leden 2024
Jaká jsou úskalí při užití (nejen) vlastních klimadat z hlediska solárních tepelných zisků? Jaká jsou úskalí při užití (nejen) vlastních klimadat z hlediska solárních tepelných zisků? |
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30. 1. 2024 | Autor: Ing. Martin Varga | |
V tomto článku upozorníme na některé souvislosti hodinového výpočtu v programu ENERGETIKA při výpočtu solárních tepelných zisků. A doporučíme co dělat, pokud se po výpočtu v jejich průběhu objeví "anomálie" v podobě velmi vysoké hodinové hodnoty. |
říjen 2023
Využití odpadního tepla z chlazení vnitřního prostředí ve výpočtu ENB Využití odpadního tepla z chlazení vnitřního prostředí ve výpočtu ENB |
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20. 10. 2023 | Autor: Ing. Martin Varga | |
Do programu byly doplněny funkce pro jednodušší postihnutí , resp. zadání zpětného využití odpadního tepla z chlazení upravovaného vnitřního prostředí (měsíční výpočty od verze 6.0.7, hodinové výpočty od verze 7.1.5). Aktualizace 20.10.2023 |
Typy tepelných zisků tvořících odpadní teplo z chlazení ve výpočtu ENB Typy tepelných zisků tvořících odpadní teplo z chlazení ve výpočtu ENB |
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20. 10. 2023 | Autor: Ing. Martin Varga | |
V článku jsou uvedeny případy, kdy lze využít ve výpočtu energetické náročnosti odpadního tepla z chlazení. A dále popsáno, jakým způsobem je toto možno zadat. (Aktualizace 13.10.2023) |
leden 2022
ENERGETIKA 6.0.7 - nové tabulky a grafy spotřeby pro pomocné spotřebiče ENERGETIKA 6.0.7 - nové tabulky a grafy spotřeby pro pomocné spotřebiče |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do protokolu mezivýsledků byly doplněny nové tabulky a grafy. Rozšiřují přehled informací o hodnocené, ale i o referenčních budovách. |
ENERGETIKA 6.0.7 - měsíční podíly pokrytí ENERGETIKA 6.0.7 - měsíční podíly pokrytí |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do programu byly doplněny možnosti zadat podíly pokrytí potřeby tepla na vytápění, chladu na chlazení a potřeby tepla na přípravu teplé vody po měsících. |
ENERGETIKA 6.0.7 - výpočet Uem,R pro chladírny a mrazírny ENERGETIKA 6.0.7 - výpočet Uem,R pro chladírny a mrazírny |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do programu byly doplněny funkce pro jednodušší postihnutí tohoto typu zóny (chladírna/mrazírna) z pohledu výpočtu referenčního Uem,R a referenčních spotřeb energií. |
ENERGETIKA 6.0.7 - nové grafy využití OZE, CHLrc, KVTE el. ENERGETIKA 6.0.7 - nové grafy využití OZE, CHLrc, KVTE el. |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do protokolu mezivýsledků byly doplněny nové tabulky a grafy. Ty mají za úkol zvýšit přehled o využití OZE, odpadního tepla z chlazení a využití elektřiny z KVET v budově |
březen 2021
Co nového přinesla verze programu ENERGETIKA 6.0.5 ? Co nového přinesla verze programu ENERGETIKA 6.0.5 ? |
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29. 3. 2021 | Autor: Ing. Martin Varga | |
Verze programu ENERGETIKA 6.0.5. přinesla již avizované funkce a něco navíc. Zde si je podrobněji uvedeme. |
Zadání vlastní hodnoty emisivity konstrukce pro výpočet "negativního" sálání Zadání vlastní hodnoty emisivity konstrukce pro výpočet "negativního" sálání |
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29. 3. 2021 | Autor: Ing. Martin Varga | |
Ve verzi programu 6.0.5 byla vystavena možnost zadání konkrétní hodnoty emisivity u každé vnější konstrukce (přilehlé k vnějšímu vzduchu). Výpočet dle EN ISO 52016-1 doposud uvažoval pouze paušálních hodnot emisivity resp. už výsledného součinitele přestupu dlouhovlnným sáláním mezi vnějším povrchem konstrukce a oblohou, a to především u nových výplní vede k navýšení potřeby tepla na vytápění. Toto je další možnost jak tuto potřebu snížit. |
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. |
únor 2021
Proč je generována výpočtová potřeba tepla na vytápění i v letních měsících? Proč je generována výpočtová potřeba tepla na vytápění i v letních měsících? |
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23. 2. 2021 | Autor: Ing. Martin Varga | |
Zřídka se na technické podpoře setkáme s upozorňujícím dotazem, že něco musí být špatně v programu, když je uváděna potřeba tepla i v letních měsících. Zvláště, když je obecně zafixováno pravidlo pro ukončení sezóny vytápění při vnější teplotě nad 13°C. V tomto článku vysvětlíme výpočetní princip stanovování potřeby tepla na vytápění a jaké příčinu mohou vést k tomu, že se tak děje. Aktualizace 16.3.2021. |
leden 2021
Pohltivost povrchu u neprůsvitných konstrukcí pro solární záření Pohltivost povrchu u neprůsvitných konstrukcí pro solární záření |
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18. 1. 2021 | Autor: Ing. Martin Varga | |
Jedním z frekventovaných dotazů je i dotaz na to, jaká jsou pravidla pro označení nějakého povrchu neprůsvitné konstrukce za světlý, polotmavý nebo tmavý? Níže v článku se pokusíme o odpoveď. |
prosinec 2020
Činitel typu regulace tepelného zdroje Činitel typu regulace tepelného zdroje |
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3. 12. 2020 | Autor: Ing. Martin Varga | |
V ČSN 73 0331-1:2018 i 2020 je tabulka A.2 se standardními hodnotami pro činitel regulace tepelného zdroje. V tomto článku uvedeme, zda-li je nutné je používat ve výpočtu či nikoliv. |
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. |
Rozvody tepla a chladu mimo budovu Rozvody tepla a chladu mimo budovu |
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16. 10. 2020 | Autor: Ing. Martin Varga | |
V tomto článku popíšeme novou funkci programu ENERGETIKA od verze 6.0.3. - možnost zadání účinnosti rozvodů tepla a chladu mimo budovu do samostatných polí přímo k tomu určených. |
červen 2020
Tepelné ztráty zeminou: průměrná roční (EN ISO 52016-1) vs. průměrná měsíční teplota (EN ISO 13 790) Tepelné ztráty zeminou: průměrná roční (EN ISO 52016-1) vs. průměrná měsíční teplota (EN ISO 13 790) |
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23. 6. 2020 | Autor: Ing. Martin Varga | |
V souvislosti s výpočtem potřeby tepla a chladu dle EN ISO 52 016-1 došlo v této normě (čl. 6.6.5.1.) ke změně použití teploty pro stanovení tepelných ztrát konstrukcí přilehlých k zemině, pakliže jsou její měrné ztráty stanoveny dle EN ISO 13 370. Má být použita průměrná roční exteriérová teplota místo průměrné měsíční exteriérové teploty jako v případě EN ISO 13 790. |
Jaký vliv mají neprůsvitné konstrukce v celkové solární bilanci při výpočtu dle EN ISO 52016-1? Jaký vliv mají neprůsvitné konstrukce v celkové solární bilanci při výpočtu dle EN ISO 52016-1? |
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16. 6. 2020 | Autor: Ing. Martin Varga | |
V tomto článku na konkrétním případě ukážeme jaký vliv na celkové solární bilanci mají neprůsvitné konstrukce. |
Vložení omezujících podmínek - výpočet EN ISO 52016-1 Vložení omezujících podmínek - výpočet EN ISO 52016-1 |
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16. 6. 2020 | Autor: Ing. Martin Varga | |
Po prvních zkušenostech "ostrého provozu" s výpočtem potřeby tepla a chladu dle EN ISO 52 016-1 byla u programu ENERGETIKA vystavena verze 5.0.1., ve které byly ve výpočtu doplněny některé omezující podmínky, které mají za cíl usměrnit výpočet v případě méně obvyklých až nestandardních zadání. |
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 2020
EN ISO 52 016-1: solární zisky EN ISO 52 016-1: solární zisky |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
Níže v článku vysvětlíme rozdíly ve výpočtu v SW solárních tepelných zisků dle EN ISO 13790 a EN ISO 52016-1. |
EN ISO 52 016-1: nevytápěné prostory EN ISO 52 016-1: nevytápěné prostory |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
V SW ENERGETIKA je od verze 5.0.0 dle normy ČSN EN ISO 52 016-1 jiným způsobem zapracován vliv tepelných zisků v nevytápěných prostorech pro snížení potřeby tepla/zvýšení potřeby chladu k nim přilehlých prostorů s požadovanou teplotou. Níže v článku popíšeme tento přístup. |
duben 2018
Redukční faktor "b" při výpočtu potřeby tepla na vytápění část 2 Redukční faktor "b" při výpočtu potřeby tepla na vytápění část 2 |
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3. 4. 2018 | Autor: Ing. Martin Varga | |
V tomto článku si vysvětlíme, jakým způsobem se do programu ENERGETIKA zadávají nevytápěné prostory. |
leden 2018
Kdy použít energonositel: Soustava zásobování tepelnou energií Kdy použít energonositel: Soustava zásobování tepelnou energií |
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9. 1. 2018 | Autor: Ing. Martin Varga | |
V tomto článku shrneme zásady pro volbu správného energonositele při zpracování PENB v případě předpokladu, že "jde o dálkové teplo". |
prosinec 2017
Přerušované vytápění a měsíční krok výpočtu dle ČSN EN ISO 13 790: 2009 Přerušované vytápění a měsíční krok výpočtu dle ČSN EN ISO 13 790: 2009 |
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7. 12. 2017 | Autor: Ing. Martin Varga | |
Měsíční výpočet "stojí" svou přesností mezi sezónní a jednoduchou hodinovou metodou výpočtu. Otázkou je, zda-li měsíční výpočet svým způsobem zadání a výpočtem dokáže uspokojivě přiblížit realitu pro všechny případy zadání. Níže v článku se pokusíme vysvětlit, kdy měsíční výpočet je možné použít a kdy raději nikoliv i pro vytápění, a kdy bychom měli raději použít hodinový výpočet. |
březen 2017
Požadavky na účinnost zdrojů tepla v PENB (připomínky k vyhlášce 4) Požadavky na účinnost zdrojů tepla v PENB (připomínky k vyhlášce 4) |
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20. 3. 2017 | Autor: Ing.Martin Varga | |
Ze strany SEI je připomínkována skutečnost, že v protokolech PENB nejsou v tabulkách b.1.b), popř.b.5.b) u stejných tepelných zdrojů uvedeny stejné hodnoty účinností jako v tabulkách b.1.a) a b.5.a.). Níže v článku uvedeme bližší rozbor takové situace. |
listopad 2016
Graf rozložení tepelných ztrát Graf rozložení tepelných ztrát |
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8. 11. 2016 | Autor: Ing. Martin Varga | |
Výsledkový servis výpočtů je postupně doplňován o nové tabulkové a grafické prvky. Nyní od verze programu ENERGETIKA 4.2.8 byly doplněny do protokolu energetického štítku obálku budovy (EŠOB) koláčové grafy pro základní přehled struktury tepelných ztrát po jednotlivých typech konstrukcí (stěny, střechy a stropy, podlahy, výplně, k zemině, tepelné vazby) pro každou zónu. Grafy jsou uvedeny pro hodnocenou i referenční budovu dle ČSN 73 05040-2. |
Koláčové grafy jsou doplněny za grafické vyjádření protokolu energetického štítku obálky budovy. Základní vlastností koláčového grafu rozložení tepelných ztrát je, že zobrazuje jak tepelné ztráty, tak i tepelné zisky. To pro představu, jaké jsou tepelné ztráty a zisky po jednotlivých skupinách konstrukcí, tepelných vazeb a větrání, a v jakém jsou poměru. Jednotlivé
kategorie uvedené v grafu (větrání, stěny, střechy a stropy, podlahy,
výplně, konstrukce přilehlé k zemině, tepelné vazby) jsou součtem
kladných hodnot=ztráty (syté barvy) a záporných=zisky (světlé barvy). Pod koláčovým grafem je pak uvedena výsledná celková tepelná ztráta zóny, což je součet kladných a záporných "tepelných ztrát".
V legendě ke grafu jsou uvedené tepelné ztráty, resp. tepelné zisky pro každou skupinu konstrukcí a větrání včetně jejich podílu z celkových tepelných ztrát (=100%), resp. tepelných zisků (=100%).
V legendě ke grafu jsou uvedené tepelné ztráty, resp. tepelné zisky pro každou skupinu konstrukcí a větrání včetně jejich podílu z celkových tepelných ztrát (=100%), resp. tepelných zisků (=100%).
Na konkrétním teoretickém příkladu 2 zónového objektu s návrhovou vnitřní teplotou pro Z1=20°C a pro Z2=10°C okomentujeme blíže zobrazení grafů. V tomto případě v obou zónách je instalována vysoce účinná rekuperace a obalové konstrukce jsou uvažovány v průměru horší než požadavek, proto podíl větrání je minoritní. Tepelné vazby jsou řešeny nadstandardně.
Graf pro hodnocenou budovu pro Z1:
![](data:image/png;base64,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)
Pokud k hodnocené zóně Z1 nepřiléhá žádná zóna s vyšší návrhovou teplotou se zadanou vnitřní konstrukcí k takové zóně, tak se v grafu pro referenční zónu budou zobrazovat vždy pouze kladné tepelné ztráty, protože referenční tepelné vazby jsou pevně stanoveny na 0,02 [W/m2K].
Graf pro hodnocenou budovu pro Z2:
![](data:image/png;base64,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)
Obalové konstrukce zóny Z2 vykazují kladnou tepelnou ztrát (zahrnuty v sytých barvách). Zadané vnitřní dělící konstrukce mezi zónami Z2-Z1 (=Z1-Z2) vykazují zápornou tepelnou ztrátu=zisky, proto jsou všechny zahrnuty ve světlých barvách. Pro teoretickou ilustraci příkladu koláčového grafu byly zadány všechny typy vnitřních konstrukcí (stěny, podlahy, stropy, výplně). V tomto případě jsou v grafu uvedeny pouze záporné tepelné ztráty="zisky" u tepelných vazeb. Je to dáno jednak tím, že v podrobném zadání tepelných vazeb pro obalové konstrukce zóny Z2 byl výsledný vliv tepelných vazeb zadán záporný. A také zadané tepelné vazby pro dělící konstrukce, ikdyž byly kladné, vykazují "zisky" jelikož dělící konstrukce přiléhají k zóně Z1 s vyšší návrhovou teplotou.
Pozn.: I v tomto případě se samozřejmě nejedná u tepelných vazeb u obalových konstrukcí Z2 o tepelné zisky reálně, ale pouze výpočtově, vlivem uvažování ploch konstrukcí pro výpočet tepelných ztrát z vnějších rozměrů.
Graf pro referenční budovu pro Z2:
![](data:image/png;base64,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)
Pokud k hodnocené zóně Z2 přiléhá zóna s vyšší návrhovou teplotou a jsou zadány dělící konstrukce mezi zónami, tak se v grafu pro referenční zónu budou zobrazovat vždy kladné i záporné (=zisky) tepelné ztráty včetně tepelných vazeb, i když jsou referenční tepelné vazby pevně stanoveny na 0,02 [W/m2K].
Graf pro hodnocenou budovu pro Z1:
Obalové konstrukce zóny Z1 i zadané vnitřní dělící konstrukce mezi zónami Z1-Z2 vykazují kladnou tepelnou ztrátu, proto jsou všechny zahrnuty v tepelných ztrátách (tj. mezi syté barvy). V tomto případě jsou v grafu uvedeny i záporné tepelné ztráty="zisky" u tepelných vazeb. Je to dáno tím, že v podrobném zadání tepelných vazeb pro obalové konstrukce zóny Z1 byl výsledný vliv tepelných vazeb zadán záporný, narozdíl od tepelných vazeb u vnitřních dělících konstrukcí mezi Z1-Z2.
Pozn.: V tomto případě se samozřejmě nejedná o tepelné zisky z tepelných vazeb reálně, ale pouze výpočtově, vlivem uvažování ploch konstrukcí pro výpočet tepelných ztrát z vnějších rozměrů.
Graf pro referenční budovu pro Z1:
![](data:image/png;base64,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)
Pozn.: V tomto případě se samozřejmě nejedná o tepelné zisky z tepelných vazeb reálně, ale pouze výpočtově, vlivem uvažování ploch konstrukcí pro výpočet tepelných ztrát z vnějších rozměrů.
Graf pro referenční budovu pro Z1:
Pokud k hodnocené zóně Z1 nepřiléhá žádná zóna s vyšší návrhovou teplotou se zadanou vnitřní konstrukcí k takové zóně, tak se v grafu pro referenční zónu budou zobrazovat vždy pouze kladné tepelné ztráty, protože referenční tepelné vazby jsou pevně stanoveny na 0,02 [W/m2K].
Graf pro hodnocenou budovu pro Z2:
Obalové konstrukce zóny Z2 vykazují kladnou tepelnou ztrát (zahrnuty v sytých barvách). Zadané vnitřní dělící konstrukce mezi zónami Z2-Z1 (=Z1-Z2) vykazují zápornou tepelnou ztrátu=zisky, proto jsou všechny zahrnuty ve světlých barvách. Pro teoretickou ilustraci příkladu koláčového grafu byly zadány všechny typy vnitřních konstrukcí (stěny, podlahy, stropy, výplně). V tomto případě jsou v grafu uvedeny pouze záporné tepelné ztráty="zisky" u tepelných vazeb. Je to dáno jednak tím, že v podrobném zadání tepelných vazeb pro obalové konstrukce zóny Z2 byl výsledný vliv tepelných vazeb zadán záporný. A také zadané tepelné vazby pro dělící konstrukce, ikdyž byly kladné, vykazují "zisky" jelikož dělící konstrukce přiléhají k zóně Z1 s vyšší návrhovou teplotou.
Pozn.: I v tomto případě se samozřejmě nejedná u tepelných vazeb u obalových konstrukcí Z2 o tepelné zisky reálně, ale pouze výpočtově, vlivem uvažování ploch konstrukcí pro výpočet tepelných ztrát z vnějších rozměrů.
Graf pro referenční budovu pro Z2:
Pokud k hodnocené zóně Z2 přiléhá zóna s vyšší návrhovou teplotou a jsou zadány dělící konstrukce mezi zónami, tak se v grafu pro referenční zónu budou zobrazovat vždy kladné i záporné (=zisky) tepelné ztráty včetně tepelných vazeb, i když jsou referenční tepelné vazby pevně stanoveny na 0,02 [W/m2K].
Odlišné zadání vstupů (vytápění, chlazení) po měsících - část 2 Odlišné zadání vstupů (vytápění, chlazení) po měsících - část 2 |
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8. 11. 2016 | Autor: Ing. Martin Varga | |
U MĚS i NZÚ modulu (moduly s měsíčním krokem výpočtu) doplněna funkce (od verze programu ENERGETIKA 4.2.8.) pro možnost zadání odlišných vstupů cílových teplot na vytápění i chlazení pro každý měsíc v roce. A to jak pro řešenou zónu, tak pro profil teplot v přilehlé sousední budově/prostoru. |
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. |
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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? |
únor 2016
Redukční faktor "b" při výpočtu potřeby tepla na vytápění část 1 Redukční faktor "b" při výpočtu potřeby tepla na vytápění část 1 |
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24. 2. 2016 | Autor: Ing. Martin Varga | |
Tento příspěvek blíže vysvětluje, jaký vliv má použitý výpočetní postup na stanovení potřeby tepla na vytápění pro konstrukce, které nejsou přímo přilehlé k exteriéru (nevytápěné prostory). A následně uvádí důvody k preferování stanovení redukčního faktoru měrných tepelných ztrát "b" podrobným výpočtem, oproti uvažování tabulkových hodnot. |
prosinec 2015
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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. |
Kombinovaná výroba elektřiny a tepla (KVET) Kombinovaná výroba elektřiny a tepla (KVET) |
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11. 12. 2015 | Autor: Ing. Martin Varga | |
Do aplikace ENERGETIKA je doplněna možnost zadání kogenerace tj. kombinované výroby elektřiny a tepla. |
květen 2015
Zahrnutí konstrukcí přilehlých k zemině v nevytápěném prostoru do bilančního výpočtu Zahrnutí konstrukcí přilehlých k zemině v nevytápěném prostoru do bilančního výpočtu |
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15. 5. 2015 | Autor: Ing. Martin Varga | |
Setkali jsme se s názorem, že se u nevytápěných prostorů nemá uvažovat do bilance tepelných toků s tepelným tokem přes konstrukce přilehlé k zemině. Tento názor byl podpořen interpretací znění POZNÁMKY 2 v kapitole 6 normy ČSN EN ISO 13 789, která zní: "Prostup tepla zeminou není zahrnut v hodnotě Hiu ani v hodnotě Hue". Přičemž se tato poznámka vztahuje ke vzorci pro stanovení činitele teplotní redukce pro nevytápěný prostor b= Hue / (Hue+Hiu). Poznámka: Hue přestavuje měrný tepelný tok mezi nevytápěným prostorem a exteriérem a Hiu představuje měrný tepelný tok mezi vytápěným a nevytápěným prostorem. Dále v článku vysvětlíme, proč tento názor nesdílíme a proč není podle našeho názoru správný při znalosti kontextu norem ČSN EN ISO 13 789 a ČSN EN ISO 13 370. |
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. |
Zobrazování referenčních hodnot v protokolu PENB Zobrazování referenčních hodnot v protokolu PENB |
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3. 11. 2014 | Autor: Ing. Martin Varga | |
Častý dotaz uživatelů softwaru ENERGETIKA je k protokolu PENB, kde se nezobrazují referenční hodnoty např. pro jednotlivé stavební konstrukce nebo i pro zdroje tepla, chladu. (Aktualizace 2017-11-09) |
říjen 2014
Zadání více různých zdrojů tepla v bytovém domě Zadání více různých zdrojů tepla v bytovém domě |
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23. 10. 2014 | Autor: Ing. Martin Varga | |
Zadání více lokálních tepelných zdrojů na vytápění do programu ENERGETIKA u bytových domů. Tento princip je aplikovatelný nejen pro bytové domy. |