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 2019
UMĚLÉ OSVĚTLENÍ - přepracovaný formulář zadání UMĚLÉ OSVĚTLENÍ - přepracovaný formulář zadání |
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2. 9. 2019 | Autor: Ing.Martin Varga | |
V tomto článku jsou uvedeny změny, které byly vystaven na formuláři zadání UMĚLÉ OSVĚTLENÍ v programu 4.4.0. |
únor 2015
Rozdíly mezi měsíčním a hodinovým výpočtem - 1. část: Provozní doba umělého osvětlení. Rozdíly mezi měsíčním a hodinovým výpočtem - 1. část: Provozní doba umělého osvětlení. |
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16. 2. 2015 | Autor: Ing. Martin Varga | |
V rubrice rozdíly ve výpočtu mezi hodinovým a měsíčním modulem výpočtu budeme postupně uvádět principielní rozdíly ve výpočtu spotřeby energie pro jednotlivá místa spotřeby a technická zařízení. V části 1 se zaměříme na stanovení provozní doby umělého osvětlení tN a tD. |
Princip výpočtu spotřeby elektrické energie na umělé osvětlení v programu ENERGETIKA v hodinovém kroku výpočtu:
Hodinový krok výpočtu spotřeby energie na umělé osvětlení umožňují tyto 3 okolnosti:
• Hodinový krok výpočtu v programu a s tím související možnost definovat provozní a mimoprovzní dny včetně provozní doby během provozního dne (pomocí profilu užívání zóny a omezení provozní doby při zadání umělého osvětlení)
• Průměrné hodinové hodnoty denní osvětlenosti v exteriéru EDL [lx] pro každou hodinu v roce – tyto hodnoty jsou uvedeny v příloze TNI 73 0327 Energetická náročnost budov - Energetické požadavky na osvětlení
• Stanovení hranice venkovní osvětlenosti EDL [lx], od které je plně dostačující denní osvětlení k zajištění požadované osvětlenosti v zóně Em [lx].
Zásadním vstupem pro výpočet spotřeby elektrické energie na umělé osvětlení je stanovení provozní doby. Provozní doby svícení, kdy není možnost využití denního světla tN [h/rok]. A provozní doby svícení při denním světle tD [h/rok], které je však nedostačující pro zajištění požadované osvětlenosti v zóně Em [lx]. Zbytek hodin v roce ty [h/rok] není umělé osvětlení v provozu.
TNI 73 0327 také uvádí, že v našich zeměpisných podmínkách pro standardní typy profilů užívání budov nebo zón (RD,BD, školy, administrativní budovy apod.), by mělo při standardním návrhu otvorových průsvitných výplní plně dostačovat denní osvětlení od minimální hodnoty osvětlenosti v exteriéru EDL = 5 000 [lx].
Příklad stanovení provozní doby v hodinovém výpočtu pro konkrétní den v roce (např. 1. březen):
Toto posouzení provede program pro každý den v roce a každou zadanou zónu. Tímto způsobem získáme souhrnné údaje za celý rok tN, tD. Přitom ale známe jednotlivé hodnoty provozní doby tD a tN pro každá den.
Zde předchozí tabulka graficky vyjádřena:
![](data:image/png;base64,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U výpočtů s měsíčním nebo ročním krokem výpočtu jsou tyto doby svícení tN, tD předem stanoveny uživatelem. Například norma ČSN EN 15 193 Energetická náročnost budov - Energetické požadavky na osvětlení uvádí, že když tyto hodnoty neznáme, můžeme je uvažovat podle typu provozu budovy dle přílohy F v této normě.
Výsledná hodnota spotřeby elektrické energie na umělé osvětlení je pak do jednotlivých měsíců zpětně rozpočítána pomocí tzv. redistribučních činitelů. Tyto redistribuční činitelé jsou tabulkovými hodnotami a jsou stejné pro všechny typy provozu umělého osvětlení. Zohledňují potřebu svítit, resp. spotřebu pro umělé osvětlení v jednotlivých měsících v rámci roku (v zimních měsících je kratší doba denního světla než v letních). Jelikož se jedná o tabulkové hodnoty redistribučních činitelů, není tato redistribuce plně odpovídající realitě pro všechny případy zadání provozních dob zóny v průběhu dne.
V hodinovém kroku výpočtů toto není potřeba, protože tyto hodnoty provozní doby známe již automaticky a přesněji pro každý den. Stejně tak dokáže hodinový krok výpočtu mnohem lépe zohlednit vliv sdruženého osvětlení (využití denní složky během provozní doby umělého osvětlení tD) v průběhu roku.
ZÁVĚR:
V hodinovém kroku výpočtu dokážeme plnohodnotně zajistit soulad zadání provozních dní a provozní doby zóny v rámci provozního dne libovolně nastavených v profilů užívání budovy nebo zóny v návaznosti na výpočet spotřeby elektrické energie pro umělé osvětlení včetně tepelných zisků z jeho provozu plynoucích. A to bez kompromisů.
Bližší informace a popis dalších funkcionalit programu, nejen pro výpočet umělého osvětlení, jsou uvedeny v manuálu programu ENERGETIKA, který je volně ke stažení na www.stavebni-fyzika.cz v sekci podpora-> manuály.
Hodinový krok výpočtu spotřeby energie na umělé osvětlení umožňují tyto 3 okolnosti:
• Hodinový krok výpočtu v programu a s tím související možnost definovat provozní a mimoprovzní dny včetně provozní doby během provozního dne (pomocí profilu užívání zóny a omezení provozní doby při zadání umělého osvětlení)
• Průměrné hodinové hodnoty denní osvětlenosti v exteriéru EDL [lx] pro každou hodinu v roce – tyto hodnoty jsou uvedeny v příloze TNI 73 0327 Energetická náročnost budov - Energetické požadavky na osvětlení
• Stanovení hranice venkovní osvětlenosti EDL [lx], od které je plně dostačující denní osvětlení k zajištění požadované osvětlenosti v zóně Em [lx].
Zásadním vstupem pro výpočet spotřeby elektrické energie na umělé osvětlení je stanovení provozní doby. Provozní doby svícení, kdy není možnost využití denního světla tN [h/rok]. A provozní doby svícení při denním světle tD [h/rok], které je však nedostačující pro zajištění požadované osvětlenosti v zóně Em [lx]. Zbytek hodin v roce ty [h/rok] není umělé osvětlení v provozu.
TNI 73 0327 také uvádí, že v našich zeměpisných podmínkách pro standardní typy profilů užívání budov nebo zón (RD,BD, školy, administrativní budovy apod.), by mělo při standardním návrhu otvorových průsvitných výplní plně dostačovat denní osvětlení od minimální hodnoty osvětlenosti v exteriéru EDL = 5 000 [lx].
Příklad stanovení provozní doby v hodinovém výpočtu pro konkrétní den v roce (např. 1. březen):
Toto posouzení provede program pro každý den v roce a každou zadanou zónu. Tímto způsobem získáme souhrnné údaje za celý rok tN, tD. Přitom ale známe jednotlivé hodnoty provozní doby tD a tN pro každá den.
Zde předchozí tabulka graficky vyjádřena:
U výpočtů s měsíčním nebo ročním krokem výpočtu jsou tyto doby svícení tN, tD předem stanoveny uživatelem. Například norma ČSN EN 15 193 Energetická náročnost budov - Energetické požadavky na osvětlení uvádí, že když tyto hodnoty neznáme, můžeme je uvažovat podle typu provozu budovy dle přílohy F v této normě.
Výsledná hodnota spotřeby elektrické energie na umělé osvětlení je pak do jednotlivých měsíců zpětně rozpočítána pomocí tzv. redistribučních činitelů. Tyto redistribuční činitelé jsou tabulkovými hodnotami a jsou stejné pro všechny typy provozu umělého osvětlení. Zohledňují potřebu svítit, resp. spotřebu pro umělé osvětlení v jednotlivých měsících v rámci roku (v zimních měsících je kratší doba denního světla než v letních). Jelikož se jedná o tabulkové hodnoty redistribučních činitelů, není tato redistribuce plně odpovídající realitě pro všechny případy zadání provozních dob zóny v průběhu dne.
V hodinovém kroku výpočtů toto není potřeba, protože tyto hodnoty provozní doby známe již automaticky a přesněji pro každý den. Stejně tak dokáže hodinový krok výpočtu mnohem lépe zohlednit vliv sdruženého osvětlení (využití denní složky během provozní doby umělého osvětlení tD) v průběhu roku.
ZÁVĚR:
V hodinovém kroku výpočtu dokážeme plnohodnotně zajistit soulad zadání provozních dní a provozní doby zóny v rámci provozního dne libovolně nastavených v profilů užívání budovy nebo zóny v návaznosti na výpočet spotřeby elektrické energie pro umělé osvětlení včetně tepelných zisků z jeho provozu plynoucích. A to bez kompromisů.
Bližší informace a popis dalších funkcionalit programu, nejen pro výpočet umělého osvětlení, jsou uvedeny v manuálu programu ENERGETIKA, který je volně ke stažení na www.stavebni-fyzika.cz v sekci podpora-> manuály.
Referenční spotřeba elektrické energie na umělé osvětlení Referenční spotřeba elektrické energie na umělé osvětlení |
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16. 2. 2015 | Autor: Ing. Martin Varga | |
Na to toto téma jsou stále poměrně "živé" diskuze. Níže v příspěvku je vysvětleno jakým způsobem se stanovuje referenční spotřeba elektrické energie na umělé osvětlení, jaké vstupní údaje mají vliv na její výši a s jak těmito vstupními údaji program ENERGETIKA pracuje. Dále si také vysvětlíme, proč je nutné dávat velký pozor na předčasné závěry typu "Výpočtové spotřeby elektřiny u referenční i u hodnocené budovy jsou mimo! Reálně jsou hodnoty daleko nižší! Program počítá chybně!" apod. bez důkladné znalosti níže uvedených principů zadání a vlivů na výsledek. (poslední aktualizace 2016-04-20) |