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. |
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. |
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 - 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
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 |
leden 2022
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 - 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. |
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. |
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. |
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. |
prosinec 2020
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. |
Jak konkrétně zní tento odstavec 3) v §6 vyhlášky o ENB:
"(3) V případech změny dokončené budovy, kdy se celková energeticky vztažná plocha rozšiřuje na nejméně dvouapůlnásobek původní celkové energeticky vztažné plochy, musí být splněny požadavky pro celou budovu podle odstavce 1. V ostatních případech musí být splněny požadavky pro celou budovu podle odstavce 2."
"(3) V případech změny dokončené budovy, kdy se celková energeticky vztažná plocha rozšiřuje na nejméně dvouapůlnásobek původní celkové energeticky vztažné plochy, musí být splněny požadavky pro celou budovu podle odstavce 1. V ostatních případech musí být splněny požadavky pro celou budovu podle odstavce 2."
=> Vždy bude stačit v těchto případech pouze jeden PENB na rozdíl od staré vyhlášky 78/2013 Sb. Pouze musíme stanovit, zda v něm nastavený požadavek bude jako pro novostavbu nebo pro změnu dokončené budovy.
Poznámka: odstavec 1 se týká požadavků na novostavbu, odstavec 2 požadavků na změnu budovy.
Pojem "nástavba" a "přístavba" je definován ve stavebním zákoně 183/2006 Sb. v aktuálním znění v §2 odstavci:
(5) Změnou dokončené stavby je
a) nástavba, kterou se stavba zvyšuje,
b) přístavba, kterou se stavba půdorysně rozšiřuje a která je vzájemně provozně propojena s dosavadní stavbou,
c) stavební úprava, při které se zachovává vnější půdorysné i výškové ohraničení stavby; za stavební úpravu se považuje též zateplení pláště stavby.
Příklad z praxe:
Máme RD s obytným 1.NP a nevytápěnou půdou. Majitel se rozhodne pro obytnou nástavbu:
![](data:image/png;base64,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)
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)
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)
2) při změně Ac < 2,5x, určení větší nebo jiné než větší změny dokončené budovy
Čili porovnáme plochy obálky budovy v původním stavu a navrhovaném stavu a pokud odlišnost jejich ploch je vyšší jak 25%, jedná se o větší změnu dokončené budovy. Odlišnost může být směrem nahoru (plocha se v navrhovaném stavu navyšuje) i dolů (plocha se v navrhovaném stavu snižuje).
3) zpracování průkazu PENB
Podle nastavení referenční budovy je pak nutno splnit:
U nové budovy (viz §6 odstavec 1 vyhlášky o ENB):
I) průměrný součinitel prostupu tepla Uem
II) celkovou dodanou energii
III) celkovou dodanou neobnovitelnou primární energii
U měněné budovy jeden ze tří požadavků (viz §6 odstavec 2 vyhlášky o ENB):
a) I) + III) nebo
b) I) + II) nebo
c) měněné konstrukce musí splňovat minimálně referenční požadavky dle vyhlášky (viz Příloha 1 tab 2 vyhlášky) a
a) nástavba, kterou se stavba zvyšuje,
b) přístavba, kterou se stavba půdorysně rozšiřuje a která je vzájemně provozně propojena s dosavadní stavbou,
c) stavební úprava, při které se zachovává vnější půdorysné i výškové ohraničení stavby; za stavební úpravu se považuje též zateplení pláště stavby.
Příklad z praxe:
Máme RD s obytným 1.NP a nevytápěnou půdou. Majitel se rozhodne pro obytnou nástavbu:
=>
1) vyhodnocení navýšení energeticky vztažné podlahové plochy Ac
v 1. kroku musíme vyhodnotit, o jaké navýšení energeticky vztažné podlahové plochy jde. U tohoto příkladu je rozhodnutí poměrně jednoduché, jelikož se bude jednat o 2x násobek původní hodnoty (půdorys 2.NP kopíruje půdorys 1.NP). Čili 2x < 2,5 x = > jeden PENB s požadavkem pro celou budovu (včetně nové části) jako na změnu stávající budovy.
v 1. kroku musíme vyhodnotit, o jaké navýšení energeticky vztažné podlahové plochy jde. U tohoto příkladu je rozhodnutí poměrně jednoduché, jelikož se bude jednat o 2x násobek původní hodnoty (půdorys 2.NP kopíruje půdorys 1.NP). Čili 2x < 2,5 x = > jeden PENB s požadavkem pro celou budovu (včetně nové části) jako na změnu stávající budovy.
Poznámka: Pokud by navýšení energeticky vztažné podlahové plochy
bylo < 2,5x násobek, tak je nutné ještě zjistit, zda-li se jedná o
větší změnu budovy. Pokud nikoliv, není ani nutné vystavovat PENB (v
tomto případě by to bylo jen dobrovolné). V případě, že jde o větší
změnu, je nutné vystavení PENB, který musí být součástí PD změny stavby.
změna Ac < 2,5x
Poznámka: Pokud by navýšení energeticky vztažné podlahové plochy bylo vyšší nebo rovno jak 2,5x násobek, tak stačí vystavit také pouze jeden PENB, ale s požadavkem na celou budovu (tedy včetně její původní části) jako na novostavbu.
2) při změně Ac < 2,5x, určení větší nebo jiné než větší změny dokončené budovy
z. 406/2000 Sb. v aktuálním znění, §2 odstavec 1, písmeno:
s) větší změnou dokončené budovy změna dokončené budovy na více než 25 % celkové plochy obálky budovy,
Jelikož ohledně této definice panovaly také "dohady" co s čím se porovnává pro zjištění tohoto rozdílu v ploše obálky budovy, byl ve vyhlášce doplněn nově odstavec (4) do §6:
s) větší změnou dokončené budovy změna dokončené budovy na více než 25 % celkové plochy obálky budovy,
Jelikož ohledně této definice panovaly také "dohady" co s čím se porovnává pro zjištění tohoto rozdílu v ploše obálky budovy, byl ve vyhlášce doplněn nově odstavec (4) do §6:
"(4) Míra změny celkové plochy obálky budovy se pro účely § 2 odst. 1 písm. s) zákona stanovuje k ploše obálky budovy po provedení změny dokončené budovy."
Čili porovnáme plochy obálky budovy v původním stavu a navrhovaném stavu a pokud odlišnost jejich ploch je vyšší jak 25%, jedná se o větší změnu dokončené budovy. Odlišnost může být směrem nahoru (plocha se v navrhovaném stavu navyšuje) i dolů (plocha se v navrhovaném stavu snižuje).
3) zpracování průkazu PENB
Podle nastavení referenční budovy je pak nutno splnit:
U nové budovy (viz §6 odstavec 1 vyhlášky o ENB):
I) průměrný součinitel prostupu tepla Uem
II) celkovou dodanou energii
III) celkovou dodanou neobnovitelnou primární energii
U měněné budovy jeden ze tří požadavků (viz §6 odstavec 2 vyhlášky o ENB):
a) I) + III) nebo
b) I) + II) nebo
c) měněné konstrukce musí splňovat minimálně referenční požadavky dle vyhlášky (viz Příloha 1 tab 2 vyhlášky) a
d) měněné zdroje ("technické systémy") musí splňovat minimálně referenční požadavky dle vyhlášky (viz příloha 1 tab 3 vyhlášky)
Ve vzoru protokolu PENB jsou sledované parametry I), II) a III) uváděny nikoliv zvlášť po zónách jako parametr, ale vždy souhrnně za celou budovu. Proto, i když SW ENERGETIKA umožňuje zadání rozdílných typů referenčních budov zvlášť pro každou zónu v budově, tak v protokolu PENB nelze stejně určit porovnání těchto požadavků pro každou zónu zvlášť.
Proto byl odstavec (3) zmiňovaný v úvodu tohoto článku v nové vyhlášce o ENB 264/2020 Sb. oproti již neplatné vyhlášce 78/2013 Sb. přepracován. A to tak, aby vždy stačilo zpracovat i v těchto případech nástaveb/přístaveb pouze jeden PENB s jedním typem nastaveného typu referenční budovy.
Ve vzoru protokolu PENB jsou sledované parametry I), II) a III) uváděny nikoliv zvlášť po zónách jako parametr, ale vždy souhrnně za celou budovu. Proto, i když SW ENERGETIKA umožňuje zadání rozdílných typů referenčních budov zvlášť pro každou zónu v budově, tak v protokolu PENB nelze stejně určit porovnání těchto požadavků pro každou zónu zvlášť.
Proto byl odstavec (3) zmiňovaný v úvodu tohoto článku v nové vyhlášce o ENB 264/2020 Sb. oproti již neplatné vyhlášce 78/2013 Sb. přepracován. A to tak, aby vždy stačilo zpracovat i v těchto případech nástaveb/přístaveb pouze jeden PENB s jedním typem nastaveného typu referenční budovy.
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