září 2023
NZÚ - dokládání klasifikace Uem dle vyhlášky pro oblast podpory C.1 NZÚ - dokládání klasifikace Uem dle vyhlášky pro oblast podpory C.1 |
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21. 9. 2023 | Autor: Ing. Martin Varga | |
V rámci podpory C.1 při výměně plynového zdroje za tepelné čerpadlo je požadavek na doložení klasifikace průměrného součinitele Uem nejhůře ve třídě D dle vyhlášky o ENB. V souvislosti s tímto požadavkem vznikly otázky, na které SFŽP odpověděl. |
DOTAZ NA SFŽP:
Dobrý den,
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)
a na str. 19 se píše (oblast C.1), že:
z praxe od uživatelů se často vynořuje dotaz na podklad k žádosti o výměnu tepelného zdroje v rámci oblasti C.1 pro výměnu plynového kotle za TČ. Konkrétně jde o potřebné dokumenty při výměně tepelného zdroje, kde se na str. 35 píše, že (bod 12): (viz Závazné pokyny v rámci NZÚ - program HOUSEnerg Modernizačního fondu)
a na str. 19 se píše (oblast C.1), že:
1)
Je si SFŽP vědomo, že klasifikační standard ve vyhlášce 78/2013 tvoří pro Uem nová referenční budova (tj. fR=0,80) a klasifikační standard ve vyhlášce 264/2020 tvoří nulová referenční budova (tj. fR=0,70)?
Notabene rozvržení klasifikačních stupňů A až G (a tedy i hranice mezi třídou D a E) dle 78/2013 (D=1,5x ER) je odlišné od 264/2020 (D=1,7x ER). => požadavek na nejhůře klasifikační třídu D dle obou vyhlášek odpovídá jinému standardu kvality Uem.
2)
Uživatelé nám také tvrdí, že jim bylo ze strany SFŽP řečeno, že k prokázání stačí i jen protokol EŠOB (tj. protokol energetického štítku obálky budovy dle ČSN 73 0540-2). Je to pravda?
Tady podotýkám, že EŠOB je dokument dle ČSN 73 0540-2. Klasifikační stupnice pro tento protokol je odvozena od normového požadavku UN, resp. Uem,N. Čili velice zjednodušeno řečeno klasifikační standard je s fR=1,0. Pokud by to tak bylo, že stačí jen tento protokol EŠOB, tak logicky by každý dokládal jen pomocí EŠOB, protože by byl nejmírnější co se týče kategorie D v klasifikaci Uem dle ČSN 73 0540-2 (ale taková klasifikace by odporovala znění závazných pokynů, protože by to nebylo klasifikováno ani podle jedné z vyhlášek o ENB, tj. dle 78 nebo dle 264)
Navíc protokol EŠOB dle ČSN 73 0540-2 předpokládám brzy oficiálně skončí s vydáním nové ČSN 73 0540-2, odkud bude jeho předpis smazán. Výpočet Uem bude už pouze v gesci vyhlášky o ENB.
3)
Co se přesně myslí tím dokumentem prokazující splnění požadavků klasifikace Uem (nejhůře ve třídě D)? Je to nějaký protokol, který má formu podobnou třeba tomu protokolu EŠOB s tím, že referenci v něm nastavuje referenční budova pro klasifikaci dle použité vyhlášky pro výpočet?
Děkuji za odpověď k těmto otázkám.
S pozdravem
Martin Varga
ODPOVĚĎ SFŽP:
Proč je požadavek na zateplení obálky budovy v případě výměny plynového vytápění za TČ? Důvodem této podmínky je to, abychom alespoň částečně zamezili instalaci TČ do objektů, které nejsou zateplené, mají velkou tepelnou ztrátu a mohlo by se stát, že žadatelé budou za energie nakonec platit více peněz. Zároveň je to pro budoucí žadatele určitý signál, aby se nejdříve zamysleli nad zateplením obálky budovy a pak řešili výměnu zdroje. Jde nám především o to, aby byla budova alespoň částečně zateplena před výměnou plynového vytápění.
Údaje, ze kterých jsme při stanovení podmínky vycházeli, by měly být pro obě vyhlášky srovnatelné právě díky volbě sice různých koeficientů, ale ty jsou nastaveny tak, aby jejich součin byl obdobný a zatřídění budovy vyšlo srovnatelné.
Dle vyhlášky 78/2013 Sb. Pro horní hranici třídy D platí: Uem,R*0,8*1,5 = 1,2 * Uem,R
Dle vyhlášky 264/2020 Sb. Pro horní hranici třídy D platí: Uem,R*0,7*1,7 = 1,19 * Uem,R
Požadované hodnoty jsou tedy ve výsledku prakticky shodné, odchylka je menší než 1%. Tuto vyhlášku jsme tak ponechali z důvodů, aby šly využít i starší platné PENB a žadatelé nemuseli dělat kvůli tomuto nové. V případě nových výpočtu by se mělo počítat dle nové vyhlášky.
Oproti tomu ČSN 730540-2 pro třídu D stanovuje hranici 1,5 * Uem,R tedy o 25% vyšší než vyhlášky. Proto v závazných pokynech není dána možnost doložit EŠOB dle ČSN, ale je umožněno doložit výpočet a zatřídění obálky budovy v souladu s pravidly vyhlášky č. 264/2020 Sb. Není tak nutno předkládat kompletní PENB včetně jeho registrace v ENEX a návrhu doporučených opatření atd. Protože se nejedná o PENB dle zákona č.406/2000Sb., umožňujeme vypracovat tento výpočet nejen energetickým specialistům, ale také autorizovaným osobám. Technicky by bylo možno vycházet také z EŠOB, ale hranici třídy zvolit 1,2* Uem jako to vychází z vyhlášek.
Je možné, že jsme se o EŠOB zmiňovali jako o možné variantě doložení nebo rozsahu, ale ne vypracovanou dle ČSN 730540, to myslím nikde nezaznělo. Od června jsou v Závazných pokynech uvedeny pouze vyhlášky, oficiálně tak norma nikde uvedena nebyla.
V seznamu dokumentů, je to uvedeno obecně, abychom znovu nevypisovali všechny možnosti. Detailnější popis je uveden v Závazný pokynech pro RD, kap. 7.3.3 Minimální rozsah odborného posudku pro podoblasti C.1, C.2 a C.3:
DOKLÁDÁNÍ:
Za dotazy děkujeme, protože zpětná vazba z praxe je pro nás důležitá.
Děkujeme
Státní fond životního prostředí ČR
Olbrachtova 2006/9, 140 00 Praha 4
Kopie grafické části průkazu energetické náročnosti dle vyhlášky č. 264/2020 Sb., popř. č. 78/2013 Sb. o energetické náročnosti budov, popř. samostatný protokol výpočtu průměrného součinitele prostupu tepla posuzované a referenční budovy se zařazením do příslušné třídy dle pravidel stanovených ve vyhlášce č. 264/2020 Sb. Předkládá se pouze pro vybrané žádosti v oblasti C.1 na výměnu plynových kotlů a topidel. Dokument musí být vypracován energetickým specialistou, držitelem oprávnění dle § 10 odst. 1 písm. b) zákona č. 406/2000 Sb., o hospodaření energií, ve znění pozdějších předpisů. V případě předložení pouze protokolu výpočtu se připouští jeho zpracování autorizovanou osobou dle zákona č. 360/1992 Sb., o výkonu povolání autorizovaných architektů a o výkonu povolání autorizovaných inženýrů a techniků činných ve výstavbě, ve znění pozdějších předpisů.
Doufám, že je vysvětlení pochopitelné. Budeme takto informovat i na webinářích zpracovatele žádostí a energetické specialisty.
Za dotazy děkujeme, protože zpětná vazba z praxe je pro nás důležitá.
Děkujeme
Státní fond životního prostředí ČR
Olbrachtova 2006/9, 140 00 Praha 4
poznámka autora článku: výše uvedené vzorce bych upravil s tím, že výchozí hodnota by měla být Uem,N. Abychom ctili pravidlo, že Uem,R=Uem,N*fR. Níže jsou tak vyznačeny limity Uem pro klasifikační třídu D vztaženou k požadovanému Uem,N. Znamená to tedy, že budova musí mít Uem nejhůře cca o 20% horší než Uem,N (průměrný součinitel prostupu tepla stanovený z dílčích normových požadavků na UN). Výše uvedené závěry SFŽP tím nejsou nijak dotčeny.
Dle vyhlášky 78/2013 Sb. pro horní hranici třídy D platí:
Uem,R*1,5, čili:
Uem,N * 0,8(=fR) * 1,5 (klasifikační koeficient pro hodnocení Uem ve třídě D ve vyhl. 264/2020) = 1,20 * Uem,N
Dle vyhlášky 264/2020 Sb. pro horní hranici třídy D platí:
Uem,R*1,7 čili:
Uem,N * 0,7(=fR) * 1,7 (klasifikační koeficient pro hodnocení Uem ve třídě D ve vyhlášce 78/2013) = 1,19 * Uem,N
(odlišnost cca o 1% oproti 264/2020 Sb.)
Dle EŠOB ČSN 73 0540-2 pro horní hranici třídy D platí:
Uem,N*1,5 (pomyslné fR=1,0) čili:
Uem,N * 1,0(=fR) * 1,5 (klasifikační koeficient pro hodnocení Uem ve třídě D ve této normě) = 1,50 * Uem,N
(což je odlišnost cca těch 25% navíc =1,5/(1,20 resp.1,19) oproti 264/2020 Sb.)
Co se týče dokumentu pro doložení takové klasifikace Uem ve třídě D v programu ENERGETIKA u nově počítaných objektů:
Po výpočtu dle vyhl. 264/2020 Sb. stačí stáhnout v sekci výsledky "protokol Uem" a potvrdit autorizovanou osobou dle zákona č. 360/1992 Sb.. V programu ENERGETIKA v takovém případě není nutné vyplňovat TZB systémy. Stačí řádně zadat jen formuláře zadání ZÁKLADNÍ ÚDAJE až TEPELNÉ VAZBY pro výpočet Uem, resp. řádný výpočet protokolu Uem v sekci výsledky.
říjen 2021
Spustili jsme aktualizaci programu NZÚ DEKSOFT pro NZÚ 2021+ Spustili jsme aktualizaci programu NZÚ DEKSOFT pro NZÚ 2021+ |
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21. 10. 2021 | Autor: Ing. Tomáš Kupsa | |
Spustili jsem aktualizaci našeho programu NZÚ pro tvorbu energetického hodnocení pro dotační program Nová zelené úsporám. V tomto článku představujeme hlavní změny. |
září 2021
Nová zelená úsporám - nové výzvy Nová zelená úsporám - nové výzvy |
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24. 9. 2021 | Autor: Ing. Martin Varga | |
Základní obsah nové výzvy v zavedeném programu Nová zelená úsporám (NZÚ). Co je nového a co zůstává? |
říjen 2020
Strop k půdě - jaké jsou možnosti zadání? Jaké je jeho zastínění Fsh,O? Strop k půdě - jaké jsou možnosti zadání? Jaké je jeho zastínění Fsh,O? |
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19. 10. 2020 | Autor: Ing. Martin Varga | |
Na technické podpoře se množí dotazy, jaké zadat zastínění Fsh,O stropu k půdě pro výpočet solárních zisků, když nad ním je ještě střecha. V článku si vysvětlíme okolnosti, které k takovému dotazu vedou a co s "tím"....nejprve si ale zrekapitulujeme možnosti, jakým způsobem lze nevytápěný prostor půdy postihnout v zadání. |
duben 2020
FAQ - často kladené dotazy k NZÚ FAQ - často kladené dotazy k NZÚ |
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17. 4. 2020 | Autor: Ing. Radek Dědina | |
V tomto průběžně aktualizovaném článku uvádíme často kladené dotazy, se kterými se zpracovatelé NZÚ obrací na naši technickou podporu k programu NZÚ: |
květen 2016
Jsou okna s Uw = 1,1 W/m2.K uznatelná pro dotaci NZÚ A.0? Jsou okna s Uw = 1,1 W/m2.K uznatelná pro dotaci NZÚ A.0? |
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25. 5. 2016 | Autor: Ing. Tomáš Kupsa | |
Pro dotační oblast A.0 programu NZÚ platí na měněné nebo zateplované konstrukce požadavek 0,9 * Urec,20. Urec,20 je dle normy ČSN 73 0540-2 pro okna 1,2 W/m2.K. Po přenásobení 0,9 nám vychází požadovaná hodnota 1,08 W/m2.K. V DEKSOFT programu NZÚ je tedy okno s Uw = 1,1 W/m2.K v oblasti A.0 hodnoceno jako nevyhovující. Dostali jsme podnět od uživatele DEKSOFT na úpravu DEKSOFT programu NZÚ s tím, že SFŽP uznává okna 1,1 W/m2.K. Analyzovali jsme podmínky NZÚ a prověřili jsme toto dotazem na SFŽP. |