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. |
Tento článek volně navazuje na již dříve uveřejněný článek o VZT zde.
V prvé řadě je třeba připomenout, že spotřeba energie uvedená u dílčího místa hodnocení ENB "větrání" s ikonou ventilátoru v protokolu průkazu dle vyhl. 78/2013 Sb. uvádí pouze spotřebu elektrické energie na pohon ventilátorů určených k nucenému větrání. (Spíše bychom raději užívali termín "řízeně větrané" nežli "nucené větrání", ale budiž). Případně ještě spotřebu pro pomocné systémy VZT. Energie potřebná na krytí tepelných ztrát větráním je vždy uvedena v rámci potřeby tepla na vytápění.
Také je nutno připomenout, že dílčí klasifikace spotřeb energii nejsou závazné, resp. nemají uloženy požadované hodnoty, ale pouze jakési směrné (limitní) hodnoty. Je to pouze informační údaj, přičemž třída D a horší neznamená "nevyhovující", ale "méně hospodárné" atd. A pokud i tak máme horší klasifikaci měrné spotřeby energie na řízené větrání, musíme tuto "nadlimitní" spotřebu energie "dohnat" někde jinde, tak aby požadované ukazatele za celou budovu (celková dodaná energie, celková spotřebovaná neobnovitelná primární energie) byly splněny.
Spotřeba energie na provoz ventilátorů je obecně závislá na těchto aspektech:
1) době chodu ventilátorů,
2) typu regulace pohonu ventilátorů,
3) měrném instalovaném příkonu.
ad 1) - doba chodu ventilátorů:
Je určena zadáním VZT jednotky zpracovatelem průkazu - tj. jestli běží např. jen v provozní dobu v provozní dny nebo vždy po celý den po celý rok apod. Délka provozu je stejná jak pro HODNOCENOU, tak i pro REFERENČNÍ BUDOVU. Tento aspekt (doba chodu) se neprojevuje na případné horší klasifikaci měrné spotřeby energie na větrání.
ad 2) - typ regulace pohonu ventilátoru:
Co již má zásadní vliv na výslednou klasifikaci měrné spotřeby energie pro řízené větrání je typ regulace pohonu. V praxi není potřeba vždy větrat maximální definovanou (návrhovou) hygienickou potřebou vzduchu. Někdy ventilátor běží na maximální výkon (pro vyvětrání hygienicky potřebného - návrhového - množství), někdy na menší výkon, kdy je sice třeba větrat, ale postačuje menší množství čerstvého vzduchu. Podle toho, jak reaguje regulace ventilátoru na změnu požadavku na větraný objem, resp. s tím spojený příkonu ventilátoru rozeznáváme určité typy regulací:
I) plynulá regulace otáček
II) stupňovou regulaci otáček
III) jednostupňovou regulaci, čili zapnuto/vypnuto
ad I) - V tomto případě reálně objem nuceně větraného vzduchu zařízením bude kopírovat aktuální požadavek na objem větrání. Tento typ regulace by měl být naprostým standardem ve všech případech, kdy není reálný požadavek na konstantní nucenou výměnu vzduchu. Pokud by byl požadavek na konstantní nucenou výměnu vzduchu, plynulá regulace postrádá smysl. Pro účely výpočtu ENB se předpokládá, že u plynulé regulace je příkon lineárně úměrný větranému objemu vzduchu (určité zjednodušení oproti realitě).
Pokud bychom měli pro pohon ventilátorů užity EC motory, tak jejich otáčky, resp. příkon lze plynule měnit od "0" do 100% bez výrazné změny účinnosti - tím se plně příkon, resp. otáčky plně přizpůsobí aktuální potřebě čerstvého vzduchu. Z hlediska zadání výpočtu to znamená volit typ regulace pohonu ventilátoru "s proměnnými otáčkami". EC motor (elektronicky komutovaný) má rotor z pernamentního magnetu a jeho konstrukce tuto plynulou regulaci umožňuje. Instalace EC motorů je (nebo měla by být) v dnešní době naprostým standardem. Jeho vyšší cenu kompenzuje nižší spotřeba elektřiny a vyšší účinnost.
AC motory (asynchronní) máme buď bez regulace tj. pouze poloha ZAP/VYP. Když je zapnut, běží vždy bez ohledu na aktuální potřebu větracího vzduchu na plný výkon. Nebo může být AC motor regulován na cca pár výkonnostních stupňů (např. 3) nebo také spojitě pomocí frekvenčního měniče. Při této regulaci, však není rozsah regulace takový jako u EC motorů a mění se výrazněji (klesá) i jejich účinnost.
ad II) - V tomto případě zařízení bude provozováno ve výkonových pásmech, které jsou definovány rozdělením jmenovitého (maximálního) větracího výkonu zařízení podle konstrukce zařízení a jeho spínače. Podle toho, do jakého výkonového pásma aktuální potřeba větrat spadá, uvažuje se i objem větrání, resp. příkon ventilátoru.
ad III) - V tomto případě reálně objem nuceně větraného vzduchu zařízením bude probíhat v jednom výkonovém pásmu - maximálním . Tomu bude odpovídat i celková spotřeba elektřiny na nucené větrání.
Shrnuto z hlediska zadávání do programu ENERGETIKA: REFERENČNÍ typ regulace pohonu ventilátorů je spojitá regulace, tedy "s proměnnými otáčkami". Pokud volíme jiný typ regulace pohonu ventilátorů pro HODNOCENOU BUDOVU, zhoršujeme tím klasifikaci měrné spotřeby energie na větrání, pokud není požadavek na objem větrání konstantní.
ad 3) - měrný instalovaný příkon:
Druhou možností, proč je spotřeba energie na nucené větrání hodnocena hůře, je "předimenzovaný" instalovaný příkon ventilátorů. Vyhláškou 78/2013 Sb. je stanoven referenční měrný příkon pro standardní aplikace VZT jednotek na PSFP,ahu = 1750 W/m3s. A protože je u referenční budovy spojitá regulace, tak tento měrný příkon se u referenčního VZT zařízení uvažuje v každém pracovním bodě (aktuálním požadavku na objem větrání) provozu VZT zařízení.
V protokolu PENB se uvádí měrný příkon VZT zařízení SFPahu vztažený k pracovnímu bodu návrhové výměny vzduchu. Pokud máme měrný instalovaný příkon u HODNOCENÉ budovy vyšší než u REFERENČNÍ BUDOVY v tomto pracovním bodě (návrhovém), budeme mít u hodnocené budovy vyšší spotřebu energie na řízené větrání než referenční budova i v případě, že máme u hodnocené budovy spojitou (plynulou) regulaci otáček.
Návrh řešení:
Pokud je VZT zařízení u hodnocené budovy klasifikováno hůře než ve třídě C, většinou jde o příčinu 1) nebo 2), častěji jde o kombinaci obou příčin.
Pokud chceme klasifikaci zlepšit, je nutné instalovat vždy VZT zařízení se spojitou regulací otáček motoru ventilátorů a také s měrným příkonem ideálně maximálně roven referenční hodnotě SFP,ahu,R=1750 Ws/m3.
Pokud toto splníme, lze instalovat i VZT zařízení s vyšším maximálním průtokem vzduchu, než je požadovaný (návrhový) průtok vzduchu. V praxi se tak většinou také děje, protože se téměř vždy nepodaří instalovat VZT zařízení, jehož maximální větrací výkon by odpovídal přesně návrhovému. Instaluje se zařízení s nejbližším vyšším výkonem.
Kde v zadání programu ENERGETIKA ovlivňujeme vlastnosti 2) a 3) VZT zařízení:
Na formuláři zadání VZDUCHOTECHNIKA u konkrétního VZT zařízení zadáváme instalovaný příkon i jmenovitý objemový průtok vzduchu VZT zařízením = objemový průtok vzduchu pro pracovní bod návrhu. V ideálních případech je tato hodnota shodná s maximálním průtokem vzduchu, které je VZT zařízení schopno větrat. Touto hodnotou ovlivňujeme hodnotu měrného příkonu VZT zařízení, která se objevuje v tabulce b.3) v protokolu PENB. Pokud do těchto polí nic nevyplníme (necháme je prázdná nebo vepíšeme nulu), tak se za návrhový objemový průtok uvažuje vypočtená hodnota na základě požadavků na hygienickou výměnu vzduchu dle profilů užívání a podílu pokrytí větrání nuceně větraných zónách přiřazených k VZT zařízení. Upozorňujeme však, že u modulů s měsíčním krokem výpočtu se uvažuje hygienická výměna vzduchu jako průměrná za měsíc. Pokud je reálně rozdíl v požadavku na větrání mezi provozní a mimoprovozní dobou, tak nezadání tohoto jmenovitého objemového průtoku (=pro návrhový stav) vzduchu povede ke stanovení vyššího měrného příkonu VZT zařízení, než reálně je. Tím dojde i k horší klasifikaci VZT zařízení. Hodinový modul výpočtu rozeznává v profilu užívání větrání v provozní a mimoprovozní dobu. V případě nevyplnění jmenovitého objemového průtoku (=pro návrhový stav) v tomto modálním okně pro zadání příkonu VZT zařízení tak nezhoršíme klasifikaci VZT zařízení.
Příklad zobrazení modálního okna pro přívodně odvodní jednotku pro případ, že známe její instalovaný příkon:
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)
On-line náhled protokolu PENB. V on-line náhledu protokolu PENB v části b.3) se objevuje i šedě vyznačená tabulka (níže na obrázku orámována červeně), která poskytuje některé dílčí informace o větrání zón, resp. VZT zařízení. Při vygenerování protokolu PENB do pdf se tato pomocná tabulka neobjeví! Tato tabulka se zatím objevuje pouze v modulu výpočtu MĚS a NZÚ.
A - hodnota zobrazující objem infiltrace do zóny, v jejímž řádku je tato hodnota uvedena
O funkci vlivu infiltrace, resp. těsnosti obálky budovy (zóny) na potřebu tepla na vytápění při přirozeném a nuceném větrání se dočtete zde).
B - hodnota zobrazující požadovaný hygienický objem větrání zóny, v jejímž řádku je tato hodnota uvedena
C - hodnota zobrazující požadovaný objem větrání VZT zařízením (označení zařízení je uvedeno ve 2. sloupci). V této hodnotě je již zohledněn podíl pokrytí požadovaného hygienického objemu větrání přiřazené nuceně větrané zóny k tomuto VZT zařízení. Stejně tak případně zadaná recirkulace u VZT zařízení.
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)
Příklad klasifikace VZT zařízení pro výše uvedený případ:
![](data:image/png;base64,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)
V prvé řadě je třeba připomenout, že spotřeba energie uvedená u dílčího místa hodnocení ENB "větrání" s ikonou ventilátoru v protokolu průkazu dle vyhl. 78/2013 Sb. uvádí pouze spotřebu elektrické energie na pohon ventilátorů určených k nucenému větrání. (Spíše bychom raději užívali termín "řízeně větrané" nežli "nucené větrání", ale budiž). Případně ještě spotřebu pro pomocné systémy VZT. Energie potřebná na krytí tepelných ztrát větráním je vždy uvedena v rámci potřeby tepla na vytápění.
Také je nutno připomenout, že dílčí klasifikace spotřeb energii nejsou závazné, resp. nemají uloženy požadované hodnoty, ale pouze jakési směrné (limitní) hodnoty. Je to pouze informační údaj, přičemž třída D a horší neznamená "nevyhovující", ale "méně hospodárné" atd. A pokud i tak máme horší klasifikaci měrné spotřeby energie na řízené větrání, musíme tuto "nadlimitní" spotřebu energie "dohnat" někde jinde, tak aby požadované ukazatele za celou budovu (celková dodaná energie, celková spotřebovaná neobnovitelná primární energie) byly splněny.
Spotřeba energie na provoz ventilátorů je obecně závislá na těchto aspektech:
1) době chodu ventilátorů,
2) typu regulace pohonu ventilátorů,
3) měrném instalovaném příkonu.
ad 1) - doba chodu ventilátorů:
Je určena zadáním VZT jednotky zpracovatelem průkazu - tj. jestli běží např. jen v provozní dobu v provozní dny nebo vždy po celý den po celý rok apod. Délka provozu je stejná jak pro HODNOCENOU, tak i pro REFERENČNÍ BUDOVU. Tento aspekt (doba chodu) se neprojevuje na případné horší klasifikaci měrné spotřeby energie na větrání.
ad 2) - typ regulace pohonu ventilátoru:
Co již má zásadní vliv na výslednou klasifikaci měrné spotřeby energie pro řízené větrání je typ regulace pohonu. V praxi není potřeba vždy větrat maximální definovanou (návrhovou) hygienickou potřebou vzduchu. Někdy ventilátor běží na maximální výkon (pro vyvětrání hygienicky potřebného - návrhového - množství), někdy na menší výkon, kdy je sice třeba větrat, ale postačuje menší množství čerstvého vzduchu. Podle toho, jak reaguje regulace ventilátoru na změnu požadavku na větraný objem, resp. s tím spojený příkonu ventilátoru rozeznáváme určité typy regulací:
I) plynulá regulace otáček
II) stupňovou regulaci otáček
III) jednostupňovou regulaci, čili zapnuto/vypnuto
ad I) - V tomto případě reálně objem nuceně větraného vzduchu zařízením bude kopírovat aktuální požadavek na objem větrání. Tento typ regulace by měl být naprostým standardem ve všech případech, kdy není reálný požadavek na konstantní nucenou výměnu vzduchu. Pokud by byl požadavek na konstantní nucenou výměnu vzduchu, plynulá regulace postrádá smysl. Pro účely výpočtu ENB se předpokládá, že u plynulé regulace je příkon lineárně úměrný větranému objemu vzduchu (určité zjednodušení oproti realitě).
Pokud bychom měli pro pohon ventilátorů užity EC motory, tak jejich otáčky, resp. příkon lze plynule měnit od "0" do 100% bez výrazné změny účinnosti - tím se plně příkon, resp. otáčky plně přizpůsobí aktuální potřebě čerstvého vzduchu. Z hlediska zadání výpočtu to znamená volit typ regulace pohonu ventilátoru "s proměnnými otáčkami". EC motor (elektronicky komutovaný) má rotor z pernamentního magnetu a jeho konstrukce tuto plynulou regulaci umožňuje. Instalace EC motorů je (nebo měla by být) v dnešní době naprostým standardem. Jeho vyšší cenu kompenzuje nižší spotřeba elektřiny a vyšší účinnost.
AC motory (asynchronní) máme buď bez regulace tj. pouze poloha ZAP/VYP. Když je zapnut, běží vždy bez ohledu na aktuální potřebu větracího vzduchu na plný výkon. Nebo může být AC motor regulován na cca pár výkonnostních stupňů (např. 3) nebo také spojitě pomocí frekvenčního měniče. Při této regulaci, však není rozsah regulace takový jako u EC motorů a mění se výrazněji (klesá) i jejich účinnost.
ad II) - V tomto případě zařízení bude provozováno ve výkonových pásmech, které jsou definovány rozdělením jmenovitého (maximálního) větracího výkonu zařízení podle konstrukce zařízení a jeho spínače. Podle toho, do jakého výkonového pásma aktuální potřeba větrat spadá, uvažuje se i objem větrání, resp. příkon ventilátoru.
ad III) - V tomto případě reálně objem nuceně větraného vzduchu zařízením bude probíhat v jednom výkonovém pásmu - maximálním . Tomu bude odpovídat i celková spotřeba elektřiny na nucené větrání.
Shrnuto z hlediska zadávání do programu ENERGETIKA: REFERENČNÍ typ regulace pohonu ventilátorů je spojitá regulace, tedy "s proměnnými otáčkami". Pokud volíme jiný typ regulace pohonu ventilátorů pro HODNOCENOU BUDOVU, zhoršujeme tím klasifikaci měrné spotřeby energie na větrání, pokud není požadavek na objem větrání konstantní.
ad 3) - měrný instalovaný příkon:
Druhou možností, proč je spotřeba energie na nucené větrání hodnocena hůře, je "předimenzovaný" instalovaný příkon ventilátorů. Vyhláškou 78/2013 Sb. je stanoven referenční měrný příkon pro standardní aplikace VZT jednotek na PSFP,ahu = 1750 W/m3s. A protože je u referenční budovy spojitá regulace, tak tento měrný příkon se u referenčního VZT zařízení uvažuje v každém pracovním bodě (aktuálním požadavku na objem větrání) provozu VZT zařízení.
V protokolu PENB se uvádí měrný příkon VZT zařízení SFPahu vztažený k pracovnímu bodu návrhové výměny vzduchu. Pokud máme měrný instalovaný příkon u HODNOCENÉ budovy vyšší než u REFERENČNÍ BUDOVY v tomto pracovním bodě (návrhovém), budeme mít u hodnocené budovy vyšší spotřebu energie na řízené větrání než referenční budova i v případě, že máme u hodnocené budovy spojitou (plynulou) regulaci otáček.
Návrh řešení:
Pokud je VZT zařízení u hodnocené budovy klasifikováno hůře než ve třídě C, většinou jde o příčinu 1) nebo 2), častěji jde o kombinaci obou příčin.
Pokud chceme klasifikaci zlepšit, je nutné instalovat vždy VZT zařízení se spojitou regulací otáček motoru ventilátorů a také s měrným příkonem ideálně maximálně roven referenční hodnotě SFP,ahu,R=1750 Ws/m3.
Pokud toto splníme, lze instalovat i VZT zařízení s vyšším maximálním průtokem vzduchu, než je požadovaný (návrhový) průtok vzduchu. V praxi se tak většinou také děje, protože se téměř vždy nepodaří instalovat VZT zařízení, jehož maximální větrací výkon by odpovídal přesně návrhovému. Instaluje se zařízení s nejbližším vyšším výkonem.
Kde v zadání programu ENERGETIKA ovlivňujeme vlastnosti 2) a 3) VZT zařízení:
Na formuláři zadání VZDUCHOTECHNIKA u konkrétního VZT zařízení zadáváme instalovaný příkon i jmenovitý objemový průtok vzduchu VZT zařízením = objemový průtok vzduchu pro pracovní bod návrhu. V ideálních případech je tato hodnota shodná s maximálním průtokem vzduchu, které je VZT zařízení schopno větrat. Touto hodnotou ovlivňujeme hodnotu měrného příkonu VZT zařízení, která se objevuje v tabulce b.3) v protokolu PENB. Pokud do těchto polí nic nevyplníme (necháme je prázdná nebo vepíšeme nulu), tak se za návrhový objemový průtok uvažuje vypočtená hodnota na základě požadavků na hygienickou výměnu vzduchu dle profilů užívání a podílu pokrytí větrání nuceně větraných zónách přiřazených k VZT zařízení. Upozorňujeme však, že u modulů s měsíčním krokem výpočtu se uvažuje hygienická výměna vzduchu jako průměrná za měsíc. Pokud je reálně rozdíl v požadavku na větrání mezi provozní a mimoprovozní dobou, tak nezadání tohoto jmenovitého objemového průtoku (=pro návrhový stav) vzduchu povede ke stanovení vyššího měrného příkonu VZT zařízení, než reálně je. Tím dojde i k horší klasifikaci VZT zařízení. Hodinový modul výpočtu rozeznává v profilu užívání větrání v provozní a mimoprovozní dobu. V případě nevyplnění jmenovitého objemového průtoku (=pro návrhový stav) v tomto modálním okně pro zadání příkonu VZT zařízení tak nezhoršíme klasifikaci VZT zařízení.
Příklad zobrazení modálního okna pro přívodně odvodní jednotku pro případ, že známe její instalovaný příkon:
Poznámka: V případě volby zadání měrného příkonu dle TNI 73 0331 se pole pro zadání jmenovitého objemu větracího vzduchu neobjeví. Místo toho je nutno vybrat tento objem z nabízeného roletového menu.
On-line náhled protokolu PENB. V on-line náhledu protokolu PENB v části b.3) se objevuje i šedě vyznačená tabulka (níže na obrázku orámována červeně), která poskytuje některé dílčí informace o větrání zón, resp. VZT zařízení. Při vygenerování protokolu PENB do pdf se tato pomocná tabulka neobjeví! Tato tabulka se zatím objevuje pouze v modulu výpočtu MĚS a NZÚ.
A - hodnota zobrazující objem infiltrace do zóny, v jejímž řádku je tato hodnota uvedena
O funkci vlivu infiltrace, resp. těsnosti obálky budovy (zóny) na potřebu tepla na vytápění při přirozeném a nuceném větrání se dočtete zde).
B - hodnota zobrazující požadovaný hygienický objem větrání zóny, v jejímž řádku je tato hodnota uvedena
C - hodnota zobrazující požadovaný objem větrání VZT zařízením (označení zařízení je uvedeno ve 2. sloupci). V této hodnotě je již zohledněn podíl pokrytí požadovaného hygienického objemu větrání přiřazené nuceně větrané zóny k tomuto VZT zařízení. Stejně tak případně zadaná recirkulace u VZT zařízení.
D - informační údaj o tom, jak moc je instalovaný příkon VZT zařízení předimenzován vůči požadavku.
D [%] = [ (E/C) - 1] * 100. Pokud tento podíl je vyznačen v on-line protokolu červeně, je požadovaný objemový tok vzduchu po VZT zařízení vyšší než zadaný jmenovitý (=návrhový) objemový tok vzduchu. V takovém případě by zadané VZT zařízení nazajistilo v reálném provozu požadovaný objem větrání a je třeba VZT zařízení vyměnit za jiné.
E - hodnota zobrazující zadaný jmenovitý (=návrhový) objem větrání VZT zařízením. Jak bylo uvedeno výše, pokud se tato hodnota v modálním okně pro zadání příkonu VZT zařízení nevyplní, uvažuje se za tuto hodnotu hodnota C. Při větším rozdílů mezi hodnotou C a E by to vedlo ke zbytečně horší klasifikaci VZT zařízení (výpočet vyššího měrného příkonu).
D [%] = [ (E/C) - 1] * 100. Pokud tento podíl je vyznačen v on-line protokolu červeně, je požadovaný objemový tok vzduchu po VZT zařízení vyšší než zadaný jmenovitý (=návrhový) objemový tok vzduchu. V takovém případě by zadané VZT zařízení nazajistilo v reálném provozu požadovaný objem větrání a je třeba VZT zařízení vyměnit za jiné.
E - hodnota zobrazující zadaný jmenovitý (=návrhový) objem větrání VZT zařízením. Jak bylo uvedeno výše, pokud se tato hodnota v modálním okně pro zadání příkonu VZT zařízení nevyplní, uvažuje se za tuto hodnotu hodnota C. Při větším rozdílů mezi hodnotou C a E by to vedlo ke zbytečně horší klasifikaci VZT zařízení (výpočet vyššího měrného příkonu).
Příklad klasifikace VZT zařízení pro výše uvedený případ:
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. |
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. |