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                    <title>Universität Bremen - Rückverstromungsanlage</title>
                    <link>https://www.uni-bremen.de/ialb/forschung/aktuelles/rueckverstromungsanlage</link>
                    <description>Text Rückverstromungsanlage</description>
                    <language>de</language>
                    <copyright>Universität Bremen</copyright>
                    <pubDate>Tue, 17 Mar 2026 06:44:41 +0100</pubDate>
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                            <pubDate>Thu, 23 Nov 2023 12:04:27 +0100</pubDate>
                            <title>Versuchsanlage zur Rückverstromung von „grünem“ Wasserstoff</title>
                            <link>https://www.uni-bremen.de/ialb/forschung/aktuelles/rueckverstromungsanlage#c535180</link>
                            
                            <description>&amp;lt;p&amp;gt;&amp;lt;strong&amp;gt;Versuchsanlage zur Rückverstromung von „grünem“ Wasserstoff&amp;lt;/strong&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Seit dem 13.01.2022 entwickelt und baut das IALB eine Versuchsanlage zur Rückverstromung von „grünem“ Wasserstoff als Reallabor der Universität Bremen. Die Versuchsanlage besteht dabei aus einem Wasserstoff-Blockheizkraftwerk (BHKW) und einem Batteriespeichersystem als Kernkomponenten des Aufbaus. Ergänzt wird der Aufbau durch die zur Aufstellung notwendigen Container, Transformatoren, Schaltanlagen, ein übergeordnetes Steuerungssystem sowie Sensoren und Messeinrichtungen.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Gefördert ist das Vorhaben mit insgesamt 2 Millionen Euro aus Mitteln des &amp;lt;a class=&amp;quot;externalLink&amp;quot; href=&amp;quot;http://efre-bremen.de&amp;quot; target=&amp;quot;_blank&amp;quot; title=&amp;quot;Öffnet externen Link in neuem Fenster&amp;quot;&amp;gt;Europäischen Fonds für regionale Entwicklung (EFRE)&amp;lt;/a&amp;gt; als Teil der Reaktion der EU auf die COVID-19-Pandemie durch die Senatorin für Wissenschaft und Häfen der Freien Hansestadt Bremen.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;&amp;lt;img alt=&amp;quot;&amp;quot; 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&amp;quot; style=&amp;quot;&amp;quot; width=&amp;quot;605&amp;quot; height=&amp;quot;113&amp;quot; /&amp;gt;&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Die Versuchsanlage wird in drei 40-Fuß Container installiert und in das Wasserstofftestfeld des Fraunhofer IWES auf dem Gelände des ehemaligen Bremerhavener Flughafens integriert. Damit erweitert die Versuchsanlage das Fraunhofer Testfeld um weitere Forschungsmöglichkeiten zur Rückverstromung von Wasserstoff. Die Versorgung der Anlagen der Universität Bremen mit „grünem“ Wasserstoff kann dabei aus den Elektrolyseuren des IWES Testfeldes erfolgen.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Mithilfe der Versuchsanlage können Untersuchungen zur Bereitstellung der Momentan-, Primär-, Sekundär- und Tertiärreserven, die für die Stabilität des Stromnetzes eine unverzichtbare Voraussetzung darstellen, die Fähigkeit zum Inselnetzbetrieb und die Fähigkeit zum Wiederhochfahren des Stromnetzes (Schwarzstartfähigkeit) nach einem Netzzusammenbruch („Black Out“) durchgeführt werden.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Durch den parallelen Betrieb von Batteriespeicher und Blockheizkraftwerk in der Versuchsanlage können die Vor- und Nachteile der beiden Technologien optimal verknüpft werden. Durch eine übergeordnete Steuerung können die beiden Speichertechnologien zu einem virtuellen Kraftwerk zusammengefasst werden, dass dann Eigenschaften übernehmen kann, die bisher von konventionellen thermischen Großkraftwerken mit Gas, Öl oder Kohle als Brennstoff bereitgestellt werden mussten.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Diese Funktionen können wegen der angebotsorientierten Stromerzeugung weder von Windparks noch von Solarparks geleistet werden. Die Rückverstromung von „grünem“ Wasserstoff in Verbindung mit zusätzlichen Funktionen zur dynamischen Netzstabilisierung kann damit einen entscheidenden Beitrag zur Realisierung zukünftiger „grüner“ Stromnetze leisten.&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Aktueller Projektfortschritt:&amp;lt;/p&amp;gt;
&amp;lt;p&amp;gt;Anfang 2023 wurden die Fundamente für die Aufstellung der Container auf dem Flughafen Gelände gegossen. Im Juli 2023 wurde das Wasserstoff Blockheizkraftwerk mit einer elektrischen Leistung von 360&amp;amp;nbsp;kW durch die 2G&amp;amp;nbsp;Energy&amp;amp;nbsp;AG geliefert und aufgestellt.&amp;lt;/p&amp;gt;</description>
                            
                            <category>Content</category>
                            
                            
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