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    "path": "/bygga-bo-och-miljo/naturen-i-landskrona/vattenverksamhet/",
    "result": {"pageContext":{"archiveDates":["2022-10-24T15:35:58"],"modifiedGmt":"2026-01-08T11:31:03","id":"cG9zdDo1NzEzNQ==","databaseId":57135,"uri":"/bygga-bo-och-miljo/naturen-i-landskrona/vattenverksamhet/","dateGmt":"2022-10-24T13:35:58","contentType":{"name":"page","graphqlSingleName":"page","labels":{"singularName":"Sida","name":"Sidor","menuName":"Sidor","archives":"Sidarkiv"},"hasArchive":false,"uri":null,"enum":"PAGE"},"author":{"node":{"name":"Annie Larsson"}},"title":"Vattenverksamhet","content":"<h3>Våtmarker och biotopförbättrande åtgärder i vattendragen</h3>\n<h4>Historik</h4>\n<p>I Saxån–Braåns avrinningsområde har över 90 procent av våtmarkerna försvunnit sedan 1810. Den långvariga och omfattande påverkan på vattendrag och våtmarker har lett till flera negativa konsekvenser, såsom ökad risk för översvämningar, erosion, näringsläckage samt förlust av biologisk mångfald. När våtmarker och naturliga vattendrag försvinner försämras landskapets förmåga att reglera vattenflöden och magasinera vatten.  Detta leder till minskad infiltration till grundvattnet och gör området mer sårbart vid både kraftig nederbörd och längre torrperioder. Vattenuttag för bevattning under torrperioder kan därför utgöra ett hot mot det biologiska livet i vattendragen.</p>\n<p>Många vattendrag har genom åren fördjupats, rätats eller kulverterats, bland annat för att möjliggöra utökad jordbruksmark. Detta har lett till att den naturliga variationen i vattenmiljön och kontakten mellan vatten och land har minskat eller helt försvunnit, vilket påverkar både vattenkvalitet och livsmiljöer negativt. I första hand bör åtgärder inriktas på att återställa vattendragets basnivå och återskapa ett slingrande, meandrande lopp. I de fall detta inte är möjligt kan tvåstegsdiken eller avfasning av svämplan till en ny, lägre nivå vara ett alternativ.</p>\n<p>Dessa vattenvårdsåtgärder bidrar till förbättrad vattenkvalitet och ökad biologisk mångfald. Samtidigt minskar erosionen längs vattendragens kanter genom att risken för sättningar och ras reduceras, vilket även leder till ett minskat behov av rensning. De grunda terrasser som skapas kan dessutom främja sedimentation och därigenom minska transporten av fosfor och suspenderat material. Detta ger flora och fauna bättre förutsättningar att utvecklas.</p>\n<p>Inom Saxån–Braåns vattenråd genomförs vattenvårdsåtgärder kontinuerligt i hela avrinningsområdet i syfte att förbättra vattenkvaliteten och minska näringsläckaget till vattendragen. Under 2025 har flera åtgärder genomförts, bland annat avfasning av svämplan, anläggning av våtmarker samt hydromorfologisk återställning av vattendrag.</p>\n<p>Ska du anlägga en brygga, leda bort vatten eller utföra någon annan vattenverksamhet? Då kan du behöva anmäla åtgärden till Länsstyrelsen eller ansöka om tillstånd för den.</p>\n<p><a href=\"https://www.lansstyrelsen.se/skane/miljo-och-vatten/atgarder-och-verksamheter-i-vatten/vattenverksamhet.html\">Länk till Länsstyrelsen i Skåne 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https://cms.landskrona.se/wp-content/uploads/2026/01/vattenverksamhet_1-2048x1534.jpg 2048w, https://cms.landskrona.se/wp-content/uploads/2026/01/vattenverksamhet_1-40x30.jpg 40w","width":300,"height":225,"alt":"","caption":"<p>default</p>\n","credit":""}},"menuOrder":2,"language":"sv","contentNode":{"archiveDates":["2022-10-24T15:35:58"],"modifiedGmt":"2026-01-08T11:31:03","id":"cG9zdDo1NzEzNQ==","databaseId":57135,"uri":"/bygga-bo-och-miljo/naturen-i-landskrona/vattenverksamhet/","dateGmt":"2022-10-24T13:35:58","contentType":{"node":{"name":"page"}},"author":{"node":{"name":"Annie Larsson"}},"title":"Vattenverksamhet","content":"<h3>Våtmarker och biotopförbättrande åtgärder i vattendragen</h3>\n<h4>Historik</h4>\n<p>I Saxån–Braåns avrinningsområde har över 90 procent av våtmarkerna försvunnit sedan 1810. Den långvariga och omfattande påverkan på vattendrag och våtmarker har lett till flera negativa konsekvenser, såsom ökad risk för översvämningar, erosion, näringsläckage samt förlust av biologisk mångfald. När våtmarker och naturliga vattendrag försvinner försämras landskapets förmåga att reglera vattenflöden och magasinera vatten.  Detta leder till minskad infiltration till grundvattnet och gör området mer sårbart vid både kraftig nederbörd och längre torrperioder. Vattenuttag för bevattning under torrperioder kan därför utgöra ett hot mot det biologiska livet i vattendragen.</p>\n<p>Många vattendrag har genom åren fördjupats, rätats eller kulverterats, bland annat för att möjliggöra utökad jordbruksmark. Detta har lett till att den naturliga variationen i vattenmiljön och kontakten mellan vatten och land har minskat eller helt försvunnit, vilket påverkar både vattenkvalitet och livsmiljöer negativt. I första hand bör åtgärder inriktas på att återställa vattendragets basnivå och återskapa ett slingrande, meandrande lopp. I de fall detta inte är möjligt kan tvåstegsdiken eller avfasning av svämplan till en ny, lägre nivå vara ett alternativ.</p>\n<p>Dessa vattenvårdsåtgärder bidrar till förbättrad vattenkvalitet och ökad biologisk mångfald. Samtidigt minskar erosionen längs vattendragens kanter genom att risken för sättningar och ras reduceras, vilket även leder till ett minskat behov av rensning. De grunda terrasser som skapas kan dessutom främja sedimentation och därigenom minska transporten av fosfor och suspenderat material. Detta ger flora och fauna bättre förutsättningar att utvecklas.</p>\n<p>Inom Saxån–Braåns vattenråd genomförs vattenvårdsåtgärder kontinuerligt i hela avrinningsområdet i syfte att förbättra vattenkvaliteten och minska näringsläckaget till vattendragen. Under 2025 har flera åtgärder genomförts, bland annat avfasning av svämplan, anläggning av våtmarker samt hydromorfologisk återställning av vattendrag.</p>\n<p>Ska du anlägga en brygga, leda bort vatten eller utföra någon annan vattenverksamhet? Då kan du behöva anmäla åtgärden till Länsstyrelsen eller ansöka om tillstånd för den.</p>\n<p><a href=\"https://www.lansstyrelsen.se/skane/miljo-och-vatten/atgarder-och-verksamheter-i-vatten/vattenverksamhet.html\">Länk till Länsstyrelsen i Skåne 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Den långvariga och omfattande påverkan på vattendrag och våtmarker har lett till flera negativa konsekvenser, såsom ökad risk för översvämningar, erosion, näringsläckage samt förlust av biologisk mångfald. När våtmarker och naturliga vattendrag försvinner försämras landskapets förmåga att reglera vattenflöden och magasinera vatten.  Detta leder till minskad infiltration till grundvattnet och gör området mer sårbart vid både kraftig nederbörd och längre torrperioder. Vattenuttag för bevattning under torrperioder kan därför utgöra ett hot mot det biologiska livet i vattendragen.\nMånga vattendrag har genom åren fördjupats, rätats eller kulverterats, bland annat för att möjliggöra utökad jordbruksmark. Detta har lett till att den naturliga variationen i vattenmiljön och kontakten mellan vatten och land har minskat eller helt försvunnit, vilket påverkar både vattenkvalitet och livsmiljöer negativt. I första hand bör åtgärder inriktas på att återställa vattendragets basnivå och återskapa ett slingrande, meandrande lopp. I de fall detta inte är möjligt kan tvåstegsdiken eller avfasning av svämplan till en ny, lägre nivå vara ett alternativ.\nDessa vattenvårdsåtgärder bidrar till förbättrad vattenkvalitet och ökad biologisk mångfald. Samtidigt minskar erosionen längs vattendragens kanter genom att risken för sättningar och ras reduceras, vilket även leder till ett minskat behov av rensning. De grunda terrasser som skapas kan dessutom främja sedimentation och därigenom minska transporten av fosfor och suspenderat material. Detta ger flora och fauna bättre förutsättningar att utvecklas.\nInom Saxån–Braåns vattenråd genomförs vattenvårdsåtgärder kontinuerligt i hela avrinningsområdet i syfte att förbättra vattenkvaliteten och minska näringsläckaget till vattendragen. Under 2025 har flera åtgärder genomförts, bland annat avfasning av svämplan, anläggning av våtmarker samt hydromorfologisk återställning av vattendrag.\nSka du anlägga en brygga, leda bort vatten eller utföra någon annan vattenverksamhet? Då kan du behöva anmäla åtgärden till Länsstyrelsen eller ansöka om tillstånd för den.\nLänk till Länsstyrelsen i Skåne Län\n","isIncludedInSearch":true,"isIncludedInSiteIndex":true,"siteIndexInitial":"v"}},
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