transFORMAT-Link
Den Transformationsprozess unterstützen: Verknüpfung von NEKP-Planung und dessen Berichtslegung mit der Projektumsetzung auf kommunaler Ebene
Ausgangslage
Der Nationale Energie- und Klimaplan (NEKP) ist das zentrale politische Instrument zur Sicherstellung, dass die Ziele der fünf Dimensionen der Energieunion bis zum Jahr 2030 erreicht werden.
Die Bedeutung der erneuerbaren Energien für die Erreichung der Energie- und Klimaziele ist offensichtlich. Hinsichtlich der Verfügbarkeit erneuerbarer Energien bestehen räumliche Abhängigkeiten und damit mögliche Zielkonflikte bei der Raumnutzung, beispielsweise im Hinblick auf den Naturschutz und die Erhaltung der biologischen Vielfalt. Es ergeben sich Herausforderungen für die Raumordnung, insbesondere infolge der Aufgabenteilung zwischen Bund, Ländern und Gemeinden innerhalb Österreichs.
Betrachtet man den österreichischen NEKP, so wird die Raumplanung als wichtiges Instrument erwähnt. Die zentrale Frage lautet, wie die gegenwärtige Situation im Hinblick auf die Verbindung zwischen der nationalen Planungs- und Berichtsebene des NEKP und der lokalen Projektumsetzungsebene verbessert werden könnte.
Projektziele und Ablauf
Ziel ist es, einen Beitrag auf dem Weg zur Klimaneutralität zu leisten. Dazu werden im Projekt transFORMAT-LINK die folgenden NEKP-relevanten Aspekte behandelt:
· Erleichterung der Projektumsetzung auf kommunaler Ebene durch den Abbau von Hindernissen infolge von unzureichender Transparenz (Präsentation und Zugänglichkeit von Informationen)
· Schaffung eines konsistenten Ansatzes zur Vermeidung von Fehlanpassungen an den Klimawandel durch die Festlegung von Mindestanforderungen für kommunale Entwicklungskonzepte
Zunächst werden die Zuständigkeiten bzw. Verbindlichkeiten zur Erfüllung der NEKP-Vorgaben (z.B. Berichterstattung der Umsetzungserfolge) zwischen den Verwaltungsebenen Bund, Länder und Gemeinden eruiert, die Möglichkeiten zur Berücksichtigung von Energie- und Klimazielen im Örtlichen Entwicklungskonzept (ÖEK) analysiert und daraus Handlungsempfehlungen abgeleitet.
Zu diesem Zweck wird ein Katalog von Mindestanforderungen und Kriterien erstellt, die bei ÖEK-Revisionen im Örtlichen Entwicklungskonzept zur Anwendung kommen sollen.
Dieser Katalog soll die Entwicklung von Projekten zur Nutzung erneuerbarer Energien unterstützen und die Planung und Berichterstattung hinsichtlich der NEKP-Umsetzung vereinfachen.
Es erfolgt eine Auswahl von Fallbeispielen – sechs Gemeinden mit <50.000 Einwohner:innen –, in denen zunächst die örtlichen Planungsinstrumente, insbesondere die ÖEKs, auf ihre energie- und klimarelevanten Aussagen und Festlegungen analysiert werden, um mögliche Wirkungen hinsichtlich der Erreichung der NEKP-Ziele beurteilen zu können. Ergänzend dazu werden Interviews mit Expert:innen von Bund, Ländern und Gemeinden sowie Stakeholder-Diskussionen geführt.
Daraus werden Ansätze und Empfehlungen für Gemeinden abgeleitet. Die Erkenntnisse fließen in die sogenannte LINK-Guideline ein. Positive Beispiele können als Vorlage für die Entwicklung und Erreichung der Ziele in der eigenen Gemeinde herangezogen werden.
![](data:image/png;base64,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)