detaillierte Frage
Wie wird der Deckungsanteil von Trinkwarmwasser (und Heizung) abgebildet, wenn eine externe solarthermische Simulation erfolgte?
Hintergrund:
Der Deckungsanteil einer Solaranlage zur Trinkwassererwärmung kann nach DIN V 4701-10, Tabelle C.1-4a, Zeile 1 auf Basis der Standardwerte nach Tabelle 5.1-10 (z.B. Standardkollektorfläche AC, Neigung, Ausrichtung) pauschal angesetzt werden. Alternativ kann der Deckungsanteil durch eine solarthermische Simulation (mit den Randbedingungen nach EnEV und DIN V 4701-10) berechnet werden.
Die Bestimmung des Deckungsanteils einer solaren Heizungsunterstützung kann ohne weiteren Nachweis ebenfalls auf Grundlage der DIN V 4701-10 und DIN 4108-6 erfolgen. Bedingung ist jedoch, dass der Deckungsanteil von 10% nicht überschritten werden darf und die Kollektorfläche (Apertur) mind. das 1,8-fach der Standardkollektorfläche AC für die Trinkwarmwassererwärmung nach DIN V 4701-10 Tabelle 5.1-10 beträgt (bei der Beantragung von KfW-Effizienzhäusern beachten Sie bitte die weiteren Hinweise in den Technischen FAQ der KfW). Können diese Vorgaben nicht eingehalten werden, sind die Deckungsanteile einer Solaranlage für die Heizungsunterstützung anhand einer solarthermischen Simulation zu ermitteln (und zu dokumentieren).
Eine solarthermische Simulation kann nach den Vorgaben des Forschungsprojekts Solarsim-EnEV erfolgen.
Eine Mischberechnung (Simulation und Berechnung nach DIN 4701-10) ist nicht zulässig.
Bei der Bewertung von Solaranlagen ist die Aufteilung der gelieferten Wärmemenge auf Solaranlage und Zusatzwärmeerzeuger bedeutsam, da sich dies direkt auf den End- und Primärenergiebedarf der Heizungs- und Warmwasserbereitung auswirkt. Daher ist es erforderlich den zur Heizung- und Trinkwassererwärmung nutzbaren Ertrag (bzw. den Deckungsanteil) möglichst normgerecht abzubilden.
Die Aufteilung der nutzbaren Wärmeabgabe der Solaranlage auf Heizung und Trinkwarmwasser erfolgt gemäß der Veröffentlichung F20-11-1-139 / Solarsimu-EnEV im Rahmen der Forschungsinitiative Zukunft Bau.
Die in dieser Veröffentlichung beschriebenen Aufteilung ist ein Vorschlag und folgt dem Grundgedanken, dass in Monaten mit relativ hohem Trinkwarmwasserbedarf (Sommer) der Solarertrag stärker bis ganz dem Warmwasserbedarf entspricht. Hingegen in den Heizmonaten der Solarertrage stärker der Heizung zugeordnet wird.
Eingangsparameter für die Solarsimulation (DIN 4701-10)
Gebäudeeigenschaften:
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)
Eingabe der Werte aus einer Simulation nach DIN 4701-10
Die notwendigen Übergabeparameter von der Solarsimulation an DIN V 4701-10 sind:
Eingabe in ZUB Helena
Legen Sie zunächst eine solare Trinkwarmwassererwärmung (und, sofern vorhanden, eine solare Heizungsunterstützung) in der Anlagentechnik an. Anschließend gehen Sie auf Solare Trinkwarmwassererwärmung und setzen in der Registerkarte Wärmeerzeuger das Häkchen bei Daten aus Simulationssoftware verwenden.
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)
Anschließend können Sie über die Schaltfläche Import die Daten aus der Simulation einlesen.
![](data:image/png;base64,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)
Alternativ können Sie die Daten aus der Simulation auch direkt eingeben. Setzen Sie dazu das Häkchen in der Checkbox Direkte Eingabe der Werte.
![](data:image/png;base64,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)
Im Gegensatz zur Berechnung nach DIN 4701-10, bei denen ein solarer Deckungsanteil für das gesamte Jahr einfließt, sind bei den Berechnungen nach DIN V 18599 die Solarerträge monatlich anzugeben. Dies ist bei diesem Berechnungsansatz notwendig, da die Effizienz des konventionellen Wärmeerzeugers monatlich unterschiedlich sein kann.
Um beim Berechnungsverfahren nach DIN V 18599 in die entsprechende Eingabemaske zu gelangen, gehen Sie in die Registerkarte Solaranlagen-Parameter und setzten dort das Häkchen bei monatliche Solarerträge aus Simulation verwenden.
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)
Anschließend können Sie in der Registerkarte Solarerträge aus Simulation die Daten eingeben (direkt oder über die Import-Funktion).
![](data:image/png;base64,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)
Der Deckungsanteil einer Solaranlage zur Trinkwassererwärmung kann nach DIN V 4701-10, Tabelle C.1-4a, Zeile 1 auf Basis der Standardwerte nach Tabelle 5.1-10 (z.B. Standardkollektorfläche AC, Neigung, Ausrichtung) pauschal angesetzt werden. Alternativ kann der Deckungsanteil durch eine solarthermische Simulation (mit den Randbedingungen nach EnEV und DIN V 4701-10) berechnet werden.
Die Bestimmung des Deckungsanteils einer solaren Heizungsunterstützung kann ohne weiteren Nachweis ebenfalls auf Grundlage der DIN V 4701-10 und DIN 4108-6 erfolgen. Bedingung ist jedoch, dass der Deckungsanteil von 10% nicht überschritten werden darf und die Kollektorfläche (Apertur) mind. das 1,8-fach der Standardkollektorfläche AC für die Trinkwarmwassererwärmung nach DIN V 4701-10 Tabelle 5.1-10 beträgt (bei der Beantragung von KfW-Effizienzhäusern beachten Sie bitte die weiteren Hinweise in den Technischen FAQ der KfW). Können diese Vorgaben nicht eingehalten werden, sind die Deckungsanteile einer Solaranlage für die Heizungsunterstützung anhand einer solarthermischen Simulation zu ermitteln (und zu dokumentieren).
Eine solarthermische Simulation kann nach den Vorgaben des Forschungsprojekts Solarsim-EnEV erfolgen.
Eine Mischberechnung (Simulation und Berechnung nach DIN 4701-10) ist nicht zulässig.
Bei der Bewertung von Solaranlagen ist die Aufteilung der gelieferten Wärmemenge auf Solaranlage und Zusatzwärmeerzeuger bedeutsam, da sich dies direkt auf den End- und Primärenergiebedarf der Heizungs- und Warmwasserbereitung auswirkt. Daher ist es erforderlich den zur Heizung- und Trinkwassererwärmung nutzbaren Ertrag (bzw. den Deckungsanteil) möglichst normgerecht abzubilden.
Die Aufteilung der nutzbaren Wärmeabgabe der Solaranlage auf Heizung und Trinkwarmwasser erfolgt gemäß der Veröffentlichung F20-11-1-139 / Solarsimu-EnEV im Rahmen der Forschungsinitiative Zukunft Bau.
Die in dieser Veröffentlichung beschriebenen Aufteilung ist ein Vorschlag und folgt dem Grundgedanken, dass in Monaten mit relativ hohem Trinkwarmwasserbedarf (Sommer) der Solarertrag stärker bis ganz dem Warmwasserbedarf entspricht. Hingegen in den Heizmonaten der Solarertrage stärker der Heizung zugeordnet wird.
Eingangsparameter für die Solarsimulation (DIN 4701-10)
Gebäudeeigenschaften:
- Gebäudetyp
- beheiztes Volumen [m³]
- Gebäudenutzfläche AN [m²]
- Luftvolumen der beheizten Zone [m³]
- thermische Kapazität der beheizten Zone [kJ/K]
- Hüllfläche (U-Wert, Fläche, Orientierung)
- Fensterfläche (g-Wert, Fläche, Orientierung, Verschattung)
- Erzeugernutzwärmeabgabe Q*TW und Q*H ohne Solaranlage (für das Referenzgebäude)
Eingabe der Werte aus einer Simulation nach DIN 4701-10
Die notwendigen Übergabeparameter von der Solarsimulation an DIN V 4701-10 sind:
- der solarer Deckungsanteil αTW,sol und αH,sol
- die Hilfsenergie der Solaranlage; Aufteilung anteilig nach dem Solarertrag für Heizung und Warmwasser.
Eingabe in ZUB Helena
Legen Sie zunächst eine solare Trinkwarmwassererwärmung (und, sofern vorhanden, eine solare Heizungsunterstützung) in der Anlagentechnik an. Anschließend gehen Sie auf Solare Trinkwarmwassererwärmung und setzen in der Registerkarte Wärmeerzeuger das Häkchen bei Daten aus Simulationssoftware verwenden.
Anschließend können Sie über die Schaltfläche Import die Daten aus der Simulation einlesen.
Alternativ können Sie die Daten aus der Simulation auch direkt eingeben. Setzen Sie dazu das Häkchen in der Checkbox Direkte Eingabe der Werte.
Im Gegensatz zur Berechnung nach DIN 4701-10, bei denen ein solarer Deckungsanteil für das gesamte Jahr einfließt, sind bei den Berechnungen nach DIN V 18599 die Solarerträge monatlich anzugeben. Dies ist bei diesem Berechnungsansatz notwendig, da die Effizienz des konventionellen Wärmeerzeugers monatlich unterschiedlich sein kann.
Um beim Berechnungsverfahren nach DIN V 18599 in die entsprechende Eingabemaske zu gelangen, gehen Sie in die Registerkarte Solaranlagen-Parameter und setzten dort das Häkchen bei monatliche Solarerträge aus Simulation verwenden.
Anschließend können Sie in der Registerkarte Solarerträge aus Simulation die Daten eingeben (direkt oder über die Import-Funktion).
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