detaillierte Frage
Dieses FAQ bezieht sich auf die Bilanzierung nach DIN V 18599: 2018-09 (Nichtwohngebäude).
Hintergrund:
Gebäude können aktiv oder passiv gekühlt werden. Bei der passiven Kühlung wird die niedrige Temperatur des Erdreichs oder des Grundwassers zur Klimatisierung genutzt. Es wird davon ausgegangen, dass die Temperaturen in der Erde ab einer Tiefe von 15 Meter ganzjährig bei rund zehn Grad Celsius liegen. Bei dieser Art der Kühlung gelangt die Gebäudewärme über einen Solekreislauf ins Erdreich, wo Sie abgekühlt wird. Die gekühlte Sole wird anschließend dem Gebäude zugeführt. Durch die Zirkulation wird im Sommer dem Erdreich Wärme zugeführt (was die Kühlleistung reduziert). Im Winter jedoch kann die Wärme des Erdreichs als Quelltemperatur für die Heizung genutzt werden.
Die Kühlung über ein Erdsondenfeld in ZUB Helena entspricht der indirekten Kühlung über Erdsondenfelder nach DIN V 18599: 2018-09 Teil 7 Nr. 7.3.3.
Umsetzung in ZUB Helena:
Gehen Sie in die Anlagentechnik auf Kühlung und legen Sie über die Schaltfläche Neue Kälteerzeugereinheit zunächst eine Erzeugereinheit an.
![Ein Bild, das Text enthält.
Automatisch generierte Beschreibung](data:image/png;base64,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)
Anschließend gehen Sie auf die neu angelegte Kälteerzeugereinheit 1 in die Registerkarte Allgemein. Treffen Sie in der Zeile Art des Kältesystems die Auswahl Kaltwasser (indirektes System).
![Auswahl Kältesystem](/sites/default/files/inline-images/2_Auswahl%20K%C3%A4ltesystem.png)
Anschließend legen Sie über die Schaltfläche Neuer Kälteerzeuger einen neuen Erzeuger an.
![Ein Bild, das Text enthält.
Automatisch generierte Beschreibung](data:image/png;base64,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)
Gehen Sie auf den neu angelegten Kälteerzeuger 1 in die Registerkarte Allgemein und treffen Sie in der Zeile Art der Kälteerzeugung die Auswahl Kühlung über ein Erdsondenfeld oder Kühlung mit Grundwasser.
![Auswahl Erdsonden](/sites/default/files/inline-images/3_1_Auswahl%20Erdsonden.png)
Wählen Sie in den Zeilen Bodentyp, Art der Pumpe, Pumpenregelung, freie Kühlung die entsprechenden Berechnungsparameter gemäß der TGA-Planung aus.
Anschließend gehen Sie im Abschnitt Verteilsysteme auf Kühlung und legen einen neuen Kühlkreis an.
![Ein Bild, das Text enthält.
Automatisch generierte Beschreibung](data:image/png;base64,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)
Gehen Sie auf den neu angelegten Kühlkreis 1 in die Registerkarte Allgemein und treffen Sie in der Zeile Art des Systems die Auswahl Indirekt.
![Auswahl Kühlkreis Art des Systems](/sites/default/files/inline-images/5_K%C3%BChlkreis_Art%20des%20Systems.png)
In der Registerkarte Erzeugereinheiten können Sie die Verknüpfung zwischen der Kälteerzeugereinheit und dem Kühlkreis 1 über die Schaltfläche Erzeugereinheit hinzufügen herstellen.
![Verknüpfung Kälteerzeuger](/sites/default/files/inline-images/6_Verknuepfung%20herstellen.png)
Legen Sie als nächstes eine neue Übergabe in dem Projekt an. Gehen Sie auf die Schaltfläche Neue Übergabe.
![](data:image/png;base64,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)
Wählen Sie bei Art der Sekundärventilatoren die entsprechende Art der Übergabe aus.
![Art der Wärmeübergabe](/sites/default/files/inline-images/8_Art%20der%20%C3%9Cbergabe.png)
In der Registerkarte Zonenzuordnung wird abschließend die Verknüpfung der Zone mit der Übergabe vorgenommen. Betätigen Sie dazu die Schaltfläche Neue Zonenzuordnung.
![Verknüpfung Zone](/sites/default/files/inline-images/9_Verkn%C3%BCpfung%20Zone.png)
Hinweis: Diese Informationen werden von der ZUB Systems GmbH kostenlos bereitstellt. Die Ausführungen stellen insbesondere keine Rechtsberatung dar. Jede Form der Haftung und Gewährleistung für die technische oder sachliche Richtigkeit ist ausgeschlossen.
ZUB | Wilhelm Liese
Gebäude können aktiv oder passiv gekühlt werden. Bei der passiven Kühlung wird die niedrige Temperatur des Erdreichs oder des Grundwassers zur Klimatisierung genutzt. Es wird davon ausgegangen, dass die Temperaturen in der Erde ab einer Tiefe von 15 Meter ganzjährig bei rund zehn Grad Celsius liegen. Bei dieser Art der Kühlung gelangt die Gebäudewärme über einen Solekreislauf ins Erdreich, wo Sie abgekühlt wird. Die gekühlte Sole wird anschließend dem Gebäude zugeführt. Durch die Zirkulation wird im Sommer dem Erdreich Wärme zugeführt (was die Kühlleistung reduziert). Im Winter jedoch kann die Wärme des Erdreichs als Quelltemperatur für die Heizung genutzt werden.
Die Kühlung über ein Erdsondenfeld in ZUB Helena entspricht der indirekten Kühlung über Erdsondenfelder nach DIN V 18599: 2018-09 Teil 7 Nr. 7.3.3.
Umsetzung in ZUB Helena:
Gehen Sie in die Anlagentechnik auf Kühlung und legen Sie über die Schaltfläche Neue Kälteerzeugereinheit zunächst eine Erzeugereinheit an.
Anschließend gehen Sie auf die neu angelegte Kälteerzeugereinheit 1 in die Registerkarte Allgemein. Treffen Sie in der Zeile Art des Kältesystems die Auswahl Kaltwasser (indirektes System).
![Auswahl Kältesystem](/sites/default/files/inline-images/2_Auswahl%20K%C3%A4ltesystem.png)
Anschließend legen Sie über die Schaltfläche Neuer Kälteerzeuger einen neuen Erzeuger an.
Gehen Sie auf den neu angelegten Kälteerzeuger 1 in die Registerkarte Allgemein und treffen Sie in der Zeile Art der Kälteerzeugung die Auswahl Kühlung über ein Erdsondenfeld oder Kühlung mit Grundwasser.
![Auswahl Erdsonden](/sites/default/files/inline-images/3_1_Auswahl%20Erdsonden.png)
Hinweis bei Kühlung über ein Erdsondenfeld: Die Eingabe der Anzahl der Sonden ist ohne Relevanz für das Ergebnis, da diese nach DIN V 18599-7 Gl. (79) berechnet werden. Die wechselseitige Abhängigkeit von Anzahl und Entzugsleistung wird im Rechenkern des Fraunhofer IBP durch einen rekursiven Ansatz gelöst, dies erfolgt in Abstimmung mit dem Autor dieses Normabschnitts.
Wählen Sie in den Zeilen Bodentyp, Art der Pumpe, Pumpenregelung, freie Kühlung die entsprechenden Berechnungsparameter gemäß der TGA-Planung aus.
Anschließend gehen Sie im Abschnitt Verteilsysteme auf Kühlung und legen einen neuen Kühlkreis an.
Gehen Sie auf den neu angelegten Kühlkreis 1 in die Registerkarte Allgemein und treffen Sie in der Zeile Art des Systems die Auswahl Indirekt.
![Auswahl Kühlkreis Art des Systems](/sites/default/files/inline-images/5_K%C3%BChlkreis_Art%20des%20Systems.png)
In der Registerkarte Erzeugereinheiten können Sie die Verknüpfung zwischen der Kälteerzeugereinheit und dem Kühlkreis 1 über die Schaltfläche Erzeugereinheit hinzufügen herstellen.
![Verknüpfung Kälteerzeuger](/sites/default/files/inline-images/6_Verknuepfung%20herstellen.png)
Legen Sie als nächstes eine neue Übergabe in dem Projekt an. Gehen Sie auf die Schaltfläche Neue Übergabe.
Wählen Sie bei Art der Sekundärventilatoren die entsprechende Art der Übergabe aus.
![Art der Wärmeübergabe](/sites/default/files/inline-images/8_Art%20der%20%C3%9Cbergabe.png)
Hinweis: Im Abschnitt 8 wird die Berechnung der regenerativen Anteile beschrieben. Dies erfolgt grundsätzlich nach folgender Formel:
Regenerative Energie = Nutzkälteabgabe des Erdsondenfeldes + Kälteverluste der Erzeugung für das Kühlsystem - Endenergiebedarf für Kühlung.
Regenerative Energie = Nutzkälteabgabe des Erdsondenfeldes + Kälteverluste der Erzeugung für das Kühlsystem - Endenergiebedarf für Kühlung.
In der Registerkarte Zonenzuordnung wird abschließend die Verknüpfung der Zone mit der Übergabe vorgenommen. Betätigen Sie dazu die Schaltfläche Neue Zonenzuordnung.
![Verknüpfung Zone](/sites/default/files/inline-images/9_Verkn%C3%BCpfung%20Zone.png)
Hinweis: Diese Informationen werden von der ZUB Systems GmbH kostenlos bereitstellt. Die Ausführungen stellen insbesondere keine Rechtsberatung dar. Jede Form der Haftung und Gewährleistung für die technische oder sachliche Richtigkeit ist ausgeschlossen.
ZUB | Wilhelm Liese