more complex river scour models. 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