březen 2021
Vliv okrajových podmínek na vypočtenou hodnotu infiltrace EN ISO 52016-1 Vliv okrajových podmínek na vypočtenou hodnotu infiltrace EN ISO 52016-1 |
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15. 3. 2021 | Autor: Ing. Martin Varga | |
Tento článek navazuje na již dříve uvedený (odkaz níže), týkající se vlivu voleb v zadání pro výpočet infiltrace na její výpočtovou výši dle EN ISO 52016-1, resp. prováděcí normu pro výpočet větrání EN 16 798-7. Nyní se podrobněji podíváme na jednu vstupní okrajovou podmínku výpočtu - referenční rychlost větru ve výšce 10 m nad zemí. |
říjen 2020
PENB na ucelené části budovy se společným nevytápěným prostorem - postup práce v programu ENERGETIKA PENB na ucelené části budovy se společným nevytápěným prostorem - postup práce v programu ENERGETIKA |
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29. 10. 2020 | Autor: Ing. Martin Varga | |
V tomto článku podrobně popíšeme, jak postupovat v programu ENERGETIKA při zadání těchto PENB zpracovaných na ucelenou (nadzemní) část budovy v případě, že mají společný nevytápěný prostor (např. garáže). |
září 2020
Váhový činitel a typ regulace u VZT jednotky Váhový činitel a typ regulace u VZT jednotky |
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24. 9. 2020 | Autor: Ing. Martin Varga | |
Tento článek má za úkol blíže vysvětlit funkci váhového činitele ve výpočtu spotřeby energie (elektřiny) u VZT jednotek a také vysvětlit jak jej ovlivňuje zvolený typ regulace pohonu ventilátorů VZT jednotky. Aktualizace 27.10.2020. |
červen 2020
Tepelné ztráty větráním EN ISO 13 790 vs. EN ISO 52 016-1 Tepelné ztráty větráním EN ISO 13 790 vs. EN ISO 52 016-1 |
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3. 6. 2020 | Autor: Ing. Martin Varga | |
Mezi normami došlo k výraznému posunu jak ve výpočtu samotné hodnoty infiltrace, tak ve způsobu zahrnutí infiltrace do výpočtu. Níže v článku názorně a podrobněji probereme, proč a jak se výsledky liší. Citelná odlišnost nastává zejména u přirozeně větraných objektů a to v závislosti na zvolených vstupech do výpočtu výše infiltrace. |
květen 2017
Klasifikace spotřeby pro řízené větrání vychází ve třídě D a horší. Čím je to způsobeno? Klasifikace spotřeby pro řízené větrání vychází ve třídě D a horší. Čím je to způsobeno? |
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4. 5. 2017 | Autor: Ing. Martin Varga | |
Aktualizace článku z 11.8.2014. Ve výpočtech ENB v případě, že máme i řízené větrání, vychází často klasifikace měrné spotřeby energie na řízené větrání ve třídě D a horší. Přitom se třeba jedná i o novostavby nebo nově instalované vzduchotechnické jednotky v rámci rekonstrukcí. Proto se zpracovatelé PENB většinou domnívají, že nová VZT musí znamenat nejhůře třídu C v klasifikaci VZT. Níže je uvedeno, na čem hodnocení, resp. klasifikace VZT závisí, a že taková domněnka "nová VZT jednotka = automaticky max. třída A, B, popř. C" není relevantní. |
duben 2017
Měrný příkon nuceného větrání Měrný příkon nuceného větrání |
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10. 4. 2017 | Autor: Ing. Martin Varga | |
Níže v článku vysvětlíme, co je měrný příkon vzduchotechnické jednotky a jaké jsou typy regulace vzduchotechnických zařízení. |
květen 2016
Podíly pokrytí v protokolu PENB (podněty k vyhlášce o ENB č. 78/2013 Sb. část 2) Podíly pokrytí v protokolu PENB (podněty k vyhlášce o ENB č. 78/2013 Sb. část 2) |
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24. 5. 2016 | Autor: Ing. Martin Varga | |
Ve vzoru protokolu PENB v příloze č. 4 vyhlášky o ENB 78/2013 (v aktuální znění) jsou tabulky pro technické systémy budovy, u nichž v jednom sloupci je uvedeno "Pokrytí dílčí potřeby energie [%]". Podle tabulky pro konkrétní systém jde o podíl pokrytí vytápění, chlazení, větrání nebo přípravu teplé vody. Ze vzoru protokolu PENB jednoznačně nevyplývá, "čeho" podíl se má vyjadřovat. Viz následující příspěvek. |
březen 2016
Vliv hodnoty n50 na potřebu tepla na vytápění Vliv hodnoty n50 na potřebu tepla na vytápění |
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14. 3. 2016 | Autor: Ing. Martin Varga | |
Zpracovatelé PENB si všimnou, že v některých přípradech navrhované opatření instalace nuceného větrání s rekuperací nemá energeticky úsporný efekt nebo má menší, než by očekávali. Čím je to způsobeno? |
prosinec 2015
Intenzita větrání v profilech užívání Intenzita větrání v profilech užívání |
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16. 12. 2015 | Autor: Ing. Martin Varga | |
V předdefinovaných profilech užívání dle TNI 73 0331 je možnost definování výměny vzduchu v zóně až 3 způsoby. Níže uvedeme podrobnosti týkající se uvažované výměny vzduchu v zadání pro výpočet od verze 4.2.1. |
V předdefinovaných profilech užívání dle TNI 73 0331 je definována výměna vzduchu v zóně až 3 způsoby:
Do verze 4.1.1 aplikace ENERGETIKA byl u předdefinovaných profilů užívání dle TNI 73 0331 č. 1 až 46 uveden většinou pouze jeden způsob zadání požadavku na výměnu vzduchu vztažený k m3/osoba nebo k m3/m2 vnitřní podlahové plochy (kromě profilů č. 1 až 5, kde byl / je požadavek definován pouze násobností výměny vzduchu 1/h).
Příklad vzhledu předdefinovaného zadání u profilu č. 6 Administrativní budovy -velkoplošné kanceláře (do verze 4.1.1) pro moduly s měsíčním krokem výpočtu:
![](data:image/png;base64,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)
Příklad vzhledu předdefinovaného zadání u profilu č. 6 Administrativní budovy - velkoplošné kanceláře (do verze 4.1.1) pro moduly s hodinovým krokem výpočtu, kde se rozlišuje provozní a mimoprovozní doba z hlediska požadavku na větrání:
![](data:image/png;base64,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)
Přednost uvedení pouze tohoto způsobu zadání požadované výměny vzduchu (m3/osoba, m3/m2) v předdefinovaných profilech užívání byl v aplikaci zvolen s předpokladem, že je přesnější než obecné definování násobností výměny vzduchu. Ve výpočtové praxi se však u některých předdefinovaných profilů užívání potvrdilo, že takto získané výsledné hodnoty požadovaného větrání pro zónu nejsou v některých případech reálné.
Níže v modré tabulce je vidět, jak se liší požadovaný objem větrání dle způsobu zadání uvedeného v profilech užívání dle TNI 73 0331. Poslední sloupec představuje MINIMÁLNÍ násobnost výměny vzduchu na základě dostupných způsobu zadání požadované výměny vzduchu dle TNI 73 0331. Předposlední sloupec představuje MAXIMÁLNÍ násobnost výměny vzduchu na základě dostupných způsobu zadání požadované výměny vzduchu dle TNI 73 0331.
Poznámka: Pro orientační porovnání násobností výměny vzduchu na základě různých způsobu zadání byla zvolena světlá výška podlaží 3m. U profilů pro hodinový krok výpočtu zůstává definován požadavek na výměnu vzduchu v mimoprovozní dobu stále definován pouze násobností výměny vzduchu na hodnotě n=0,10 /h.
U profilů č. 6 až 46 je vidět znatelný rozdíl mezi minimální a maximální hodnotou požadované násobnosti výměny vzduchu. U některých velmi výrazný. Existují sice různé způsoby definování potřeby výměny vzduchu, ale při výpočtu energetické náročnosti budovy by měly vést k podobné hodnotě. Pokud nevedou, a současně je více způsobu zadání, je nutno definovat, kterou hodnotu považujeme za reálnější, a kterou budeme dále uvažovat ve výpočtu.
V reakci na tuto skutečnost od verze 4.2.1 aplikace ENERGETIKA byl u předdefinovaných profilů užívání dle TNI 73 0331 č. 6 až 46 doplněn i druhý způsob zadání požadavku na výměnu vzduchu definováním násobností výměny vzduchu 1/h (viz v modré tabulce výše červeně vyznačené hodnoty). A také doplněn přepínač, zda-li do výpočtu uvažovat MAXIMÁLNÍ nebo MINIMÁLNÍ hodnotu požadované výměny vzduchu na základě zadaných způsobů definování požadavků. Z hlediska zachování kontinuity ve výpočtu již dříve zadaných souborů je tato volba automaticky přednastavena na MAXIMÁLNÍM objemu, jelikož nově přidaný způsob definování násobnosti vede téměř vždy k nižšímu požadovanému objemu větrání. Zpracovatel ji však v případě potřeby může změnit na MINIMÁLNÍ přímo v předdefinovaném profilu (změnu nutno uložit!) bez nutnosti "pomáhat si" změnou požadavku na větrání pomocí definování vlastního profilu užívání.
Příklad vzhledu předdefinovaného zadání u profilu č. 6 Administrativní budovy -velkoplošné kanceláře (od verze 4.2.1) pro moduly s měsíčním krokem výpočtu:
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)
Příklad vzhledu předdefinovaného zadání u profilu č. 6 Administrativní budovy -velkoplošné kanceláře (od verze 4.2.1) pro moduly s hodinovým krokem výpočtu, kde se rozlišuje provozní a mimoprovozní doba z hlediska požadavku na větrání:
![](data:image/png;base64,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)
Z důvodu snadné kontroly požadovaného objemu větrání, se kterým se uvažuje v zóně (popř. nevytápěném prostoru) byly do formuláře zadání ZÁKLADNÍ POPIS ZÓNY v části "větrání" doplněny kontrolní, resp. informační pole o celkovém objemu větrání zóny (popř. nevytápěného prostoru) na základě údajů zadaných v přiřazeném profilu užívání. Tato pole nejsou editovatelná, zobrazují se v nich pouze hodnoty. Stejně tak byla doplněna informační pole o celkové výši infiltrace v zóně (popř. nevytápěném prostoru).
Příklad vzhledu nově přidaných informačních polí pro měsíční krok výpočtu:
![](data:image/png;base64,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)
Příklad vzhledu nově přidaných informačních polí pro hodinový krok výpočtu:
![](data:image/png;base64,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1) požadavkem v m3/osobu,
2) požadavkem v m3/m2 celkové vnitřní podlahové.
3) požadavkem násobností výměny vzduchu 1/h
Poznámka: Parametr obsazenosti "fosoba" [m2/osoba] je v tomto případě
chápán jako parametr průměrné obsazenosti pro daný profil užívání,
takže i v tomto případě zadání požadované výměny vzduchu dostáváme k
dispozici hodnotu průměrné výměny vzduchu pro výpočet ENB. I v případě,
když definovaná hodnota výměny vzduchu v m3/osoba je chápána jako návrhová.
Do verze 4.1.1 aplikace ENERGETIKA byl u předdefinovaných profilů užívání dle TNI 73 0331 č. 1 až 46 uveden většinou pouze jeden způsob zadání požadavku na výměnu vzduchu vztažený k m3/osoba nebo k m3/m2 vnitřní podlahové plochy (kromě profilů č. 1 až 5, kde byl / je požadavek definován pouze násobností výměny vzduchu 1/h).
Příklad vzhledu předdefinovaného zadání u profilu č. 6 Administrativní budovy -velkoplošné kanceláře (do verze 4.1.1) pro moduly s měsíčním krokem výpočtu:
Příklad vzhledu předdefinovaného zadání u profilu č. 6 Administrativní budovy - velkoplošné kanceláře (do verze 4.1.1) pro moduly s hodinovým krokem výpočtu, kde se rozlišuje provozní a mimoprovozní doba z hlediska požadavku na větrání:
Přednost uvedení pouze tohoto způsobu zadání požadované výměny vzduchu (m3/osoba, m3/m2) v předdefinovaných profilech užívání byl v aplikaci zvolen s předpokladem, že je přesnější než obecné definování násobností výměny vzduchu. Ve výpočtové praxi se však u některých předdefinovaných profilů užívání potvrdilo, že takto získané výsledné hodnoty požadovaného větrání pro zónu nejsou v některých případech reálné.
Níže v modré tabulce je vidět, jak se liší požadovaný objem větrání dle způsobu zadání uvedeného v profilech užívání dle TNI 73 0331. Poslední sloupec představuje MINIMÁLNÍ násobnost výměny vzduchu na základě dostupných způsobu zadání požadované výměny vzduchu dle TNI 73 0331. Předposlední sloupec představuje MAXIMÁLNÍ násobnost výměny vzduchu na základě dostupných způsobu zadání požadované výměny vzduchu dle TNI 73 0331.
U profilů č. 6 až 46 je vidět znatelný rozdíl mezi minimální a maximální hodnotou požadované násobnosti výměny vzduchu. U některých velmi výrazný. Existují sice různé způsoby definování potřeby výměny vzduchu, ale při výpočtu energetické náročnosti budovy by měly vést k podobné hodnotě. Pokud nevedou, a současně je více způsobu zadání, je nutno definovat, kterou hodnotu považujeme za reálnější, a kterou budeme dále uvažovat ve výpočtu.
V reakci na tuto skutečnost od verze 4.2.1 aplikace ENERGETIKA byl u předdefinovaných profilů užívání dle TNI 73 0331 č. 6 až 46 doplněn i druhý způsob zadání požadavku na výměnu vzduchu definováním násobností výměny vzduchu 1/h (viz v modré tabulce výše červeně vyznačené hodnoty). A také doplněn přepínač, zda-li do výpočtu uvažovat MAXIMÁLNÍ nebo MINIMÁLNÍ hodnotu požadované výměny vzduchu na základě zadaných způsobů definování požadavků. Z hlediska zachování kontinuity ve výpočtu již dříve zadaných souborů je tato volba automaticky přednastavena na MAXIMÁLNÍM objemu, jelikož nově přidaný způsob definování násobnosti vede téměř vždy k nižšímu požadovanému objemu větrání. Zpracovatel ji však v případě potřeby může změnit na MINIMÁLNÍ přímo v předdefinovaném profilu (změnu nutno uložit!) bez nutnosti "pomáhat si" změnou požadavku na větrání pomocí definování vlastního profilu užívání.
Příklad vzhledu předdefinovaného zadání u profilu č. 6 Administrativní budovy -velkoplošné kanceláře (od verze 4.2.1) pro moduly s měsíčním krokem výpočtu:
Příklad vzhledu předdefinovaného zadání u profilu č. 6 Administrativní budovy -velkoplošné kanceláře (od verze 4.2.1) pro moduly s hodinovým krokem výpočtu, kde se rozlišuje provozní a mimoprovozní doba z hlediska požadavku na větrání:
Z důvodu snadné kontroly požadovaného objemu větrání, se kterým se uvažuje v zóně (popř. nevytápěném prostoru) byly do formuláře zadání ZÁKLADNÍ POPIS ZÓNY v části "větrání" doplněny kontrolní, resp. informační pole o celkovém objemu větrání zóny (popř. nevytápěného prostoru) na základě údajů zadaných v přiřazeném profilu užívání. Tato pole nejsou editovatelná, zobrazují se v nich pouze hodnoty. Stejně tak byla doplněna informační pole o celkové výši infiltrace v zóně (popř. nevytápěném prostoru).
Příklad vzhledu nově přidaných informačních polí pro měsíční krok výpočtu:
Příklad vzhledu nově přidaných informačních polí pro hodinový krok výpočtu:
listopad 2015
Odlišné zadání vstupů pro větrání po měsících Odlišné zadání vstupů pro větrání po měsících |
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11. 11. 2015 | Autor: Ing. Martin Varga | |
U MĚS modulu (s měsíčním krokem výpočtu) doplněna funkce (od verze aplikace 4.1.0.) pro možnost zadání odlišných vstupů pro každý měsíc. |
červenec 2015
Krátké nucené odvětrání prostor (např. WC, koupelna) - jak zadat? Krátké nucené odvětrání prostor (např. WC, koupelna) - jak zadat? |
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2. 7. 2015 | Autor: Ing. Martin Varga | |
Stále častěji přibývají diskuze, zda například odtahové ventilátory v hygienických jádrech (WC, koupelna) nebo v digestořích v kuchyních či kuchyňských koutech zadávat či nikolv pro výpočet ENB. V tomto příspěvku uvedeme specifika způsobu zadání těchto zařízení do měsíčního a hodinového modulu výpočtu, pokud je chceme ve výpočtu postihnout. |
listopad 2014
Vstupuje hodnota n50 do výpočtu energetické náročnosti přirozeně větraných budov? Vstupuje hodnota n50 do výpočtu energetické náročnosti přirozeně větraných budov? |
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4. 11. 2014 | Autor: Ing. Martin Varga | |
Na technickou podporu jsme dostali zajímavý dotaz ohledně zadávání násobnosti výměnu vzduchu v SW Energetika. Tazatel se ptá, zda vstupuje větrání netěsnostmi konstrukcí (hodnota n50) do výpočtu energetické náročnosti v případě, že ke zóna přizozeně větraná. Danou problematiku konzultoval se zástupci SFŽP a ČVUT a dostal informaci, že pokud někdo uvažuje ve výpočtu s hodnotou n50, postupuje v rozporu s ČSN EN ISO 13789. Pojďme se na tuto problematiku podívat podrobněji. |