červenec 2024
Excelový pomocník pro tvorbu vlastních profilů užívání pro HOD modul v programu ENERGETIKA Excelový pomocník pro tvorbu vlastních profilů užívání pro HOD modul v programu ENERGETIKA |
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1. 7. 2024 | Autor: Ing. Tomáš Koula | |
Možná jste už při tvorbě PENB s hodinovým krokem výpočtu narazili na to, že výchozí profily neodpovídají provozu, který se snažíte namodelovat. V takovém případě můžete do Energetiky zadat vlastní profil prostřednictvím jednoho nebo více .csv souborů. Vyznat se ve struktuře .csv souboru může být pro někoho složité a navíc jsou tady problémy obecně spojené s .csv soubory - např. .csv soubor otevřený v Excelu chápe čísla určitého rozsahu s desetinnou tečkou jako datum (úprava takového souboru je potom složitá), případně je problém s formátem při ukládání. |
červen 2024
Jak dosáhnout na vyšší energetickou třídu v PENBu pomocí lokálních klimadat Jak dosáhnout na vyšší energetickou třídu v PENBu pomocí lokálních klimadat |
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26. 6. 2024 | Autor: Ing. arch. Adrián Babiš, M.Sc. | |
V tomto článku si názorně ukážeme, jak lze pomocí klimadat pro konkrétní lokalitu u výpočtu PENBu snížit měrnou potřebu tepla na vytápění pro dosažení 20 kWh/m2 podmínky NZÚ, zvýšit výpočtovou úsporu primární energie nebo dosáhnout vyšší třídy energetické hospodárnosti. Povíme si také o výhodách a nevýhodách těchto lokálních klimadat, i o tom, ve kterých lokalitách má smysl je využít. |
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. |
listopad 2023
Vkládání podpisu do PENB Vkládání podpisu do PENB |
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13. 11. 2023 | Autor: Ing. Martin Varga | |
V souvislosti s vydáním změny vyhlášky o energetických specialistech je nutno vkládat na ENEX pdf PENB včetně podpisu zpracovatele, resp. oprávněného energetického specialisty. Nově je v SW ENERGETIKA umožněna funkce vkládání obrázku podpisu a razítka. |
říjen 2023
Protokol mezivýsledků v HOD modulu Protokol mezivýsledků v HOD modulu |
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20. 10. 2023 | Autor: Ing. Martin Varga | |
Do výsledků v HOD modulu byla doplněna (od verze 7.1.5) 1. část protokolů mezivýsledků po vzoru těchto protokolů v měsíčních modulech výpočtu. Jak časová kapacita dovolí, budou tyto protokoly v hodinovém výpočtu průběžně doplňovány o další části tak, aby z hlediska obsahu byly rovny měsíčnímu výpočtu. Aktualizace 24.11.2023. |
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) |
Klasifikace chlazení ve třídě G Klasifikace chlazení ve třídě G |
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11. 10. 2023 | Autor: Ing. Martin Varga | |
Zejména u novostaveb často dochází k situacícm, kdy je zadán systém chlazení. Ve "štítku" PENB je však klasifikován ve třídě G (mimo RD/BD), což u novostaveb ostatních typů budov vzbuzuje pochybnosti o správnosti výpočtu. Co je toho příčinou? |
červen 2023
Soubor zadání PENB pro vložení na ENEX Soubor zadání PENB pro vložení na ENEX |
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28. 6. 2023 | Autor: Ing. Martin Varga | |
V souvislosti se změnou zákona 406/2000 Sb. z ledna 2020 a prováděcí vyhlášky 4/2020 Sb. o energetických specialistech vyžaduje nově Státní energetická inspekce (SEI) při vložení hlášenky na ENEX i vložení souboru zadání pro výpočetní program, s nímž byl daný PENB vypočten. Aktualizace 28.6.2023. |
Jak na csv soubor v LibreOffice? Jak na csv soubor v LibreOffice? |
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19. 6. 2023 | Autor: Ing. Martin Varga | |
V souvislosti s vystavením hodinového modulu výpočtu se v případě definování vlastního zadání vstupů potýkáme s csv souborem. V tomto článku navedeme uživatele, jak získat csv soubor ve správném tvaru, pracujeme-li pouze v LibreOffice. |
duben 2023
HOD modul - doplnění výpisu mezivýsledků a vstupů + možnost responzivního zobrazení v grafu HOD modul - doplnění výpisu mezivýsledků a vstupů + možnost responzivního zobrazení v grafu |
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27. 4. 2023 | Autor: Ing. Martin Varga | |
Do výsledků HOD modulu byly doplněny do xlsx výpisy některých vstupů a mezivýsledků. Současně byla doplněna funkce možnosti zobrazení těchto hodnot v responzivním grafu. |
HOD vs. MĚS - část 5.: výpočet umělého osvětlení HOD vs. MĚS - část 5.: výpočet umělého osvětlení |
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11. 4. 2023 | Autor: Ing. Martin Varga | |
V sérii článků se zaměříme na příčiny rozdílů výsledků mezi měsíčním a hodinovým výpočtem. Po nutnosti počítat některé objekty v hodinovém kroku je na toto téma poměrně hodně dotazů. V části 5. se podíváme na rozdíl výpočtu umělého osvětlení. |
březen 2023
HOD vs. MĚS - část 4.: (ne)spojitost výpočtu HOD vs. MĚS - část 4.: (ne)spojitost výpočtu |
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24. 3. 2023 | Autor: Ing. Martin Varga | |
V sérii článků se zaměříme na příčiny rozdílů výsledků mezi měsíčním a hodinovým výpočtem. Po nutnosti počítat některé objekty v hodinovém kroku je na toto téma poměrně hodně dotazů. V části 4 se podíváme na vliv (ne)spojitosti výpočtu |
HOD vs. MĚS - část 3.: ekvivalentní profily užívání? HOD vs. MĚS - část 3.: ekvivalentní profily užívání? |
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23. 3. 2023 | Autor: Ing. Martin Varga | |
V sérii článků se zaměříme na příčiny rozdílů výsledků mezi měsíčním a hodinovým výpočtem. Po nutnosti počítat některé objekty v hodinovém kroku je na toto téma poměrně hodně dotazů. V části 3. se podíváme na "porovnatelnost" resp. ekvivalentnost profilů užívání pro měsíční a pro hodinový modul výpočtu. |
HOD vs. MĚS - část 2A.: vliv profilů užívání (teplota, větrání, vnitřní tepelné zisky od osob a spotřebičů) HOD vs. MĚS - část 2A.: vliv profilů užívání (teplota, větrání, vnitřní tepelné zisky od osob a spotřebičů) |
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14. 3. 2023 | Autor: Ing. Martin Varga | |
V sérii článků se zaměříme na příčiny rozdílů výsledků mezi měsíčním a hodinovým výpočtem. Po nutnosti počítat některé objekty v hodinovém kroku je na toto téma poměrně hodně dotazů. V části 2A se podíváme na vliv profilů užívání (teplota, větrání, vnitřní tepelné zisky od osob a spotřebičů) |
HOD vs. MĚS - část 1.: vliv klimadat HOD vs. MĚS - část 1.: vliv klimadat |
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9. 3. 2023 | Autor: Ing. Martin Varga | |
V sérii článků se zaměříme na příčiny rozdílů výsledků mezi měsíčním a hodinovým výpočtem. Po nutnosti počítat některé objekty v hodinovém kroku je na toto téma poměrně hodně dotazů. V části 1. se podíváme na klimadata. |
HOD modul programu ENERGETIKA - podporovaná zadání HOD modul programu ENERGETIKA - podporovaná zadání |
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7. 3. 2023 | Autor: Ing. Martin Varga | |
V článku naleznememe aktuální informace k době výpočtu HOD modulu a k rozsahu podporovaných zadání pro HOD modul programu ENERGETIKA. Aktualizováno 23.3.2023. |
únor 2023
HOD modul - bilancování vyrobené elektřiny na místě HOD modul - bilancování vyrobené elektřiny na místě |
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20. 2. 2023 | Autor: Ing. Martin Varga | |
V souvislosti s hodinovými výpočty je ve vyhlášce 264/2020 Sb. o ENB jedno ustanovení, které může způsobovat rozdíl v započítatelném odpočtu primární energie u exportované elektřiny mimo budovu mezi měsíčním a hodinovým výpočtem. A to někdy i velmy výrazně. |
Testování výpočetního jádra předepsného EN ISO 52016-1 Testování výpočetního jádra předepsného EN ISO 52016-1 |
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13. 2. 2023 | Autor: Ing. Martin Varga | |
Výsledky testování hodinového výpočetního jádra předepsaného EN ISO 52016-1 |
HOD modul - bilance v kapitole E (KOMENTÁŘ) HOD modul - bilance v kapitole E (KOMENTÁŘ) |
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13. 2. 2023 | Autor: Ing. Martin Varga | |
V článku je bližší komentář k hodnotám, resp koláčovému grafu pro režim vytápění. Konkrétně k solárním tepelným ziskům. Aktualizace 8.3.2023. |
leden 2023
HOD modul vystaven HOD modul vystaven |
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26. 1. 2023 | Autor: Ing. Martin Varga | |
V programu ENERGETIKA byl vystaven HOD modul pro výpočty dle EN ISO 52 016-1 a vyhlášky 264/2020 Sb. |
přepínání mezi moduly HOD => MĚS a MĚS => HOD přepínání mezi moduly HOD => MĚS a MĚS => HOD |
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26. 1. 2023 | Autor: Ing. Martin Varga | |
V tomto článku uvádíme návod pro uživatele programu ENERGETIKA "co a jak" při přepínání mezi moduly s rozdílným krokem výpočtu (hodina vs. měsíc). Poslední aktualizace 27.1.2023. |
HOD modul - co je v zadání navíc oproti měsíčním modulům HOD modul - co je v zadání navíc oproti měsíčním modulům |
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26. 1. 2023 | Autor: Ing. Martin Varga | |
V tomto článku uvedeme hlavní odlišnosti v zadávání vstupů pro uživatele programu ENERGETIKA v HOD modulu a v MĚS modulu. Aktualizace 27.1.2023. |
HOD modul - práce s podrobností dat HOD modul - práce s podrobností dat |
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26. 1. 2023 | Autor: Ing. Martin Varga | |
V článku je vysvětlen rozdíl mezi 3-mi hlavními možnotmi jak zadat vstupy v HOD modulu a způsob práce se zadání vstupů. Tyto informace uvítate zejména v případě, pokud budete definovat vlastní vstupy a nevyužijete předdefinované profily, resp. položky v katalozích. |
HOD modul - práce při editaci katalogů HOD modul - práce při editaci katalogů |
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26. 1. 2023 | Autor: Ing. Martin Varga | |
V článku najdete informaci, jakým způsobem lze editovat vlastní položky v katalogu pomocí csv souborů |
listopad 2022
Data pro hodinový výpočet Data pro hodinový výpočet |
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11. 11. 2022 | Autor: Ing. Martin Varga | |
MPO ČR zveřejnilo hodinová data (vstupy) pro hodinový výpočet pro hodnocení ENB. |
říjen 2022
Zadání potřeby TV bazénu v RD Zadání potřeby TV bazénu v RD |
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12. 10. 2022 | Autor: Ing. Martin Varga | |
V tomto článku uvedeme návod, jak zadat potřebu TV pro bazén vč. jeho tepelné ztráty a systém přípravy TV v RD (uvnitř objektu). |
Zadání potřeby TV u krytého plaveckého bazénu Zadání potřeby TV u krytého plaveckého bazénu |
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12. 10. 2022 | Autor: Ing. Martin Varga | |
V tomto článku uvedeme návod, jak zadat potřebu TV pro krytý plavecký bazén a systém přípravy TV v plavecké hale. |
květen 2022
ENERGETIKA 6.0.8 - změny u TV ENERGETIKA 6.0.8 - změny u TV |
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10. 5. 2022 | Autor: Ing. Martin Varga | |
Do programu byla doplněna funkce pro možnost využití teplených ztrát TVsys jako teplených zisků pro výpočet potřeby tepla a chladu. A dále byl přepracován formulář POTŘEBY TV. Pokračuje se zde v katalogizaci vstupních hodnot, dále byla doplněna možnost výběru denního odběrového profilu (už se myslí na nový hodinový výpočet) a také byly doplněny přehlednější grafy. |
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 - chlazení pomocí freecoolingu ENERGETIKA 6.0.7 - chlazení pomocí freecoolingu |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do programu byla přímo doplněna možnost volby zadat zdroj chladu jako freecooling. |
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 - protokol ZÁKLADNÍ PŘEHLED - tabulky a grafy nákladů ENERGETIKA 6.0.7 - protokol ZÁKLADNÍ PŘEHLED - tabulky a grafy nákladů |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do výsledků, konkrétně do protokolu ZÁKLADNÍ PŘEHLED byly doplněny tabulky a grafy pro podrobný přehled struktury nákladů na energie pro zajištění míst spotřeby hodnocených v rámci ENB. |
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 |
ENERGETIKA 6.0.7 - nastavení přednosti využití ENERGETIKA 6.0.7 - nastavení přednosti využití |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do programu byla doplněna funkce pro uživatelské nastavení přednosti využití elektřiny a tepla z obnovitelných zdrojů energie včetně elektřiny produkované KVET a také využití odpadního tepla ze systému chlazení vnitřních prostor. |
prosinec 2021
ENEX + NZÚ ENEX + NZÚ |
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2. 12. 2021 | Autor: Ing. Martin Varga | |
Článek popisuje postup vkládání hlášenek na ENEX pro účely NZÚ. Poslední aktualizace 10.12.2021. |
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? |
červenec 2021
Co nového přinesla verze programu ENERGETIKA 6.0.6 ? Co nového přinesla verze programu ENERGETIKA 6.0.6 ? |
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29. 7. 2021 | Autor: Ing. Martin Varga | |
Verze programu ENERGETIKA 6.0.6. přinesla již avizované funkce a něco navíc. Zde si je podrobněji uvedeme. |
květen 2021
Nastavení importu gbXML Nastavení importu gbXML |
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26. 5. 2021 | Autor: Ing. Jan Stašek | |
Tento článek shrnuje možnosti nastavení importu gbXML souboru do programu Energetika. |
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. |
Protokol ZÁKLADNÍ PŘEHLED Protokol ZÁKLADNÍ PŘEHLED |
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29. 3. 2021 | Autor: Ing. Martin Varga | |
Od verze programu ENERGETIKA 6.0.5 byl ve výsledcích kompletně přepracován doplňující protokol a také změně jeho název na ZÁKLADNÍ PŘEHLED. Níže se podívejme, jaké informace nám poskytne. |
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. |
Za jakých podmínek se podlahová plocha nevytápěného schodiště objeví v energeticky vztažné ploše? Za jakých podmínek se podlahová plocha nevytápěného schodiště objeví v energeticky vztažné ploše? |
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26. 3. 2021 | Autor: Ing. Martin Varga | |
V ČSN 73 0331-1 jsou uvedeny v příloze D schémata půdorysného začlenění schodiště v rámci bytového domu. Podle tohoto začlenění a vlastnosti, zda-li je prostor schodiště vytápěn či nikoliv je uveden návod, kdy započítat podlahovou plochu schodiště do celkové energeticky vztažné podlahové plochy objektu. |
Propojení Energetiky a 3D modelu v programu DesignBuilder - FAQ Propojení Energetiky a 3D modelu v programu DesignBuilder - FAQ |
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19. 3. 2021 | Autor: Ing. Jan Stašek | |
Tento článek shrnuje nejčastější dotazy k vytváření 3D modelu pro program Energetika prostřednictvím programu DesignBuilder. Poslední aktualizace: 16.5.2021. |
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. |
únor 2021
Rozdíly při stanovení požadavku na součinitel prostupu tepla mezi programy Energetika a Tepelná technika 1D Rozdíly při stanovení požadavku na součinitel prostupu tepla mezi programy Energetika a Tepelná technika 1D |
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24. 2. 2021 | Autor: Ing. Jan Stašek, Ing. Martin Varga | |
Při komplexním posouzení budovy se můžete setkat se situací, kdy dochází k rozdílu mezi požadovanou hodnotou uváděnou v programu Energetika a Tepelná technika 1D. Zjednodušeně lze říci, že v programu Energetika se uplatňují pouze energetické požadavky doplněné o logické limity. Program Tepelná technika 1D stanovuje požadavky přesně dle normy ČSN 73 0540-2. V tomto článku si podrobněji vysvětlíme jednotlivé rozdíly. |
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. |
Výpočet negeneruje potřebu pro vlhkostní úpravu - příčiny Výpočet negeneruje potřebu pro vlhkostní úpravu - příčiny |
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17. 2. 2021 | Autor: Ing. Martin Varga | |
Na technické podpoře k programu ENERGETIKA se také setkáváme s dotazem na příčinu nulové hodnoty potřeby energie na vlhkostní úpravu vzduchu ve výsledku výpočtu, ačkoliv systémy pro vlhkostní úpravu byly zadány. Níže v článku si rozebereme jednotlivé možné příčiny. Ty příčiny jsou analogické jako u dotazu na "negenerování" potřeby chladu. Aktualizace 15.6.2021. |
Jaký vliv mají instalované baterie u FVE u měsíčního výpočtu na hodnocení ENB? Jaký vliv mají instalované baterie u FVE u měsíčního výpočtu na hodnocení ENB? |
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17. 2. 2021 | Autor: Ing. Martin Varga | |
V souvislosti se zpřísňujícími požadavky na primární energii z neobnovitelných zdrojů při hodnocení ENB se stále častěji jako kompenzační prostředek používá instalace OZE. V tomto případě se zaměříme na FVE a v článku uvedeme, jaký vliv na výsledek hodnocení ENB dle metodiky uvedené ve vyhlášce má takový navrhovaný systém s baterií a bez baterie. |
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. |
Hodnocení ENB nástavby a přístavby od 1.9.2020 Hodnocení ENB nástavby a přístavby od 1.9.2020 |
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1. 12. 2020 | Autor: Ing. Martin Varga | |
V souvislosti se zněním odstavce 3) v §6 vyhlášky o energetické náročnosti budov 264/2020 Sb. v tomto článku popíšeme, jakým způsobem se postupuje při hodnocení požadavků ENB v případě nástaveb a přístaveb na/k stávajícímu objektu. |
listopad 2020
ENERGETIKA a ČSN 73 0331-1:2020 ENERGETIKA a ČSN 73 0331-1:2020 |
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12. 11. 2020 | Autor: Ing. Martin Varga | |
V tomto článku popíšeme dočasné řešení postupu práce v programu ENERGETIKA, než budou kompletně zapracovány nabízené vstupy dle aktuálně platné ČSN 73 0331-1:2020 (platné od 1.11.2020). |
FAQ - částé dotazy k nové vyhlášce o ENB 264/2020 Sb. FAQ - částé dotazy k nové vyhlášce o ENB 264/2020 Sb. |
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3. 11. 2020 | Autor: Ing. Martin Varga | |
V tomto průběžně doplňované článku v technické knihovně budeme průběžně uvádět otázky a odpovědi, které se kumulují na naší technické podpoře v souvislosti s požadavky a hodnocením nové vyhlášky o ENB č. 264/2020 Sb. |
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). |
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. |
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. |
červenec 2020
Výpočty dle nové vyhlášky Výpočty dle nové vyhlášky |
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8. 7. 2020 | Autor: Ing. Tomáš Kupsa | |
Aktualizace: 18.8.2020. Od 5.6.2020 platí nová vyhlášky 264/2020 Sb., o energetické náročnosti budov. Nabývá účinnosti 1.9.2020. Od tohoto data budou muset být všechny průkazy energetické náročnosti budov (dále jen PENB) zpracovány dle této vyhlášky a budou posuzovány na nové požadavky. V reálné praxi však bude potřeba v některých případech PENB dle nové vyhlášky začít zpracovávat již před tímto datem. V tomto článku chceme dát doporučení, jak postupovat, pokud potřebujete již před účinností nové vyhlášky zpracovat PENB dle této nové vyhlášky. |
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. |
Na co v zadání dávat pozor při přepnutí výpočtu z EN ISO 13 790 na EN ISO 52 016-1 a naopak Na co v zadání dávat pozor při přepnutí výpočtu z EN ISO 13 790 na EN ISO 52 016-1 a naopak |
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11. 6. 2020 | Autor: Ing. Martin Varga | |
V tomto článku upozorníme na odlišnosti v zadání při zvolení výpočtu podle normy EN ISO 13790 a EN ISO 52016-1. |
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: přerušované vytápění a chlazení v měsíčním výpočtu EN ISO 52 016-1: přerušované vytápění a chlazení v měsíčním výpočtu |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
V SW ENERGETIKA je zapracován od verze 5.0.0 vliv přerušovaného (popř. sníženého) vytápění a chlazení dle normy ČSN EN ISO 52 016-1. Níže v článku popíšeme odlišnosti oproti normě ČSN EN ISO 13 790. Aktualizace 2020.06.12. |
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: infiltrace EN ISO 52 016-1: infiltrace |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
Níže v článku vysvětlíme rozdíly ve výpočtu infiltrace dle EN ISO 13790 a EN ISO 52016-1, resp. EN 16 798-7. SW ENERGETIKA od verze 5.0.0 uvažuje pro stanovení infiltrace při výpočtu dle EN ISO 52016-1 níže uvedený postup. Aktualizace 18.6.2020. |
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. |
Nový katalog klimadat Nový katalog klimadat |
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27. 5. 2020 | Autor: Ing. Martin Varga | |
Od verze programu ENERGETIKA 5.0.0 je doplněn nový katalog klimadat. V článku níže jsou představeny jeho základní nové funkce. Aktualizace 18.6.2020. |
Nové funkce na formuláři OZE Nové funkce na formuláři OZE |
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27. 5. 2020 | Autor: Ing.Martin Varga | |
Od verze 5.0.0 programu ENERGETIKA jsou učiněny menší úpravy na formuláři zadání OZE (obnovitelné zdroje energie). Níže si je blíže představíme. |
duben 2020
PENB na budovu s více ucelenými vytápěnými částmi propojenými prostory bez upravovaného vnitřního prostředí PENB na budovu s více ucelenými vytápěnými částmi propojenými prostory bez upravovaného vnitřního prostředí |
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3. 4. 2020 | Autor: Ing. Martin Varga | |
V souvislosti se změnou zákona 406/2000 Sb. (dále zákon) platnou od 25.1.2020 došlo k změně definice upravovaného vnitřního prostředí pro účely hodnocení PENB. Níže popíšeme, co to reálně přineslo z hlediska přístupu k zpracování PENB pro tyto typy budov. (Aktualizováno 30.11.2020) |
březen 2020
REKUPERACE TV - 2.část REKUPERACE TV - 2.část |
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25. 3. 2020 | Autor: Ing. Martin Varga | |
V prvním článku jsme představili novou funkci v programu ENERGETIKA od verze 4.4.2: možnost zadání účinnosti rekuperace (zpětného získávání tepla) z teplé vody. V této druhé části tuto informaci rozvineme z hlediska celkového pohledu hodnocení energetické náročnosti budovy. |
Trendy ve výstavbě pasivních domů Trendy ve výstavbě pasivních domů |
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19. 3. 2020 | Autor: Ing. Ondřej Židek | |
Rozhovor s Ondřejem Židkem z GSERVISu na téma trendů v pasivních domech. |
leden 2020
Nástavby a přístavby navyšující původní energeticky vztažnou plochu o více jak 25% po 1.1.2020 Nástavby a přístavby navyšující původní energeticky vztažnou plochu o více jak 25% po 1.1.2020 |
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28. 1. 2020 | Autor: Ing. Martin Varga | |
V souvislosti se zněním odstavce 3) v §6 vyhlášky o energetické náročnosti budov 78/2013 Sb. v aktuálním znění zpočátku nebyla metodika, jakým způsobem tento požadavek u měněné budovy vlastně prokázat v kontextu toho, jak byl uveden vzor protokolu PENB. Níže v článku popíšeme metodiku prokázání, která se nakonec ustálila, a která je vyžadována. Aktualizace 16.1.2020, 28.1.2020. |
listopad 2019
Požadavky na budovy z hlediska ENB po 1.1.2020 - obecné informace Požadavky na budovy z hlediska ENB po 1.1.2020 - obecné informace |
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4. 11. 2019 | Autor: Ing. Martin Varga | |
S blížícím se datem 1.1.2020 narůstá počet dotazů ohledně toho, jaké požadavky musí budovy splnit z hlediska posouzení energetické náročnosti budovy po tomto "magickém datu". Tyto dotazy jsou ještě umocněny obecně známou informací, že je již připraven nový návrh prováděcí vyhlášky o ENB k zákonu 406/2000 Sb., který v současné době také prochází "aktualizací". Zpřísňuje nová vyhláška o ENB požadavky na budovy či nikoliv? Jak to tedy bude po 1.1.2020 a také po platnosti nové vyhlášky po 1.7.2020? (Aktualizace 18.11.2019, 17.1.2020) |
říjen 2019
REKUPERACE TV REKUPERACE TV |
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2. 10. 2019 | Autor: Ing. Martin Varga | |
V článku níže je uveden popis nové funkce v zadání, která umožní zadat účinnost (%) rekuperace TV. V projekční praxi se s tím potkáváme čím dál častěji, proto byla tato možnost doplněna i do programu. |
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. |
březen 2019
UPOZORNĚNÍ: kompatibilita výpočtu v. 4.3.3 vs. 4.3.4 UPOZORNĚNÍ: kompatibilita výpočtu v. 4.3.3 vs. 4.3.4 |
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15. 3. 2019 | Autor: Ing. Martin Varga | |
Níže v článku je upozornění na nutnost zásahu do zadání pro zajištění kompatibilních výsledků mezi verzí 4.3.3 a 4.3.4. |
prosinec 2018
Načtení 2D detailů z programu TT2D do programu ENERGETIKA Načtení 2D detailů z programu TT2D do programu ENERGETIKA |
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5. 12. 2018 | Autor: Ing. Martin Varga | |
V tomto článku detailněji popíšeme nově doplněnou funkci: Umožnění načítání vypočtených liniových činitelů tepelné vodivosti "psí" 2D detailů z programu TT2D do zadání programu ENERGETIKA. |
Vliv instalace FVE na výsledky ENB Vliv instalace FVE na výsledky ENB |
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3. 12. 2018 | Autor: Ing. Martin Varga | |
V tomto článku blíže vysvětlíme, jakým způsobem lze postihnout v zadání programu ENERGETIKA instalaci systému FVE a jakým způsobem se jeho vliv projeví na zlepšení výsledku hodnocené budovy. |
srpen 2018
Energetický posudek na základě požadavku zákona o ochraně ovzduší Energetický posudek na základě požadavku zákona o ochraně ovzduší |
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27. 8. 2018 | Autor: Ing. Martin Varga | |
Po vydání novely č. 369/2016 Sb. původního zákona o ochraně ovzduší č. 201/2012 Sb. je od 1.1.2017 povinnost pro právnickou a fyzickou osobu, je-li to technicky možné, u nových staveb nebo při změnách stávajících staveb využít pro vytápění teplo ze soustavy zásobování tepelnou energií nebo zdroje, který není stacionárním zdrojem. To neplatí, pokud posudek prokáže, že využití tepla ze soustavy zásobování tepelnou energií nebo zdroje energie, který není stacionárním zdrojem, není pro povinnou osobu ekonomicky přijatelné. (Aktualizace 2017-11-10 - změny v aktualizaci vyznačeny modře, Aktualizace 2018-08-27 - změny v aktualizaci vyznačeny zeleně) |
červenec 2018
Výpočet negeneruje potřebu chladu - příčiny Výpočet negeneruje potřebu chladu - příčiny |
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16. 7. 2018 | Autor: Ing.Martin Varga | |
Na technické podpoře k programu ENERGETIKA se poměrně často setkáváme s dotazem na příčinu nulové hodnoty potřeby chladu ve výsledku výpočtu, ačkoliv systémy chlazení byly zadány. Níže v článku si rozebereme jednotlivé možné příčiny. |
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. |
Konstrukce přilehlé k zemině - zadání dle ČSN EN ISO 13 370 (1. část) Konstrukce přilehlé k zemině - zadání dle ČSN EN ISO 13 370 (1. část) |
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3. 4. 2018 | Autor: Ing. Martin Varga | |
V tomto článku obecně popíšeme výpočetní případy dle ČSN EN ISO 13 370 pro konstrukce přilehlé k zemině a princip výpočtu tepelných ztrát, který je odlišný od v minulosti běžně stanovovaných tepelných ztrát pomocí zadání odhadované teploty přilehlé zeminy. |
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". |
Definice budovy s téměř nulovou spotřebou energie Definice budovy s téměř nulovou spotřebou energie |
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4. 1. 2018 | Autor: Ing. Martin Varga | |
V červenci 2017 vydala SEI a MPO společné prohlášení k požadavkům na budovu s téměř nulovou spotřebou energie (dále již jen NZEB). Níže zopakujeme, proč bylo toto prohlášení vydáno. Také se podíváme jaké jsou současné požadavky na NZEB a jaký je předpoklad změny těchto požadavků do budoucna. |
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. |
říjen 2017
Setkání EKIS 2017 Setkání EKIS 2017 |
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2. 10. 2017 | Autor: Ing. Tomáš Kupsa | |
MPO v rámci programu EFEKT podporuje poradenství v oblasti energetické náročnosti a energetických úspor. Poradenství zajišťují střediska EKIS. DEKPROJEKT s.r.o. provozuje 6 těchto středisek EKIS ve městech Praha, Bystřice pod Hostýnem, Brno, Jičín, Písek a Hradec Králové. 2.-3.10.2017 proběhl seminář pro poradenská střediska EKIS v hotelu Amarilis v Praze. V tomto článku se pokusím shrnout nějaké zajímavé informace, které na semináři zazněly a mohou být užitečné i pro uživatele DEKSOFT. |
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. |
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. |
leden 2017
Hlášenky pro ENEX v programu ENERGETIKA Hlášenky pro ENEX v programu ENERGETIKA |
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12. 1. 2017 | Autor: Ing. Martin Varga | |
10.1.2017 byla MPO spuštěna aktualizovaná verze podoby hlášenek zpracovaných PENB na "ENEX" (www.mpo-enex.cz). |
prosinec 2016
Podrobné zadání tepelných vazeb - katalog 2D a 3D tepelných vazeb Podrobné zadání tepelných vazeb - katalog 2D a 3D tepelných vazeb |
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15. 12. 2016 | Autor: Ing. Martin Varga | |
Od verze programu ENERGETIKA 4.2.8 v modulech (MĚS, HOD, NZÚ), resp. od verze 4.2.9 v modulu ECB je umožněno zadávat vliv tepelných vazeb podrobně. |
Na formuláři zadání TEPELNÉ VAZBY přibyla v roletě další možnost možnost zadání tepelných vazeb:
"podrobným výpočtem [W/k]"
Pokud zvolíme tuto možnost, objeví se ikona pro vyvolání modálního okna pro podrobné zadání tepelných vazeb:
Níže je uvedeno modální okno v základním zobrazení pro jednozónový objekt. Jednotlivé tepelné vazby lze zadávat zvlášť dle prostředí, ke kterému jsou konstrukce přilehlé. Pro většinu případů to bude exteriér a zemina, případně sousední budova/prostor nebo sousední zóna/nevytápěný prostor.
Zadat lze na samostatné záložce libovolné množství liniových a bodových tepelných vazeb, které je nutno přiřadit k jednotlivým typům prostředí (exteriér, zemina, popř. sousední budova/prostor nebo sousední zóna nebo nevytápěný prostor).
Liniové tepelné vazby:
Zadat je nutno součinitel liniové tepelné vodivosti Ψ [W/mK] a celkovou délku
této tepelné vazby l [m]. V případě potřeby lze kteroukoliv zadanou tepelnou vazbu pomocí ikony "popelnice" smazat.
např. na jednozónovém RD je stanoven součinitel liniové tepelné vodivosti ostění (napojení okenní konstrukce na obvodovou stěnu) na Ψ=0,091 [W/mK] a celková délka ostění byla spočítána na 55 m.
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)
Bodové tepelné vazby:
např. na jednozónovém RD je stanoven součinitel bodové tepelné vodivosti prostupu odvětrávacího potrubí na κ=1,563 [W/ksK] a počet těhto prostupů 1.
Bodové tepelné vazby:
Zadat je nutno součinitel bodové tepelné vodivosti κ
[W/ksK] a celkový počet tohoto typu bodových tepelných vazeb ks [-]. V případě potřeby lze kteroukoliv zadanou tepelnou vazbu pomocí ikony "popelnice" smazat.
např. na jednozónovém RD je stanoven součinitel bodové tepelné vodivosti prostupu odvětrávacího potrubí na κ=1,563 [W/ksK] a počet těhto prostupů 1.
V modální okně se poté automaticky zvlášť uvede suma za všechny zadané liniové i bodové tepelné vazby nacházející se na konstrukcích přilehlých k exteriéru, které se následně sečtou. Za každé prostředí: exteriér, zemina, přilehlá sousední zóna nebo nevytápěný prostor atd. je k dispozici souhrnná přirážka na tepelné vazby. Po zadání všech tepelných vazeb je nutno modální okno uložit. V poli se propíše součtová hodnota všech zadaných tepelných vazeb ∆Ht [W/K].
Kde získáme hodnoty liniového a bodového součinitele prostupu tepla pro vyplnění do modálního okna? Způsoby jsou možné dva:
- hodnotu máme předem připravenou / zjištěnou z externího výpočetního programu nebo z odborné publikace apod.
- vybereme typ tepelné vazby z katalogu 2D, resp. z katalogu 3D tepelných vazeb
Katalog vyvoláme pomocí oranžové ikony:
![](data:image/png;base64,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)
- hodnotu máme předem připravenou / zjištěnou z externího výpočetního programu nebo z odborné publikace apod.
- vybereme typ tepelné vazby z katalogu 2D, resp. z katalogu 3D tepelných vazeb
Katalog vyvoláme pomocí oranžové ikony:
Katalog 2D tepelných vazeb bude postupně doplňován všemi typy tepelných vazeb. Obsahuje údaj o součiniteli tepelné vodivosti pro různé uvažované rozměrové soustavy dle ČSN EN ISO 13 789 (vnější, vnitřní, celkové vnitřní). Činitel tepelné vodivosti pro vnější rozměry narozdíl od dalších dvou hodnot bude uveden v katalogu vždy, protože jedině tento je dovolen použít pro výpočet. V ČR i SR je nutné dle ČSN (resp. STN) 73 0540-4 použít pro výpočet soustavu vnějších rozměrů.
V katalogu kromě těchto hodnot je uvedeno i schéma detailu tepelné vazby a také zdroj, ze kterého informace v katalogu pochází.
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Katalo 3D tepelných vazeb je svou strukturou totožný. Stejně jako u jiných katalogů v programech DEKSOFT, je možné vkládat i vlastní detaily do katalogu pomocí ikony editace katalogu v pravém horním rohu (na obrázku výše červeně vyznačena).
V protokolu energetického štítku obálky budovy (EŠOB) nebo v protokolu průkazu energetické náročnosti budovy (PENB) se při tomto způsobu zadání zobrazí podrobně zadané tepelné vazby ve formě paušální přirážky ve [W/m2K] dle konkrétní výše. Její výše odpovídá sumě podrobně zadaných tepelných vazeb pro dané prostředí podělená souhrnou plochou konstrukcí přilehlých k danému prostředí.
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)
U protokolů modulu ECB (Slovensko) se vliv podrobného zadání tepelných vazeb projeví v protokolu SPRAVY v tabulce 1 doplněním této informace do závorky u hodnoty průměrného vlivu tepelných vazeb v ř.48. Průměrný vliv tepelných vazeb je stanoven jako součet všech podrobně zadaných tepelných vazeb podělený plochou obálky budovy A.
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)
Nově je také umožněno zadat na formuláři PLOCHY vliv okrajových tepelných izolací pro podlahu na terénu při výpočetním postupu dle ČSN EN ISO 13 370, resp. STN EN ISO 13 370 (u modulu ECB) přímo součinitelem linové tepelné vodivosti, případně využít detailů uvedených ve 2D katalogu:
![](data:image/png;base64,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)
Katalo 3D tepelných vazeb je svou strukturou totožný. Stejně jako u jiných katalogů v programech DEKSOFT, je možné vkládat i vlastní detaily do katalogu pomocí ikony editace katalogu v pravém horním rohu (na obrázku výše červeně vyznačena).
V protokolu energetického štítku obálky budovy (EŠOB) nebo v protokolu průkazu energetické náročnosti budovy (PENB) se při tomto způsobu zadání zobrazí podrobně zadané tepelné vazby ve formě paušální přirážky ve [W/m2K] dle konkrétní výše. Její výše odpovídá sumě podrobně zadaných tepelných vazeb pro dané prostředí podělená souhrnou plochou konstrukcí přilehlých k danému prostředí.
Např. pokud suma tepelných vazeb pro konstrukce přilehlých k exteriéru činí ∆Ht,ext = -24,00 [W/K], tak při celkové ploše obalových konstrukcí přilehlých k exteriéru 600 [m2] je výsledná přirážka -24 / 600 = -0,04 [W/m2K]. Stejným principem se stanoví zobrazená přirážka v protokolech na tepelné vazby pro každý typ prostředí.
U protokolů modulu ECB (Slovensko) se vliv podrobného zadání tepelných vazeb projeví v protokolu SPRAVY v tabulce 1 doplněním této informace do závorky u hodnoty průměrného vlivu tepelných vazeb v ř.48. Průměrný vliv tepelných vazeb je stanoven jako součet všech podrobně zadaných tepelných vazeb podělený plochou obálky budovy A.
Nově je také umožněno zadat na formuláři PLOCHY vliv okrajových tepelných izolací pro podlahu na terénu při výpočetním postupu dle ČSN EN ISO 13 370, resp. STN EN ISO 13 370 (u modulu ECB) přímo součinitelem linové tepelné vodivosti, případně využít detailů uvedených ve 2D katalogu:
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. |
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. |
září 2016
Strop k nevytápěnému prostoru pod střechou - stanovení požadavku a volba výpočtu Strop k nevytápěnému prostoru pod střechou - stanovení požadavku a volba výpočtu |
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6. 9. 2016 | Autor: Ing. Tomáš Kupsa | |
V roce 2016 začaly probíhat poměrně intenzivní kontroly energetických dokumentů Státní energetickou inspekcí (SEI). Energetičtí specialisté se na nás obrací na konzultaci připomínek SEI. V tomto článku zmiňuji jednu z připomínek, která se týká zadávání stropních konstrukcí pod nevytápěným prostorem. Původní článek z dubna 2016 byl revidován - byl zpřesněn přístup k půdám bez tepelné izolace. |
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. |
Galerie v RD - energeticky vztažná plocha Galerie v RD - energeticky vztažná plocha |
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16. 5. 2016 | Autor: Ing. Tomáš Kupsa | |
Dostali jsme zajímavý dotaz od uživatele DEKSOFT: "Dělám PENB na dvoupodlažní rodinný dům se zastavěnou plochou cca 120 m2. Zhruba na 1/3 domu je galerie, místnost s podlahou 1.NP je přes dvě podlaží. Nyní nastává otázka, jestli by plocha o zhruba 40 m2 ve 2.NP měla být započítána do energeticky vztažné plochy, či nikoliv." V tomto článku dáváme názor týmu DEKSOFT na tuto problematiku. |
Podrobnosti k EA na energetické hospodářství budov Podrobnosti k EA na energetické hospodářství budov |
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5. 5. 2016 | Autor: Ing. Tomáš Kupsa, Ing. Hana Krátošková | |
V praxi se často setkáváme s energetickými audity pro energetická hospodářství velkých podniků. Narážíme na řadu zajímavých otázek, pro které legislativa nemá jednoznačné odpovědi. Některé tyto otázky jsme probrali se SEI. Interpretace SEI sice nemůžeme brát za závazné, na druhou stranu vzhledem k významnosti SEI v oblasti energetické náročnosti budov považujeme názor SEI jako velmi významný. |
Problematika stanovení Uem u vícezónových budov (podněty k vyhlášce o ENB č. 78 /2013 část 1) Problematika stanovení Uem u vícezónových budov (podněty k vyhlášce o ENB č. 78 /2013 část 1) |
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3. 5. 2016 | Autor: Ing. Martin Varga | |
Zásady výpočtu průměrného součinitele prostupu tepla obálkou budovy (Uem) stanovuje norma ČSN 73 0540-2. Výpočetní postup dle této normy je určen pro výpočet budovy jako celku nebo výpočet jedné konkrétní zóny. Nestanovuje zásady výpočtu Uem pro vícezónové budovy, ani popis, jak započítat vnitřní dělící konstrukce. Parametr Uem byl vyhláškou 78/2013 Sb. zaveden jako jedno z dílčích kritérií hodnocení energetické náročnosti. Do vyhlášky 78/2013 Sb. byl převzat normový výpočetní postup a pro stanovení celkového Uem pro vícezónové budovy bylo zavedeno průměrování Uem jednotlivých zón přes objemy vzduchu. Pravidla pro započítávání vnitřních konstrukcí oddělujících zóny vytápěné na různou teplotu samotná vyhláška nestanovuje. Určité vodítko pro započítávání těchto konstrukcí dává zákon 406/2000 Sb. v definici obálky budovy. Tímto článkem chceme popsat úskalí výpočetních postupů Uem pro vícezónové budovy a navrhnout možné úpravy připravované novely vyhlášky 78/2013 Sb. |
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? |
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
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. |
Obnovitelné zdroje energie (OZE) - rozšíření Obnovitelné zdroje energie (OZE) - rozšíření |
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11. 12. 2015 | Autor: Ing. Martin Varga | |
Do aplikace ENERGETIKA byla do formuláře OZE doplněna od verze 4.2.1 možnost zadat i obecný zdroj obnovitelné energie, což umožňuje v zadání postihnout i ostatní obnovitelné zdroje nad rámec FVE, STS. |
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. |
Možnosti zadání součinitele prostupu tepla do aplikace ENERGETIKA Možnosti zadání součinitele prostupu tepla do aplikace ENERGETIKA |
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7. 12. 2015 | Autor: Ing. Jan Stašek | |
Tento příspěvek shrnuje možnosti zadání součinitele prostupu tepla stavebních konstrukcí a výplní otvorů do apliakce ENERGETIKA. |
Povinnost SVJ zpracovat PENB při prodeji bytu Povinnost SVJ zpracovat PENB při prodeji bytu |
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1. 12. 2015 | Autor: Ing. Tomáš Kupsa | |
Majitelé bytu mohou při prodeji bytu nahradit PENB vyúčtováním spotřeb energií za poslední 3 roky, a to v případě, že o PENB písemně požádají majitele domu (často SVJ) a majitel domu majiteli bytu PENB neposkytne. Jak je to ale s povinností SVJ? Musí PENB nechat vypracovat, když je o poskytnutí majitel bytu požádá? Zeptali jsme se na názor SEI. |
listopad 2015
Novinky v aplikacích pro NZÚ 2015/10 Novinky v aplikacích pro NZÚ 2015/10 |
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20. 11. 2015 | Autor: Ing. Jan Stašek | |
V příspěvku je proveden souhrn změn a novinek v aplikacích a modulech pro 3. výzvu pro rodinné domy v rámci Nové zelené úsporám. |
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
Chladírny a mrazírny v hodnocení ENB - zadat, nezadat ? Jak zadat ? Chladírny a mrazírny v hodnocení ENB - zadat, nezadat ? Jak zadat ? |
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24. 7. 2015 | Autor: Ing. Martin Varga | |
Někdy se zpracovatelé PENB dotazují, zda při hodnocení průkazu ENB mají zahrnout i spotřebu energie na chlazení popř. mrazení. Níže vysvětlíme z našeho úhlu pohledu, jak se rozhodnout při zahrnutí této spotřeby do výpočtu ENB. A pokud dojdeme k závěru, že tuto spotřebu chceme do výpočtu ENB zahrnout, tak jakým způsobem. PŘÍSPĚVEK AKTUALIZOVÁN 10.7.2019. |
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. |
červen 2015
Návrh novely vyhlášky 78/2013 Sb. Návrh novely vyhlášky 78/2013 Sb. |
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2. 6. 2015 | Autor: Ing. Jan Stašek | |
V současné době je v mezirezortním připomínkovém řízení novela vyhlášky 78/2013 Sb., o energetické náročnosti budov. V následujícím příspěvku naleznete, jaké změny jsou v aktuální verzi plánovány. |
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. |
březen 2015
Novela zákona 406/2000 Sb., o hospodaření energií Novela zákona 406/2000 Sb., o hospodaření energií |
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31. 3. 2015 | Autor: Ing. Tomáš Kupsa | |
Dne 3.9.2014 předložila Vláda sněmovně návrh novely zákona 406/2000 Sb. Návrh této novely obsahoval mimo jiné také úpravy § 7a Průkaz energetické náročnosti, kde jsou stanoveny povinnosti zpracovat PENB. Navržené úpravy reagují mimo jiné na problémy v oblasti PENB pro prodej a pronájem budov. Obecně se uvádí, že povinnost PENB je v případě prodeje a pronájmu budov plněna jen v přibližně v 10% případů. Při pohledu na nabídky nemovitostí realitních kanceláří se zdá, že je toto procento ještě nižší. |
únor 2015
Rozdíly mezi měsíčním a hodinovým výpočtem – 2. část: Potřeba chladu Rozdíly mezi měsíčním a hodinovým výpočtem – 2. část: Potřeba chladu |
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17. 2. 2015 | Autor: Ing. Martin Varga | |
Rozdíl v přístupu výpočtu potřeby chladu mezi oběma výpočty je značný. Hodinový výpočet více odpovídá reálnému průběhu potřeby chladu v chlazené zóně, než měsíční, protože pracuje s hodinovými daty. Více je uvedeno v tomto článku. |
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. |
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) |
prosinec 2014
Rozdíly v hodnocení (klasifikaci) Uem v protokolu EŠOB a v protokolu PENB Rozdíly v hodnocení (klasifikaci) Uem v protokolu EŠOB a v protokolu PENB |
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9. 12. 2014 | Autor: Ing. Martin Varga | |
Rozdíly v hodnocení (klasifikaci) Uem v protokolu EŠOB a v protokolu PENB |
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. |
Konstrukce přilehlé k zemině - zadání dle ČSN EN ISO 13 370 (2. část) Konstrukce přilehlé k zemině - zadání dle ČSN EN ISO 13 370 (2. část) |
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22. 10. 2014 | Autor: Ing. Martin Varga | |
Správné zadání konstrukcí přilehlý k zemině pro výpočet tepelných ztrát dle ČSN EN ISO 13 370. Identifikace chyby v zadání těchto konstrukcí při velmi vysoké spotřebě energie na vytápění po výpočtu (aktualizace 2018-04-03) |
Systémová hranice budovy u podlah na zemině Systémová hranice budovy u podlah na zemině |
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16. 10. 2014 | Autor: Ing. Tomáš Kupsa | |
Jak se uvažují rozměry obálky budovy v případě, kdy je tepelná izolace podlahy pod hlavní hydroizolací? Započítává se do výšky obálky budovy nebo ne? - např. objekt založený na extrudovaném polystyrenu nebo drti z pěnového skla. |
Musí být součástí PENB na stávající bytové domy posouzení alternativních systémů a stanovení doporučených opatření? Musí být součástí PENB na stávající bytové domy posouzení alternativních systémů a stanovení doporučených opatření? |
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16. 10. 2014 | Autor: Ing. Tomáš Kupsa | |
Musí být součástí PENB na stávající bytové domy posouzení alternativních systémů a stanovení doporučených opatření? |
červenec 2014
Požadavky na energetickou náročnost pro rekonstrukce Požadavky na energetickou náročnost pro rekonstrukce |
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17. 7. 2014 | Autor: Ing. Tomáš Kupsa | |
Často se setkáváme s dotazem, jak splnit požadavky na energetickou náročnost při rekonstrukci. Požadavky na rekonstrukci nejsou tak jednoduché jako například u novostavby. Zjednodušeně řečeno, u novostavby musíme splnit všechno, u rekonstrukce nikoli. U rekonstrukce máme více možností, jak splnění požadavků zajistit. V tomto článku se nebudeme zabývat všemožnými specifickými situacemi, které mohou nastat (např. půdní vestavby nebo přístavby bez rekonstrukce původní budovy), seznámíme se základními principy. |
Kdy je povinnost nechat zpracovat průkaz energetické náročnosti (PENB) Kdy je povinnost nechat zpracovat průkaz energetické náročnosti (PENB) |
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15. 7. 2014 | Autor: Ing. Tomáš Kupsa | |
Povinnost zpracování průkazu energetické náročnosti budovy stanovuje zákon 406/2000 Sb. Pojďme si přehledně shrnout, pro jaké případy je PENB potřeba. |
Ukazatelé energetické náročnosti budovy v informačních a reklamních materiálech Ukazatelé energetické náročnosti budovy v informačních a reklamních materiálech |
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14. 7. 2014 | Autor: Ing. Tomáš Kupsa | |
Jak má vypadat informace o energetické náročnosti v informačních a reklamních materiálech při prodeji nebo pronájmu nemovitosti? |
červen 2014
Nezobrazuje se klasifikace spotřeby chladu u typů budov RD a BD Nezobrazuje se klasifikace spotřeby chladu u typů budov RD a BD |
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12. 6. 2014 | Autor: Ing. Martin Varga | |
Po provedení výpočtu se nezobrazuje klasifikace dílčí energetické náročnosti na chlazení v grafickém vyjádření průkazu ENB u typů budov RD a BD. |
Odečet ploch a objemů ve 3D Odečet ploch a objemů ve 3D |
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11. 6. 2014 | Autor: Ing. Jan Stašek | |
Tento příspěvek ukazuje možnosti odečtu ploch a objemů pomocí programu SketchUp. Příspěvek je doplněn manuálem a videoukázkou. |
květen 2014
Jaký je rozdíl mezi ΔUem v Energetice a ΔU v Tepelné technice 1D? Jaký je rozdíl mezi ΔUem v Energetice a ΔU v Tepelné technice 1D? |
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19. 5. 2014 | Autor: Ing. Martin Varga | |
Ve výpočtech se samostatně zohledňují přirážky na tepelné mosty a tepelné vazby. Kdy a jak zohlednit jednotlivé případy popisuje tento příspěvek. |
duben 2014
Zadání konstrukcí v ENERGETICE pomocí jednotlivých vrstev materiálů Zadání konstrukcí v ENERGETICE pomocí jednotlivých vrstev materiálů |
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28. 4. 2014 | Autor: Ing. Jan Stašek | |
Konstrukce pro potřeby aplikace ENERGETIKA je možno detailně zadat v aplikaci Tepelná technika 1D, která je pro stanovení součinitele prostupu tepla zcela ZDARMA včetně podrobných pomocných výpočtů dle ČSN EN ISO 6946 a ČSN 73 0540-4. |
Rozdíl mezi výpočtovou spotřebou v PENB a spotřebou na faktuře Rozdíl mezi výpočtovou spotřebou v PENB a spotřebou na faktuře |
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28. 4. 2014 | Autor: Ing. Martin Varga | |
V průkazu energetické náročnosti budovy vychází výrazně rozdílná spotřeba, než která by odpovídala fakturacím za energie. Čim je to způsobeno? |
Dodaná energie na chlazení se zdá příliš nízká Dodaná energie na chlazení se zdá příliš nízká |
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28. 4. 2014 | Autor: Ing. Martin Varga | |
Při měsíčním způsobu výpočtu energetické náročnosti se může vyskytnou situace, že vychází příliš nízká dodaná energie na chlazení budovy. |
Chlazení ve třídě D a horší (třeba i G) i u nových budov Chlazení ve třídě D a horší (třeba i G) i u nových budov |
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28. 4. 2014 | Autor: Ing. Martin Varga | |
Při výpočtu energetické náročnosti se můžeme setkat s případem, kdy i u úsporné budovy vychází dílčí dodaná energie na chlazení do třídy D a horší. |
Je nutný PENB na půdní vestavbu? Je nutný PENB na půdní vestavbu? |
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24. 4. 2014 | Autor: Ing. Tomáš Kupsa | |
Na technické podpoře se často setkáváme s dotazy, zda je potřeba zpracovávat PENB při realizaci střesní vestavby. |