PodSvojoStreho.net Gradnja in obnova Energijski viri Izbira ogrevanja

cimi82 · 25.8.2020 ob 18:33

Pozdravljeni.

Naša situacija: hiša 1980 dokaj dobro izolirana (15cm stiropor, 30 cm streha, novejša okna). Trenutno se ogrevamo na starejšo (20+ let) peč na drva. SV je na toplotno črpalko, ki jo pozimi ogreva tudi peč. Poraba drv je cca 10m

Ker se lahko zgodi, da bo peč lahko kmalu fuč sem se začel ukvarjati s tem kako se bomo ogrevali v bodoče...

Opcije, ki jih vidim so:

1. Nova peč na drva + zalogovnik + regulacija

2. Toplotna črpalka

3. Plin (po naključju smo v vasi dobili plinsko napeljavo... cca. 30m od hiše)

Radi imamo toplo ... vsaj 24 stopinj pozimi. Hiša ima radiatorje. Po izkušnjah bi rekel, da potrebujemo cca. 50 stopinj DV.

Mnenja + in -, višina investicije...

Hvala.

Beri · 25.8.2020 ob 21:04

Samo drva ne.
Po moje bi TČ najboljša opcija bila.

Forex · 26.8.2020 ob 06:55

Če imate primerno lokacijo, nagib in smer strehe mogoče SE in eloblock.
Cool

Fery · (*Zadnja sprememba objave: 26.8.2020 ob 07:28 uporabnik Fery.)

(25.8.2020 ob 21:04)Beri Napisal: Samo drva ne.
Po moje bi TČ najboljša opcija bila.

Samo toplotne ne.
Po mojem bi drva najboljša opcija bila.

Oz. kot pravi Forex, SE in grelec v bojler. Čista zmaga.

csamo001 · 26.8.2020 ob 08:15

(25.8.2020 ob 18:33)cimi82 Napisal: Pozdravljeni.

Naša situacija: hiša 1980 dokaj dobro izolirana (15cm stiropor, 30 cm streha, novejša okna). Trenutno se ogrevamo na starejšo (20+ let) peč na drva. SV je na toplotno črpalko, ki jo pozimi ogreva tudi peč. Poraba drv je cca 10m

Ker se lahko zgodi, da bo peč lahko kmalu fuč sem se začel ukvarjati s tem kako se bomo ogrevali v bodoče...

Opcije, ki jih vidim so:

1. Nova peč na drva + zalogovnik + regulacija

2. Toplotna črpalka

3. Plin (po naključju smo v vasi dobili plinsko napeljavo... cca. 30m od hiše)

Radi imamo toplo ... vsaj 24 stopinj pozimi. Hiša ima radiatorje. Po izkušnjah bi rekel, da potrebujemo cca. 50 stopinj DV.

Mnenja + in -, višina investicije...

Hvala.

50 stopinj DV pri kontinuiranem (24/7) ogrevanju v tako izolirani hiši? Malo verjetno.

cimi82 · 26.8.2020 ob 08:17

Malo obrazložitev glede opcij:

1. Drva: najcenejši energent investicija v nek dober sistem več od plina in verjetno manj kot toplotna.
2. Toplotna bi rekel da najdražja investicija vendar energent cenejši kot plin.
3. Plin najcenejša investicija najdražji energent od teh treh.

Tako jaz vidim situacijo mogoče se motim...

Sončna elektrarna ... višina investicije (vsaj kar mi je znano) visoka...

Lp, c.

csamo001 · 26.8.2020 ob 09:16

Primerjave cen energentov: http://www2.arnes.si/~mlicen3/html/cene_energentov.html

Malo za občutek, jih je pa treba vseeno prilagodit dejanski situaciji (dejanska cena kWh štroma nižja, lesa odvisno, itd.).

bozgom · 26.8.2020 ob 09:37

(26.8.2020 ob 07:26)Fery Napisal:
(25.8.2020 ob 21:04)Beri Napisal: Samo drva ne.
Po moje bi TČ najboljša opcija bila.
Samo toplotne ne.
Po mojem bi drva najboljša opcija bila.

Oz. kot pravi Forex, SE in grelec v bojler. Čista zmaga.

Sem že večkrat napisal, da je pri starejših in energetsko saniranih hišah kombinacija SE+elektrika neumna izbira.
10 m3 drv pomeni tam 20.000 kWh toplote ob izkoristku 80% je to 16.000 kWh. Za toliko elektrike bi (ob idealni legi) potreboval SE tam 14 kWp. Če bi hotel pokriti še porabo elektrike v gospodinjstvu bi potreboval še tam 4 kWp dodatne moči SE. Da lahko postaviš SE moči 18 kWp pa potrebuješ glavne varovalke 3x35 A. To pa pomeni mesečni fiksni strrošek ne 18 € (kot pri 3x25 A) ampak 43,35€ ali 300 € vsako leto več.
Sodobne TČ lahko na radiatorjih zagotavljajo COP tudi preko 3, kar pomeni tam 5000 kWh elektrike letno. Tako je lahko SE manjša za 10 kWp, kar ob cenah med 1000 in 1200 €/kWp pomeni med 10.000 in 12.000 € manj. Za ta denar pa dobiš že zelo solidno TČ.

Seveda pa je varianta SE+grelec možna izbira za sodobne NEH hiše. Pa še tam bi sam dal prednost toplozračnemu ogrevanju, ker itak potrebuješ prisilno prezračevanje.

xavi · 26.8.2020 ob 10:13

Konkretna peč na drva z pirolizo, regulacija, obvezno zalogovnik je mimo grede dražja od TČ zrak voda.
Zaradi bližine zemeljskega plina je vprašljiva subvencija.

cimi82 · 27.8.2020 ob 18:56

V osnovi se nagibam k plinu. Najcenejša investicija. EKO sklad ... ko gledam vse skupaj nebi smelo biti več kot 5000€ (ali se motim) ... čisto ... izbira moči ni tako delikatna kot pri toplotni ... ni veliko dela ...
Energent pa spet ne toliko dražji...

Igorslo · 27.8.2020 ob 21:23

Jaz sem bil v podobni dilemi kot cimi82, s tem da imam 400m2 + in pol manj izolacije, vključno z 30+ starimi okni.
Sanjal sem o TČ, pa o hibridu in na koncu bom ostal na drvih. Če zakurim enkrat na dan me ne bo pobralo, pa sam energent ima stabilno ceno, ter ne bo ga zmanjkalo.

Hanzi · 28.8.2020 ob 14:26

Igorslo, ti imaš 4x večjo porabo energenta kot cimi!
Zato je vprašljiva racunica na drva. Jaz se nagibam.k plinu. Samo Rusi je smejo piplice zapreti

Igorslo · 28.8.2020 ob 14:42

Karkoli izbere je ok glede na m2 na plin dobi še subv....sem "prepozno" ugotovil da je velika površina samo breme za povprečno plačo, od vzdrževanja, čiščenja itd res brez veze, no vsaj zame

P2ss · (*Zadnja sprememba objave: 30.8.2020 ob 11:16 uporabnik P2ss.)

(26.8.2020 ob 09:16)csamo001 Napisal: Primerjave cen energentov: http://www2.arnes.si/~mlicen3/html/cene_energentov.html

Malo za občutek, jih je pa treba vseeno prilagodit dejanski situaciji (dejanska cena kWh štroma nižja, lesa odvisno, itd.).

Pri plinu je previsoka cena. Realno je plin med 5 in 6 centi za kWh.

2ss

Tole pa so še podatki s statističnega urada RS:
To je povprečje. Če se potrudiš pri iskanju podjetja, pa možno dobiti še nižjo ceno.
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[/img]

(30.8.2020 ob 11:04)P2ss Napisal:
(26.8.2020 ob 09:16)csamo001 Napisal: Primerjave cen energentov: http://www2.arnes.si/~mlicen3/html/cene_energentov.html

Malo za občutek, jih je pa treba vseeno prilagodit dejanski situaciji (dejanska cena kWh štroma nižja, lesa odvisno, itd.).

Pri plinu je previsoka cena. Realno je plin med 5 in 6 centi za kWh.

Tole pa so še podatki s statističnega urada RS:

Leto 2019: 5,67 cent/kWh
Vir: SURS, https://www.energetika-portal.si/statistika/

To je povprečje. Če se potrudiš pri iskanju podjetja, pa možno dobiti še nižjo ceno.

PodSvojoStreho.net Gradnja in obnova Energijski viri Izbira ogrevanja

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