detaillierte Frage
Hintergrund:
Gefördert werden Einzelmaßnahmen an Bestandsgebäuden, die zu einer Erhöhung der Energieeffizienz des Gebäudes führen. Es werden Einzelmaßnahmen an der Gebäudehülle gefördert wie z.B. Fenster oder Türen, Dämmung der Außenwände, des Daches, der Geschossdecken, usw.
Weitere Informationen können Sie dem Merkblatt „Bundesförderung für effiziente Gebäude – Liste der technischen FAQ – Einzelmaßnahmen“ herausgegeben durch das Bundesamt für Wirtschaft und Ausfuhrkontrolle entnehmen.
Gefördert werden Einzelmaßnahmen an Bestandsgebäuden, die zu einer Erhöhung der Energieeffizienz des Gebäudes führen. Es werden Einzelmaßnahmen an der Gebäudehülle gefördert wie z.B. Fenster oder Türen, Dämmung der Außenwände, des Daches, der Geschossdecken, usw.
Weitere Informationen können Sie dem Merkblatt „Bundesförderung für effiziente Gebäude – Liste der technischen FAQ – Einzelmaßnahmen“ herausgegeben durch das Bundesamt für Wirtschaft und Ausfuhrkontrolle entnehmen.
Umsetzung in ZUB Helena
In ZUB Helena können Sie unter Allgemein / Berechnungsverfahren in der Registerkarte zusätzliche Berechnungen das Häkchen bei Bauteilanforderungen für BEG-Einzelmaßnahmen setzen.
![TAB_zusätzliche Berechnungen](/sites/default/files/inline-images/TAB_zus%C3%A4tzliche%20Berechnungen.png)
Anschließend müssen Sie in der Bautechnik bei den Bauteilen, die geprüft werden sollen, ebenfalls das Häkchen bei Bauteilanforderungen für BEG-Einzelmaßnahmen setzen.
![TAB_Bauteile](/sites/default/files/inline-images/TAB_Bauteile.png)
Je nach Bauteil, müssen Sie noch einen Bauteiltyp nach BEG festlegen. ZUB Helena filtert die Auswahlmöglichkeiten und reduziert somit die Auswahlliste. Wenn Sie ein Steildach als Bauteil angelegt haben, wird die Auswahl auf die jeweiligen Optionen beschränkt.
![TAB_Bauteiltyp nach BEG](/sites/default/files/inline-images/TAB_Bauteiltyp%20nach%20BEG.png)
In den Sofortberichten unter Ergebniskategorie „Gebäudeergebnisse“ und im Ergebnisabschnitt „Bauteilanforderungen für BEG-Einzelmaßnahmen“ können Sie prüfen, ob die Anforderungen erfüllt werden. Dies ist der Fall, wenn die unter Ist-Zustand angezeigten Werte wie im Beispiel in Grün angezeigt werden. Sind die Werte hingegen rot, werden die Anforderungen nicht erfüllt.
![Ein Bild, das Tisch enthält.
Automatisch generierte Beschreibung](data:image/png;base64,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)
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
In ZUB Helena können Sie unter Allgemein / Berechnungsverfahren in der Registerkarte zusätzliche Berechnungen das Häkchen bei Bauteilanforderungen für BEG-Einzelmaßnahmen setzen.
![TAB_zusätzliche Berechnungen](/sites/default/files/inline-images/TAB_zus%C3%A4tzliche%20Berechnungen.png)
Anschließend müssen Sie in der Bautechnik bei den Bauteilen, die geprüft werden sollen, ebenfalls das Häkchen bei Bauteilanforderungen für BEG-Einzelmaßnahmen setzen.
![TAB_Bauteile](/sites/default/files/inline-images/TAB_Bauteile.png)
Je nach Bauteil, müssen Sie noch einen Bauteiltyp nach BEG festlegen. ZUB Helena filtert die Auswahlmöglichkeiten und reduziert somit die Auswahlliste. Wenn Sie ein Steildach als Bauteil angelegt haben, wird die Auswahl auf die jeweiligen Optionen beschränkt.
![TAB_Bauteiltyp nach BEG](/sites/default/files/inline-images/TAB_Bauteiltyp%20nach%20BEG.png)
In den Sofortberichten unter Ergebniskategorie „Gebäudeergebnisse“ und im Ergebnisabschnitt „Bauteilanforderungen für BEG-Einzelmaßnahmen“ können Sie prüfen, ob die Anforderungen erfüllt werden. Dies ist der Fall, wenn die unter Ist-Zustand angezeigten Werte wie im Beispiel in Grün angezeigt werden. Sind die Werte hingegen rot, werden die Anforderungen nicht erfüllt.
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