Värmepumpsforum allt om värmepump och värmepumpar

VärmepumpsForum Allmänt => Värmepumpar och installationsfrågor. => Värmepumpar - Mark/Berg och Sjövärmepumpar. => Ämnet startat av: ViktorB skrivet 18 mars 2024, 16:43:35

Titel: Marginal i befintligt borrhål?
Skrivet av: ViktorB skrivet 18 mars 2024, 16:43:35

Har i dag en 20 år gammal IVT Greenline HT6 och funderar på alternativ till ny värmepump. Tar gärna hjälp av erfarenheter här i forumet.

Bostaden är ett enplanshus från 1945 med källare i Sollentuna. I dag värmer vi 186kvm till 20 grader (radiatorer och golvvärme), resterande 42kvm håller vi kring 15 grader.

Protokollet från borrning säger 0-12m lera, 12-130m morän. Kan man tolka det som 118m aktivt borrhål?
Vill ogärna dra igång med ny borrning så jag försöker förstå hur mycket effekt och energi som huset drar och vad borrhålet kan ge.

På ett år drar värmepumpen 8000-900kWh varav el-tillskottet står för ca 1000kWh.

Husets effektbehov är klurigare men en ansats är att titta på två dygn med speciellt kall väderlek. Under de två dygnen januari 7 och 8 var det under -10 grader ute, då drog kompressorn 80kWh och tillskottet stöttade med 70kWh.
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)
Specen från IVT visar på COP 3,9 vid 0/50 vilket jag antar betyder att kompressorn hämtade upp totalt 80 * 3,9 = 312kWh från borrhålet under dessa två dygn. Tillsammans med tillskottet värmdes då huset med 70 + 312 = 382kWh. Kan jag då anta att tillförd effekt var i snitt 382 / 48 = 8kW? Skulle det i så fall vara en storlek att sikta på för en nästa värmepump?

Nästa fråga blir om det går att få ut mer effekt ur borrhålet. I dag ligger brine in ytterst sällan under +1 grad. Nu i mars på +1,3 och i kalla januari dippade den ned till +0,8 vid enstaka tillfällen, förutsatt att jag kan lita på en 20 år gammal sensor från IVT. Se brine in trenden för januari i bilden nedan. Vad jag kan förstå återhämtar sig borrhålet relativt snabbt.
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)
Enligt kommentarer på forumet verkar det problemfritt med någon grad minus i brine in utan risk för frysning men räcker det för att utöka värmepumpens kapacitet från dagens 6 till 8kW?
Antar en IVT Geo608C skull kunna vara ett alternativ, eller blir det helt fel med tanke på borrhålets begränsningar?

Titel: SV: Marginal i befintligt borrhål?
Skrivet av: Josth skrivet 18 mars 2024, 17:17:26

Ni har ett hus från 1945 med 228 kvm uppvärmd yta och DVUT är runt -16 °C. Med dagens synsätt säger man då 12 kW värmepump och ett borrhål som är drygt 200 m aktivt djup. Hur ni kan ha så låg energiförbrukning, och effektbehov vid -10 °C, idag kan jag inte alls förstå(??) Är huset helt omisolerat till dagens standard?

Titel: SV: Marginal i befintligt borrhål?
Skrivet av: Roland skrivet 18 mars 2024, 17:39:28

 Jag skulle prova med en kraftigare pump. Man bör tänka på att det är rätt korta perioder den kommer att ta ut betydligt mer värme från borrhålet jämfört med den gamla. Borrhålstemperaturen kommer inte att sjunka i proportion till pumpens ökade effekt om den högre effekten tas ut under några dagar.

Nya pumpar är visserligen något effektivare, vilket ökar värmeuttaget från borrhålet, men ökningen är rätt marginell.

Huset verkar välisolerat jämfört med mitt, är förvånad att det har räckt så bra men en pump på 6 kW. Tänk på att man vill ha det varmare inne när man blir äldre (om ni tänker bo kvar). Frågan är om 8 kW då skulle räcka. Man vill nog inte ha värmepumpar som behöver tillsatsel i framtiden.

Titel: SV: Marginal i befintligt borrhål?
Skrivet av: ViktorB skrivet 18 mars 2024, 19:46:00

Tack för snabba kommentarer, Josth och Roland.

Visst är isoleringen förbättrad sedan 1945 men inte men inte alls till dagens standard. Det ligger ett tjockt lager ekofiber på vinden, en lite tjockare yttervägg i samband med revertering av fasaden för några år sedan, ett FTX system som återvinner värmen ut till tillluften och nu senast har några fönster fått energiglas på innerbågen. Skall erkännas att en effektiv braskamin har stöttat lite när det var som kallast, kanske det kan vara en del av förklaringen till siffrorna. Lägger till en bild på timrapport från januari för information, men tvivlar på om det tillför resonemanget. Gott höra att husets isolering verkar i relativt god kondition!

Förstår på Rolands kommentar att även kraftigare värmepumpar än 8kW kan vara aktuellt. Anledningen till att jag vill undvika borra för mer bergvärme är att vad jag förstått 1) Borra djupare i befintligt hål är det ingen borrare som vill försöka sig på, 2) ett hål till kräver samma djup som befintligt hål för att få ett jämt energiuttag, och 3) Det blir en stor investering för en marginell nytta att borra för mer bergvärme. Det skulle reducera behovet av eltillskott vilket i mitt fall står för 1000kWh per år, det blir många års avskrivning för en borrning. Kanske jag missförstått detta?

Jag ser förstås fördelar med en kraftigare värmepump men finns nackdelar om vi begränsar oss till dagens borrhål. En variant är att installera en kraftigare värmepump och se hur det går under ett år. Spelar det någon roll då om det är en on/off variant eller en varvtalssyrd modell? Noterar i andra inlägg att varvtalsstyrda värmepumpar som begränsas av tillgängligt uttaget ur borrhålet kan skapa utmaningar med värmebärarflödet i huset.