detaillierte Frage
In DIN V 4701-10 bzw. DIN V 18599 ist die Berechnung von Wohnungsstationen nicht beschrieben. Eine direkte Eingabe von Wohnungsstationen ist daher nicht möglich.
Für den Nachweis eines KfW-Effizienzhauses können Wohnungsstationen jedoch berücksichtigt werden. Dort heißt es:
„Frischwasserstationen (Wohnungsstationen) zur dezentralen Erwärmung von Trinkwarmwasser über Wärmeübertrager sind in einer Bilanzierung nach DIN V 4701-10 wie auch nach DIN V 18599 als zentrale Trinkwarmwasserbereitung über die jeweilige Heizungsanlage abzubilden. Verteilung ist jeweils für Heizung und Trinkwarmwasser zu berücksichtigen, auch wenn keine getrennten Verteil- und Strangleitungen eingebaut werden. Dem entsprechend sind auch Speicherung, sofern vorhanden, und Pumpen jeweils für Heizung und für Trinkwarmwasser abzubilden. Die Trinkwarmwasserverteilung ist grundsätzlich mit Zirkulation anzusetzen und somit auch bei Gebäuden mit einer Nutzfläche AN von weniger als 500 m².
Alternativ kann nach FAQ Nr. 5.25 „Öffnungsklausel für innovative Technologien“ vorgegangen werden. Danach kann der Ansatz zur Bewertung dezentraler Wohnungsstationen nach dem Gutachten des ITG Dresden beim Effizienzhaus-Nachweis verwendet werden.“
Die folgenden Ausführungen beziehen sich auf die Studie „Energetische Bewertung von Wohnungsstationen“ der ITG Dresden GmbH im Auftrag der Oventrop GmbH & Co KG.
Eingabe nach DIN V 4701-10: Energetische Bewertung einer zentralen Wärmeerzeugung mit Wohnungsstationen für Trinkwassererwärmung (4-Leiterinstallation). Die thermische Konditionierung erfolgt über eine Wärmepumpe (mit Flächenheizung).
Bei Verwendung einer Wärmepumpe als zentraler Wärmeerzeuger sind für einen effizienten Betrieb niedrige Systemtemperaturen erforderlich, was den Einsatz von Flächenheizungen über separate Heizungsleitungen auf niedrigem Temperaturniveau bedeutet. Die Wohnungsstationen für die Trinkwarmwasserbereitung können mit einer (Mindest-)Vorlauftemperatur von 55°C betrieben werden. Im Folgenden wird die Eingabe mit ZUB Helena beschrieben.
1. Eingabe eines zentralen (nicht wohnungszentralen) Wärmeerzeugers .
Die Wärmepumpe dient zur thermischen Konditionierung des Gebäudes und zur Trinkwassererwärmung.
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)
2. Als Trinkwasserspeicher wird ein indirekt beheizter Speicher eingegeben (entweder mit konkreten Planungsdaten oder mit Standardwerten).
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)
Alternativ können Sie durch setzen des Häkchens „Detaillierte Parametereingabe“ die Standardwerte gegen Herstellerspezifische Kennwerte austauschen. Dabei können Sie die xml-Schnittstelle „Kennwerte aus VDI 3805-Datensatz importieren…“ nutzen (nähere Informationen finden Sie auf unserer Internetseite im Tutorial-Bereich).
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAksAAAEGCAYAAAB1k9EtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAASdEVYdFNvZnR3YXJlAEdyZWVuc2hvdF5VCAUAAC3ySURBVHhe7Z0xr+S21YbnH6UwdoCtv8Z1/kAGQrBA4NJdUhrwYtIY7lK5SmNcZBoDxjYu3LhIcQ1MiiDYIsgWKQIEcILArT4eioeiKJKiZjRzZ0bPAZ4diTw8JDUi9YrS3tn897//bQEAAAAgzebXv/51CwAAAABpNj/99FP7iPztb3+DByL1HQMAAFyDhxZL2GMYYgkAAF4SL5bCu/hHAXsMS323sC7CSQsA4NoMxFKYce9If7DHsEc8N1PpkIbjBQAvDWIJu3lDLK0bjhcAvDTrFUvvv2hfbzbtxvO6ffPte5e5gEn811+07/XTJV/Mkv1xeXduiKV1w/ECgJdm3WIpFDHvv22/eL1pX39RkDU1wicWSfGncyvaHF+1uMwpMZayhetGLK0bjhcAvDR1Yun58/aVrli8etV+/pTwORep49Xn7XMq7wRmiyWxqYv8HBGgvqcIh0XKfNu+2bwx/76AndL+giXPzfCctOflrv38OfJZmoXO0eqxdmf9uhSIJQB4aSrE0lO72xiBpBO2ncx37dPIb4KpCXnhCfsksRQKDJP/5rW7YL1+037x/r1deer2Xblv3wSPvtxjL42b+0zG1nJv2jdvNJ7kFfxjC+PLrrRN97PtlPpemzTT50kfWXX7tv3Cbku+q2nUtsRxSrU/rl/8MpYXS8F5+LTA+XOlc3RaLC3crykWHntLg1gCgJdmWixdayJduJ7TxJJc6F+7C758arLzTZZxFvvkPn0diXJGhHwhIsT7Woe0v9v1Zss7QRKKkthS9cUW+4hLvG3bUHOcKvo7YVViyYr6E0T8HBY6R2eJpTvq16VALAHAS1OxsvTcfv5q0+4+f2qfw8cBdoLdtTuTZy/OZttP6CYvTLerUuGE/GwuAJq/edXunp59vM93r4L0qXimfus/vpicJpbcypK9kGv7FLmwR2WM3xsjBLxPKBRKn4O4QhRbfXU75R9rjLBMbCYv207nMumT2pZP9fck+jLlM2FVYilcgak5X7I+C56j2raIWWJpVr827SszTrv2uTZXltt4sST9Dvur6VrG7Luy08fB5Fe0PRknALEEAC9N5TtLOgF3E5qf6MykrheF589N/u7JbIu4ih7b+QlWJk4VXzqRy52zvAcl8YIJ/mkX+Gfi2XLOP+IksTQQAYlHQ4MyIqzkou8ihGWnPqdix9sTj6mshWUGNtFOm1jhk9qWz5q+TB7LsuXFkrv4Di60NefLlc5R2U4wLZZO6Jekx9ultqlvKIqsQEz4hm0LyqaPgzlumu7Ll9swjuP8HIglAHhp6sRSwLOZ0Ozdop8IXd5gAgwn+27CtxeaVLm4fLw/FS+METBbLLn/Ddf9d3t5dGS2dflGfQdlulWo3uVN3cpSTexwO+ff7fWWS59qp02t8Elu1xynGp+y5cXScDXT7tecL1M+kp86t+J03c/FU3EQMS2WzuhXvF1bzqS9kpUfe8MT1K0+ccy56VNtCP1134FYAoCXZrZY8u9QFCfGYLJP5ScmxNFEWRsvTndUiaXB5B28tCxmxNP4pepOUOkLySIqNMZreYQVioDcZy52mB/Vk25LZIPyQyu2s9Ynuz19nKb7W7YqsaSrF3IBnjpfps6p3LkVp4f+qXgZZomluf2Kt3Nti33F51lXhhI+4f4p6VNtSO07EEsA8NJMiqXu8Vo/gQ1WlswEqHfPw8dw4SOMYMK0E2GcHzziSE6cU/Gcf8SkWMLuxqrEkt+vOV+udI6qX8QsseT3K/qV3D6hnK+/uzHyY1wfk4X+g/KurtzjuVIbBnHcvgOxBAAvTdUL3k/+fSXDKzORyuRpJ7ZXwUub4aQn7z70/nayDSfCMN9chOzkWpo4p+IlQCw9juXFkp5Deh5pXsX5co1zVP0ipsWS1qt1a95Um3PbM8oZ7I2P27fb2o7dlFhy29p2Mz/0L3hPtCGOE4BYAoCX5oTHcI7MxHYrIJYexx7tYrmWi79dhQ7fgToRxBIAvDSIJezmDbF0P8Sr0KUVtloQSwDw0pwulm4cxNLjGGJp3XC8AOClQSxhN2+IpXXD8QKAl2YjE9Gjgj2Gpb5bAACAa2HFEoZhGIZhGJa2kVj63//+BwAAAAAOxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHEEgAAAEABxBIAAABAAcQSAAAAQAHE0iIc2mazaTcR22bfHo4p/yXQOpv2MNhO+V6D9DHYbPftMel//xz3W9/P5tClHZph/7f746jckmgbTq/nnHPn1LK3cL6eyNG0fdt/v/bYN4crnON3fMwAHgDE0iKMJ7LjoXGT6dTkNmcSDH1rtlMxcpxaTonLH71wuLRgqOfcPoZorG27P1sQn96uXiztT4xRqnuqXae2+5LlTo1dw7HdO6HUHOScXuIcr23vJfsFAFMglhYhPZHVTaSnToJhuSUm0nNjJMqrYDR33mP/l2CJ46QsGet0LruyNNXHU4/BJY/dvcae4iXrBgDE0iJkJrKBWDA+ieX7/eCxjSt/2LfbwM9iH2eF9dRsu7YlHxuoX4qpsq5/A+J6o7vuyT5NkPPd9o/CNttyu5PHOtvHVF36SLFfYeiQWOqvcVOrPgGDx5Nh2US9Bnmk2/mP22vzBytLqbZv222xn127ZUXUfk/mWA7r6fs1/s5Dtm3jhdu4raVzr9THVFvjR55jtM2ntiOm/95t+WMoUFOx5hwLbaupownOaesn7Zlq61T8gMG5BwA1IJYWIZ7wHF4s7d0ku233o+X76ccnBzd5pi+IpW2d3Ev16iOFuA+lsnoBCNHyQ7oJO/ZN9UnbUetr6nMXB6mjb5sRRdXHes7xidsVH694Py2WpmP1x1H6IhdkFXly3IffQZgX9q2PoY+Lao7JXtvrv7Nxn9Lt7uo5yvs8dt/UI+2uOLbjPs75/lLtiNt8ajvEN6xDMeX3RlDamM53IGZcPbOPhbRX/fr26Dm0aYx4tX6pttYcs9y5BwA1IJYWIZ6gHV4s9RPdCJ8XlDUTrdxdxisxw4k1rHNqO8Go3rgPpbKpx2px+YiqPs3x7S8s8nJ1cRVHyfY5Qep7GZA7Xr3/uE01sebFSefl2pZgdG7KxT3VLk0LqWlrgsSxPbVcL4akrIiBU/qeakeFsJDz1Ndd890kGLShdLyXO9YAMB/E0iKkJ7npO2IhLhuKgG7CHk+K4huWq9meqndqf4qSf22f5vhOiaVUO+b0car/07Hq2iSEZefFSedNt21ctxGnbgWvf0xTKpfOP+17OL9cL+Bjn1IfSu2oEEvC6IYoFau2T6e2dd4xA4D5IJYWITGR6SRq08K7324JPS+kNJa7w8/evYZ15rZPqVf3S2VTF5K4fCpvqk9zfHNiKfSf6vOc4xMT9zdqt4mdfnwaxlDCWHHcdN/suzDm2PhHkYM64hj1/dS6/Ht2gzgxmm/6LMJW2qP7po45x/ak70/HWPb9L9k/tR2Jczyor/uTIOE5uMSxGPv130dJjM055wHgFBBLi6AT4xB5l6H/O0syobmJz+ebiS2YIP2EZibl0cvQhuHEF14UctulemO/RDuyZSUvJo4XUdWnOb7hhSq+yM041tXHJ2ac71+Ojpi+YIWxEnHDvgUCKV9Hqu3zz4PwIjyM1cfsyoZs/YrgnGNb9/2F5cLvMmDwYrrGP7UdXVrIUd5XCuLY/ro2L3MsTL90hc/7he9EnXPM+n4AwDwQSwAAZ4MoAXhkEEsAAGeDWAJ4ZBBLAAAAAAUQSwAAAAAFEEsAAAAABRBLAAAAAAUQSwAAAAAFEEsAAAAABRBLAAAAAAUQSwAAAAAFEEsAAAAABRBLAAAAAAUQSwAAAAAFEEsAAAAABRBLAAAAAAUQSwAAAAAFEEsAAAAABRBLAAAAAAUQSwAV/Pa3vwUAgJWCWAKoQAYLhmEYtk5DLAFUgFjCMAxbryGWACpALGEYhq3XEEsAFSCWMAzD1muIpTvk0GzazSZBc0j6V3Hct9sw1rZp98eE3yWQurf79pjKuxEQSxiGYes1xNJdc2ibTdMeknkzsWIpiHVYUMBMiSHEEoZhGHbDhli6ay4olpaMPQViCcMwDLthQyzdNUNBc9xvB4/i5HFdsxch0rTNtn+8lhRApZUlkxeW18dzw8eBrmzKNxRDR9Nmzd9s2+ZwdPnGtzHt9+laLpceiCvdz/mP2mXyZ4ozxBKGYdh6DbF010SrPyIW/L7Lc2kqcGJB5bF+TkwMhMax3Rtx4d9fsoJkKDT6mBlfX0byRcAZgWTzpY3GX4SZrc+lH5q+XC49bENYT8pf69X0uHwFiCUMw7D1GmLpronEksGuJonIMULBCpicsHC+VhipX0p42c9QRAmRINJyOV9dpZL8lEiJ03X/0um6XwFiCcMwbL2GWLprxmJJRdKhcYKmVihI+iCWWyWyqz5RHQMfJ85kfxQjSE+Jljg/3r90uu5XgFjCMAxbryGW7pqEWJI0eTdHxYAIA+NT9xguiOX340dnvdAYx8r4+jJxfvAYLhQvo3JRuuu379PU4zkv6uLHc86vAsQShmHYeg2xdNekxFL3eG07ECzb4OXmjEgQv+jxWb9i5ASYLa8ipRMgoX+3kpXwDUVM9gXvhMjJpZttK9Q0RjMllty2tpUXvDEMw7AZhlh6OESMRCtEM4XBoyMrUcnVtQKIJQzDsPUaYumREBGwCVaVBMSSRd7h6laiZGWpf4RXC2IJwzBsvYZYAqgAsYRhGLZeQywBVIBYwjAMW68hlgAqQCxhGIat1xBLABWIWAIAgHWCWAIAAAAogFgCAAAAKIBYAgAAACiAWAIAAAAogFgCAAAAKIBYAgAAACiAWAKoIPVfSQFqSZ1TwkcffTSbVBwAuCyIJYAK5IKHYafYlFiaY4glgJcBsQRQgYqln376CaAasauKJfnhbP+D0dt2f0j4nMM5P8zNj3rDHYNYAqgAsQSnIHauWPrw4UP78ccft+/evZsQS4e22RiBdHT7Vjg17WFJkXIrYgnhBVcGsQRQwSJi6fm5fX5OpIfU+MDdIHaOWFKh9Mknn7Q///xzWSzlBARiCeBs1ieWZJCFd1+ads2BN7e+S/vnsMfqgkv6wqWP/aHp2m/7IPUc2/22229m9Ccplp7ftrvNrn3yaU9m39Vl2bZvnfB52m3tvhzP7e6pjxFQ4wP3hdipYikWSmLllaXu3G72h/bo57f+fO/Of5NmxoQf1+Z8s+PAjsOm3TdyDgbp4m/yGhdja+aBmjiNjdOtao3Kio/k2fbJalhiOyi3kXZJf3xsrVPyLjh3AASsVCxFg8wOwgUH3VS8ufWpf225RfqTWdIf+U0w1ZZF2lpAxFJzGNVzMBPu6WLpuX2rE/lILIX7DiOqttu37bPdl7K9iJrlA3eH2JRYksdrIopEHKmlhJJYWSwZjoeB4OlFRmaMaZ58WsFz7NJFCNkyToC59KOMp1SsKM7e+ufKSrprm6SZtvZCK8rPxfa+zgfgwqxTLJlBJhNKeOd01YE3tz71ry23RH+udUwuXc9FxJISiaOB4Al42rWbYKXoabdpd08n+MDdITYllkQMiShSwZQTSmKTYinAi5N4jJn9RlZ5rKByN44JH7ufS6+JUyir4+9g5uH93qTLGDXt3e6dENKYHhFJhdgAF2a1Yik7qM12bvl3tERdTNc6ZpST+mXCsGlj/75diUnC+CSXyoN03x+TftwHdcsEFcayuLvCwZK+YdSWYLUpVZf117Yc+nzbN71DzByLbLx+mX8/1Y9riyXTjq1r8/bts01/fmvS3HZqv9YH7g+xKbEkFgqmnFASmyOW/GOtwbnvVozdao8fF9H4mEyviZMta7atMJLx7WKZTxnLfr5LrWKXYgNcmPWKJbMtdzW9GJG08vLvaIm6lH5KOdkOCeOEn7FfzXK3+PnybhLVtNzjtdySvogUF9OKLhEjpWPn2yLiy/VZhJPElLvF5LEofxfdJF3RDzkWV15ZepLHZ88mz/RXVocQS+tFrEYsialgygklsZJY6sZif46nV5a6MdOP3/zqUz8Og7lF6rDpNXFyZSVPypsbCjcfyFzc33jFc4WLGcaO2wtwYVYtluyADQehfFphEOIu6OHADP1L6VP5cbrbzi5tx+VS5cN9+Rz0RRAB0k1G8tL2aOUoQ2lJv1iXHru4XFw+3p+KZ/0r+nFNsRShggextF7EasVSjZVXlo6d6NDxIuLDjglz0yPjxN1MiLDRsTV46To1DnVb/U18Ta+OkyjbCynnp+PUl5O5uSuXXKWO+uTLAVyIlYul7m5n24QrPonBl5oA1L+UPrecvdvSVZOKeKPy0b58liYTv3JUM+F0d5Kjv9kyVVeYH5aL8+P9qXiDtEI/bkAs8c7SehG7nlgCgEuxerGky8Hd8nDF8u+c9LnlnCDJLm3H5Tx6lxYvd2f6o6LM1iM+ut1TXNIftFH89DFc6djF+SoMoz5l/eN44j/dj2uKJRFHInjsC97yGM60zf6PNv433GoRmxJLc0nFAYDLglgyDJ6lTy7/BvtT6XPLme3y0nZh6Vl8tFy43J3qj0kf1KOCZEBmSd+2ZRvEDPsxcezCfCMkrLgL861Pxj/zXUz246orS8/ubyV1/dsFj9HSf0NpWJ6/s/R4iJXEEgDcB+sTS3Aesbi5deJ3IRzLiKWZjP46txFL8Z8a4C94PxRiiCWA+wexBPO4R7EkKz2+zd3jPUm7uliC1SGGWAK4fxBLABUgluAUxBBLAPcPYgmgAsQSnIIYYgng/kEsAVSgYgnD5hpiCeD+QSwBVCAXPIBTSZ1TAHA/IJYAAAAACiCWAAAAAAoglgAAAAAKIJYAAAAACiCWAAAAAAoglgAAAAAKIJYAKkj9d3CAWlLnlPDRRx/NJhUHAC4LYgmgArngYdgpNiWW5hhiCeBlQCwBVKBiKfWTFgA5xK4qluSHruWHo+2PR2/b/Ywfi67inB/Svrcf4QYIQCwBVIBYglMQO1csffjwof3444/bd+/eTYilQ9tsjEA6un0rnJr2sKRIuRWxhPCCK4NYAqgAsQSnIHaOWFKh9Mknn7Q///xzWSzlBARiCeBslhdLchLrMrBdCm76O52X4oSBdWi2tv3NzGXsQzMsc9xLHHN3532Gd3/qH5d7MZaehA5NcC6k41Yfs0Nt247tYX8Y+vl+Hdv9tmvPnOOdFEvPb9vdZtc+hWkBT7vuHNqYtu+e0j7w2IidKpZioSRWXlnqzu1Gzn0/5/bnux9/Zkz2c/S2Gwd2fJi52s17Pl38TV7jYmy3Jr8iTmPjdKtao7Li48e3jO3EdlDOX0N8bK1T8mrmA4DzuZBYCi501Re4AnaQuEF2SqzZ5YaDdk5ZudBv90e3LxOV2Zd3B+Kl8aDMTXHKMS6VEbHUHIo+1cestm0yift4jqjsXHE6FEvP7VudyHNi6WlnJvK37bNsPz8VRRU8LmJTYkker4koEnGklhJKYmWxZDgeBoKnFxmZcaN5doyJ4HHjRsaQLeMEmEs/ynhOxYri7K1/rmw3xm3bJM20tRdaUX4utvd1PgAX5vJiaXDncCanDpC55UL/uWUHk4npu9k+hGJA8kU8hGVuiVOOcamM9nfKp+aYVbVNJtrE+RaVPU8sKXkR9PzWtP/t82Cf1aX1ITYllkQMiShSwZQTSmKTYinAi5N43Jj9xoiRwepMwsfu59Jr4hTK9ivqRvzsTbqMb9NeO+bFT2N6RCQVYgNcmOuuLJm8/NLqeNl25OPTu3jd4xpJM3dEemE1d1beT++UXPnkErMMUJum6SLu+v1tTZ0DAnEYXuSdQBqsoozqNmmD4yH19tvbvd41un5JjNTxsm2I7sy0TSn/UZ2mrzYtmIyC/eExMG2KjpH1V8Jj4PPlOwr6UHvMXDuT36Mix9SfC31fB48PDJcWS4OVJVmJ2pk2BOIJ1oHYlFgSCwVTTiiJzRFLflzFY0/mhmD+sHkDn4r0mjjZsmbbjlMZny6W+dybce7nQJ0PQkqxAS7M5d9Z8he0iqXVkk/4aesKLrA2hmxLeXMRDIWTjd3V4S/OMlBTAy1Vz2Sdrqyn74Nc5Lu+d5PBaHk5JKxbj4duq6AJt1PxfHonBlQ0WHFjhUfh+IZ1apqLNYydOAaxb0gslqyYDdpgqTxmtr7S9yi++p3ItggidwykHYHvxcWSwb+ztN21O7ONWFofYjViSUwFU04oiZXEUjfO+3M8vbLUjV8df8d9ysfg96NxJHXY9Jo4ubKSJ+X7Ocq+IxqP3eCmx8YMY8ftBbgwl19Z0n37GYqoTkiNllZLPoMB0g0o+Vsi/oXGQX5AnB7um+36peREnSZdLry2bLASIhNEL0x0u5tgwmNTXXdqWz61rCcQFtY/aEfOP7W87cubtEH9M467EIolU5ddqXPHKaTqmGXb5PZFPMUTbMb3GmIp5ImVpVUiViuWaqy8snTsRIeObREfdizp6m83jkTY6DwweOk6N15kW/1NfE2vjpMoq3OpH4M6T/hyZtzbNhtkNXk0zwz75MsBXIgrvLPkLnp2dSdxYocDYFQ28hkMFs3TR1OmXCrf+kTpfl8uxNK2mXcwYZ1huiIX7UYeG/blrBgwafpoqbuzmlF3als+c23wYiMqV/MdaGxNi33sfsVxFwZiSXyjSTLwmzxmxTZJ3KBvRd9ri6XuhXDeWVofYtcTSwBwKa63sqR3EqWl1Smfga8TG4NViLi8CpKwXBDXxphYSp6ssys7RPzMXU94pySiQe6utG1z605uZ46XbBtEbMgdX1/nxPEdxIjaJ2LGp0fHID6+IaFYCusIzxFLxTELY8T70j7fT8H1NfkI4ApiSd5Z2nXvLD3LduUKFDwWYlNiaS6pOABwWa74zpLkmQuiuYDll1anfArLyf6CGpS3dZv0wkV2eim5os4R3YV6mB+KjI7Juqu2E8dL0tUvqnPyOwi2rcCw7XMrPD49PgbDY+TrElJiyRCLl6pjFsXo96Vsom7J13YOHgFcSiwN9/k7SyBWEksAcB8sL5YAQlQspfJekGXEUowRS/5/wAEglgAeBcQSXBb3KG24ivSSdCtY0qblxRLAEDHEEsD9g1gCqACxBKcghlgCuH8QSwAVIJbgFMQQSwD3D2IJoAIVSxg21xBLAPcPYgmgArngAZxK6pwCgPsBsQQAAABQALEEAAAAUACxBAAAAC/Cd99913766aftf/7zn2T+rYBYAgAAgKvy/v379ne/+537lYNN+8033yT9bgXEEgAAAFyFf//73+0f//hHL5KUX/ziF+0///nPZJlbALEEAAAAF+eHH35of/nLX46EkvB///d/7Z///OdkuVsAsQRQQeq/gwPUkjqnhI8++mg2qTgAt8yHDx/azz77LCmShC+//LL917/+lSx7KyCWACqQCx6GnWJTYmmOIZbgnpCXtg+HQ1IgCb/5zW/av/zlL8mytwZiCaACFUupn7QAyCF2VbF03LdbvRhtt+1+xo9FVyHxT/1R7HPKwt3x448/Zh+5yftJ8kL3rf8PuBDEEkAFiCU4BbFzxZI8wvj444/bd+/eTYilQ9tsjEA6un0rnJr2sKRIuRWxhPC6WeQl7d///vdJkSRI3i2/yJ0DsQRQAWIJTkHsHLGkQumTTz5pf/7557JYygkIxBJcAVklktUiWTVKiSRZZZLVplTZe+DxxZIMqvBuS9OWHGj3NHDPaas9luEA2LbN0sv8czg0XTtMf/bNZtCW435r8sxdtffXu+5ju9927Z/T9pxYetpt2u3b52Bf6u2Oze5p6DvHBx4DsVPFUiyUxMorS9253ewP7dHPd/35LuPEjnszbvpx7MawnRcaM476c9OPD5PXuBjbrcmviNPYON2q1qisnUd0bMq4TGwH5TbSLumPj611St6dzLsPjrx3JO8f+e8lQt5bkj8ZkCp7L6xELJkvLBxUdtAtOMim4pXyl27LFOfUF5e9dttjRCw1B7st4mi7P7o8uUCYfXlnI34k4coeInE1RVIsPb+155YXS087c569bZ9t3lO72+zap9C/1gceBrEpsSSP10QUiThSSwklsbJYMhwPA8HTi4yJ+ceODxE8bgyJELJlnABz6UcZc6lYUZy99c+V7canbZukmbb2QivKz8X2vs4HXgT5H2zyP9lCYRQif3RSzuVU2XtjHWLJDCqZQMI7pUUH2jnxrj3oF21reFf4AgRiyW77tpl2me1DKKBCX8P5Yum5fWsm9N3O1OHE0vPbflv345WjGh94HMSmxJKIIRFFKphyQklsUiwFeHESj1uz35hz11/UMj52P5deE6dQVsffwczL+71Jl7Fp2mvHq/hpTI+IpEJsuDoi8uVvIw2/pw555CZ/UylV7l5ZjVjKDmKznVvuHS1JF9On4nX53eMhV3Zv7gK9b9TGsJ32M1HvqD6TH5YP4oyWwkdlh333y+hRnLB9Mhn37Qvq1f1BLFO39NduS/v17tDkB23w9Zm8Uds0TxkIoEC4abrEd/nDlacFxNLTrt3unobiJ1w1EjEVPaKr9oGHQWxKLImFgiknlMTmiCU/JnQ8+jS3OiP7mjfwqUiviZMta7atMJIx7mKZz70Zo34+Td2ElWLD1ZCfKSk9cpO/zn3vj9xSrEcsmW25ixmKm/Jy72hJupQ+Fc/mBxd0GyuayMLtuHyq3miZe1TeMvRJLoWHZV1dfhIMsXnBwFARE9cbx1KfcNvn90LICkkrbjJt0/iK9MWLpb6MxOmEUDcJj/pqOE8sPbW7bff4LF4p8u8jmfxw1SmkxgceA7EasSSmgiknlMRKYqkbP/04Sa8sdXNQP+ZSPga/H80fUodNr4mTKyt5Ul5uoLo8mZv7myVXTm9uNGYYO24vXBwRQF999VU//0fIIzcRUqmyj8CqxJK/eIaDb/Slm4tquNwbxogHaJw+Ga+bBGQFyL+EGcacil+brvuptLBssa1BjLjsVHpYh6antkvlUm0LxI5lIJa6yVgm5l4Y6XY3sYd3queIpVAgxWIpJH75O0WND9wvYrViqcbKK0vHTnTomBHxYceBrmB3Y0CEjY6vwUvXqbGo2+pv4mt6dZxE2V5IOb9oLMu7V+lVby0/7JMvBxfh+++/zz5yk/TvvvsuWe6RWJlY6i6o2yZcKUoMttSAV/9SunxWxdPHUTKZBXkjvyDunHTdT6WFZWvaWpNXqkPTU9ulcjWTYDzBmn35brvVpC7NCij5vkM/wzli6a1O4gFjwSPvNG0m3keq8YF7Rux6YglgWf7+97+3smIUz3eKrDTd+s+ULMXqxJIu/3bLwRXLvbPSp+JJ3dGqx2Alp1sB8UvbcvEflO/S+z7p3ZmrT/3VzzL06ZfCK/seks2raHdqWz7DctI2K2oybZPtkFgs6XcbCSgZ1OH7SsLZ7yw5Ru8s7br3kZ5lO/e/4aZ84GEQmxJLc0nFAVgSeeT29ddfe1EUI+8s/fWvf02WfVRWKJZCwSD55gJrLsz2JKh5B2cqfSLeYOnaXsDjJXJZcZJ9tyJSqle3XbzSC97JpfCavocU8ibbndq2n8bftyGInWqb5ikjsdSJrKEwEgE1foR3EbFkSP8NpeGfCODvLK0HsZJYArg15Jf/Sz9TIv8LLlXu0Xl8sbQi7Aud0eOmm6Ygvqo4o79LiaU65IVw/R9wsCbEEEtwD8ifrPjss8+SIkmQnylZyyO3FIilOyd+oTO5AnOrLCGWbL/nxOhWn6Tc9cQSrBUxxBLcMvIzJfIXtnM/U/KrX/3K/oXuVNk1gVgCqACxBKcghliCW0VEUOmRm4goEVOpsmsDsQRQAWIJTkEMsQTXQF64rn1MJr/6L4/VUiJJkLxH+ZmSpUAsAVSgYgnD5hpiCS6NiB/5e0d/+MMfkvmKrBLJC9q5R26yyiQveKfKrh3EEkAFcsEDOJXUOQWwBPLf/MOfH8m9XyQrT6WfKZFHbo/4MyVLgVgCAAC4Q2SlKP4fbCKIwveM5NGcrDiFPiHyRyflj0+GcWEMYgkAAOAOkR+tTQkg/VtI8jMkpZ8p+eGHH0YxIQ1iCQAA4M4QQZQSQYK8k/Tpp58m8wQRWTxymwdiCQAA4I748ccfkyJoChFQ79+/T8aEMoglAACAO0HeL8r9b7Yc8shNHsml4kEdiCUAAIA7QP5EgPxF7ZQgyiEvd6/5Z0qWArEEAABw48j/cCu9h5RD/iRAKh7MA7EEAABw43z55ZdJMTSFPLLjr3GfD2IJAADghvn666+TQqgW+fmSVFyoB7EEAABwo3z//fdJATQXfsbkPBBLAAAAN4j8RMnc//mWQ373LfzL3jAPxBIAAMCNIe8Z5f76di3y0ydfffWVXZ3iJ03OA7EEAABwQ8hf1577JwIE+Z04+d9v8kcr+Qvdy4JYAgAAuBFSP46bQh6ryf+Qk5894a9yXx7EEgAAwI0gf0QyJY7kbyzJb7rJi9ryxylTZeFyIJYAAABuAP1xXHmpW1aXvvnmG/uSNy9mvzyIJQAAgBdG3jHiRezbBbEEAAAAUACxBAAAAFAAsQQAAABQALEEAAAAUACxBAAAAFAAsQQAZ9NuNgAAltQcce8glgDgbFITJgCsk9Qcce8glgDgbFITJgCsk9Qcce8glgDgbFITJgCsk9Qcce8glgDgbNYwWQJAmjWMf8QSAJzNGiZLAEizhvGPWAKAs1nDZAkAadYw/hFLAHA2a5gsASDNGsb/RcTSn/70JwBYATrmc5NlqgwAPBa58f9IXEws/eMf/wCAB0bGuY753GTJXADw+OTG/yOBWAKAk0AsAYCQG/+PxMXFUiofAO4XHdtzxZKmAcBjoGM7N/4fCcQSAMxCxzZiCWDd6NjOjf9HArEEALPQsY1YWiHHY3s8JtJhlejYzo3/RwKxdA8c9+3WnIAbz7ZtDse07xJIfdt9e0zlzWGpOIZDszF97j+zsResE9Lo2D5bLI2+q2O7327a7f6C5/bd0R0Te86H6Xrs5NPOCZm5oTAeDs02KNOnH/eNi2nSg++i89/avG1zcOmHtvF1d2X2sZiaaiPcLTq2zZeaHP+PBGLpHognvONh+qJSmCQnOadsyFJxUuRiX7JOsOjYXlosiRDe+IvwjXAD59NxbwRKNNZ9Wty+eG7Itf/QtBtNN2WaTdMe7Lbxl20RPDbdiZ9BHBFwKoqCsjmm2pgi1+6lmVPPNdoU1nGtY3AGOrZz4/+RQCzdA6lBMzWQzhloSw3SSw72XOxL1gkWHdtLiiW5+PuL9y1xC+fTqA2BWEm1L0yran8+nl/JFXEVCNnJFd6QqTamqGr3AlyrnlpurT0T6NjOjf9HArF0CczE0i87uyXueBAE+/ZCob6pu63kAAru6Eb1dUv3dl/LmRiNT2uCidFsx8vxLr3RdLPt7xyzfcvF0Xab9poJebT8Lj7+zjS8Sy31z5WbqtNsV/fZ1gk16NheTCzJhThenZjz3ZXSp86tQj2NrHTZeJJXOKdszIClx/9gJccQxorjWob9G+dHiI8/NqFwMnFMHyU9Xt0arGyZdm/dMUmuFk21cen5y/gnj2lFPXZ10/voMXFoP1y9Oj9u9wfXhi6mtitsr48T9cOm+3gu3eZpPdP979phYhV8LjXf6dg2gZPj/5FALF0aPeH1M06PJ7Z4gA58w/RoAlWS9WUmW1ufG+CSLpNJIt1OPKnHIzVx7KdMuom2WoK2mXIyoJMXF6W2zrl91vgwiY7tRcSS8d2Y70k++0n8vPO1/06nzq1yPXuJ533FJ+Nv8zKEMUNfv18x/g2hWBkIl2QbgnYm83tUVAxEji0jAkiOae8X+vh9F98/tjMX69HFeKqNYbr6DsqUv6fx9z5jTh3U02OPSzznRfX64xtu+3wnVgaxpB9yfLr2+nSNEZ9vfrvcf1tu9jFyfmeiYzsc+0LK995BLF0Cc4KKOOiUvFwM3EkbnqR+vxtAcsFozB1K8n+axGUtwwmhWJ9sa55HBlmmTXF9UazqvsmnqcfedabElkOX9OUF0v3elBFfGdTBBWFWnb5u5+8p9Fn3YRId28uIJTfBi5jR72Hudxd/h8F+8dyqqSeMnfOPx6zxW3T8j/yDOuO4lkgsjPJjujYMhaSmd3VlxZKPMUz3KzQqBibauOj8lTumU/WEcWoFVmo7TJubntqWz0HfhcR5OuUTx18AHdumsuT4fyQQS4sjk4CcpP2F3p/wpZNWXnrU5VRN83mJE9ynVdQn2zVxU2UHfjP7Jp9S7zGYjNUnxF68ZCJzdZjPvZl0O/8T6tTPOX0OfaCIju1FxJI/9t050ouYJc5Xs106t2rqibdT/gNmnq9+vzD+LSpcJuLEaan8BCpysqJIxGxww+PfWXL7SlJEFdtYcbxk+5SxPDimld9LKBx9miNVJrUdx5yTntqWz5rz9JRjdCY6tsOxL6R87x3E0uLIoAyXYPWOOUqXSdynyyQo6TohaizH6ITv/jdJLyYS9Q3KuAlAJzHNyw0k+RzENBOOnShr6oriaLqLmb4QSNz+UYD9L8pb9T21zpl91n2YRMf2smLJ7duxcML5mkq3+6Vzq6KeQayMv81TMudrnD5n/DusEDH5AzESt2EwNyTyHTqmB/2SMiKKvH+QPjoOXTsHcUzdfV8Cim3MHK9RfYnjPoqr+6ljWlNP3x8bLyZVb2pbPgd1aUw9nl0/fPpUvKr+zz1Gbv9MdGznxv8jgVi6ADIQdUlUJjedfOzgsOnmzrbRyTLyDydCRU5wl+/L6x2SIV1fNyH5O1WZLOy+YfDyX2Ig2fpkYlb/3idZVynOoGx/LKyfRycRtx/dxZ5c55w+676nm1xDwTbeXic6thcXS4b+AjLzfM1+p+Vza7qeinGksRyLj39F2uVFQJjm2qOxg7lh2JcQeVQWtCeot0837QmOVZdu5oVBej6OZ6KNi89fcUzXpul6unOla6OQONZSJqw3tW0/TR99e12+8xmlhzHC9gxi1/R/3jHy/bKYsn5ey22P0bFtKk2O/0cCsQQAs9CxfbZYgvuDv+A9TVaQPB46tnPj/5FALAHALHRsI5YAEiCWkr73DmIJAGahYxuxBLBudGznxv8jcXGxBACPyVyxBACPSW78PxKIJQA4CcQSAAi58f9IXEwsAcDjo2M+N1mmygDAY5Eb/4/ERcQSAKyLNUyWAJBmDeMfsQQAZ7OGyRIA0qxh/COWAOBs1jBZAkCaNYx/xBIAnM0aJksASLOG8Y9YAoCziSdLAFgvqTni3kEsAcDZpCZMAFgnqTni3kEsAcDZpCZMAFgnqTni3kEsAcDZpCZMAFgnqTni3kEsAQAAABRALAEAAAAUQCwBAAAAFEAsAQAAABRALAEAAAAUQCwBAAAAFEAsAQAAABRALAEAAAAUQCwBAAAAFEAsAQAAABRALAEAAAAUQCwBAAAAFEAsAQAAABRALAEAAAAUQCwBAAAAFEAsAQAAABRALAEAAAAUQCwBAAAAZPlf+/9/6ddI6u9IBAAAAABJRU5ErkJggg==)
3. Die Eingabe des Heizungsbereichs (Auslegungstemperatur, Verteilung, Übergabe) erfolgt gemäß Planung.
4. Bei der Eingabe des Warmwasserbereichs ist darauf zu achten, dass die Verteilung mit Zirkulation eingegeben wird. Da eine gemeinsame Installationswand im Grunde nicht vorhanden ist (die Warmwasserbereitung erfolgt ja erst in der Wohnung), muss die Checkbox „nicht vorhanden“ ausgewählt werden.
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)
5. Im nächsten Schritt müssen die Leitungslängen angepasst werden. Je nach gewählter Vorlauftemperatur für das Warmwasser (Planungsvorgabe - diese Information muss ggf. vom Anlagenplaner eingeholt werden), müssen die Verteilleitungs- und die Steigleitungslängen mit entsprechenden Faktoren multipliziert werden.
Gehen Sie zunächst im Warmwasserbereich auf die Registerkarte „Detaillierte Verteilung“.
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)
Passen Sie zunächst die Nenn-Leistungsaufnahme der Zirkulationspumpe an. Diese wird durch folgende Formel bestimmt:
P = 44 + 0,059 x AN (Spreizung 15 K)
Alternativ können auch Planungsdaten (also Herstellerdaten zur Pumpe) eingegeben werden. Als Nennleistung ist die Leistungsaufnahme vom Typenschild zu verwenden (Maximalangabe).
6. Um die Leitungslängen zu ändern, entfernen Sie das Häkchen bei „Standardleitung verwenden“.
![](data:image/png;base64,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)
Anschließend betätigen Sie die Schaltfläche „Standardverteilung“.
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Ändern Sie die Standardlängen (Länge x Umrechnungsfaktoren bei Vorlauftemperatur).
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Die Länge der Stichleitung wird nicht geändert.
„Frischwasserstationen (Wohnungsstationen) zur dezentralen Erwärmung von Trinkwarmwasser über Wärmeübertrager sind in einer Bilanzierung nach DIN V 4701-10 wie auch nach DIN V 18599 als zentrale Trinkwarmwasserbereitung über die jeweilige Heizungsanlage abzubilden. Verteilung ist jeweils für Heizung und Trinkwarmwasser zu berücksichtigen, auch wenn keine getrennten Verteil- und Strangleitungen eingebaut werden. Dem entsprechend sind auch Speicherung, sofern vorhanden, und Pumpen jeweils für Heizung und für Trinkwarmwasser abzubilden. Die Trinkwarmwasserverteilung ist grundsätzlich mit Zirkulation anzusetzen und somit auch bei Gebäuden mit einer Nutzfläche AN von weniger als 500 m².
Alternativ kann nach FAQ Nr. 5.25 „Öffnungsklausel für innovative Technologien“ vorgegangen werden. Danach kann der Ansatz zur Bewertung dezentraler Wohnungsstationen nach dem Gutachten des ITG Dresden beim Effizienzhaus-Nachweis verwendet werden.“
Die folgenden Ausführungen beziehen sich auf die Studie „Energetische Bewertung von Wohnungsstationen“ der ITG Dresden GmbH im Auftrag der Oventrop GmbH & Co KG.
Eingabe nach DIN V 4701-10: Energetische Bewertung einer zentralen Wärmeerzeugung mit Wohnungsstationen für Trinkwassererwärmung (4-Leiterinstallation). Die thermische Konditionierung erfolgt über eine Wärmepumpe (mit Flächenheizung).
Bei Verwendung einer Wärmepumpe als zentraler Wärmeerzeuger sind für einen effizienten Betrieb niedrige Systemtemperaturen erforderlich, was den Einsatz von Flächenheizungen über separate Heizungsleitungen auf niedrigem Temperaturniveau bedeutet. Die Wohnungsstationen für die Trinkwarmwasserbereitung können mit einer (Mindest-)Vorlauftemperatur von 55°C betrieben werden. Im Folgenden wird die Eingabe mit ZUB Helena beschrieben.
1. Eingabe eines zentralen (nicht wohnungszentralen) Wärmeerzeugers .
Die Wärmepumpe dient zur thermischen Konditionierung des Gebäudes und zur Trinkwassererwärmung.
2. Als Trinkwasserspeicher wird ein indirekt beheizter Speicher eingegeben (entweder mit konkreten Planungsdaten oder mit Standardwerten).
Alternativ können Sie durch setzen des Häkchens „Detaillierte Parametereingabe“ die Standardwerte gegen Herstellerspezifische Kennwerte austauschen. Dabei können Sie die xml-Schnittstelle „Kennwerte aus VDI 3805-Datensatz importieren…“ nutzen (nähere Informationen finden Sie auf unserer Internetseite im Tutorial-Bereich).
3. Die Eingabe des Heizungsbereichs (Auslegungstemperatur, Verteilung, Übergabe) erfolgt gemäß Planung.
4. Bei der Eingabe des Warmwasserbereichs ist darauf zu achten, dass die Verteilung mit Zirkulation eingegeben wird. Da eine gemeinsame Installationswand im Grunde nicht vorhanden ist (die Warmwasserbereitung erfolgt ja erst in der Wohnung), muss die Checkbox „nicht vorhanden“ ausgewählt werden.
5. Im nächsten Schritt müssen die Leitungslängen angepasst werden. Je nach gewählter Vorlauftemperatur für das Warmwasser (Planungsvorgabe - diese Information muss ggf. vom Anlagenplaner eingeholt werden), müssen die Verteilleitungs- und die Steigleitungslängen mit entsprechenden Faktoren multipliziert werden.
Umrechnung der Standardlängen oder des Planungswertes | Umrechnungsfaktoren bei Vorlauftemperatur | |
55°C | 60°C | |
Verteilleitung | 0,61 | 0,72 |
Steigleitung | 0,53 | 0,66 |
Gehen Sie zunächst im Warmwasserbereich auf die Registerkarte „Detaillierte Verteilung“.
Passen Sie zunächst die Nenn-Leistungsaufnahme der Zirkulationspumpe an. Diese wird durch folgende Formel bestimmt:
P = 44 + 0,059 x AN (Spreizung 15 K)
Alternativ können auch Planungsdaten (also Herstellerdaten zur Pumpe) eingegeben werden. Als Nennleistung ist die Leistungsaufnahme vom Typenschild zu verwenden (Maximalangabe).
6. Um die Leitungslängen zu ändern, entfernen Sie das Häkchen bei „Standardleitung verwenden“.
Anschließend betätigen Sie die Schaltfläche „Standardverteilung“.
Ändern Sie die Standardlängen (Länge x Umrechnungsfaktoren bei Vorlauftemperatur).
Die Länge der Stichleitung wird nicht geändert.