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. |
O které ustanovení vyhlášky jde?
Jedná se o §5, odstavec 2), písmeno d):
§ 5
Výpočet primární energie z neobnovitelných zdrojů energie
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)
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Výpočet primární energie z neobnovitelných zdrojů energie
d) pokud jsou technické systémy vyrábějící energii umístěné podle písmene a) napojeny na elektrizační soustavu nebo soustavu zásobování tepelnou energií, započte se do primární energie z neobnovitelných zdrojů energie celá jejich využitá výroba energie v každém kroku intervalu výpočtu, nejvýše však na úrovni dvojnásobku celkové dodané energie hodnocené budovy stanovené výpočtem podle § 4.
A kdy to způsobuje ten rozdíl v odpočítatelnosti exportu?
Ten rozdíl je zásadní v případěch, kdy jde o systémy bez baterie (nebo akumulace tepla do zásobníku) a budova nemá kontinuální spotřebu elektřiny, jež by produkci z FVE dostatečně "pohltila". A to zejména v době, kdy FVE tvoří špičku. Což lze u obytné budovy očekávat nejméně. Pak hrozí, že se bude uplatňovat výše zmíněný limit. Názorněji na grafech níže RD, u kterého je vytápění, příprava TV, VZT a umělé osvětlení na elektřinu:
Takže, pokud nemáme akumulaci elektřiny do baterií nebo do akumulačního tepelného zásobníku, hrozí reálné riziko u hodinového výpočtu, že nemalá část výpočtového exportu nemůže být odečtena od primární energie (na grafech výše jde o tu část nejtmavší žluté). U měsíčních výpočtů to riziko je malé, protože se bilancuje výroba a využití elektřiny po měsících. A tam se na tento limit jen tak nenarazí (podrobněji popsáno zde). U hodinového to už může být problém a na toto ustanovení ve vyhlášce můžeme narazit už i v zimních dnech.
Proto do programu ENERGETIKA je doplněna uživatelská volba (formulář zadání PŘEDNOST VYUŽITÍ), kdy uživatel má možnost rozhodnout, jestli tento limit o započítatelném exportu má výpočet uvažovat či nikoliv.
Pokud by tento limit ve vybraných případech nebylo možno "vypnout", už jenom z tohoto důvodu dojde k odlišnostem u ukazatele primární energie mezi měsíčním a hodinovým krokem pro tyto případy. Předpokládá se při nejbližší změně vyhlášky, že bude toto "kontroverzní" omezení ve vyhlášce zrušeno.
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 - výpočet Uem,R pro chladírny a mrazírny ENERGETIKA 6.0.7 - výpočet Uem,R pro chladírny a mrazírny |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do programu byly doplněny funkce pro jednodušší postihnutí tohoto typu zóny (chladírna/mrazírna) z pohledu výpočtu referenčního Uem,R a referenčních spotřeb energií. |
ENERGETIKA 6.0.7 - nové grafy využití OZE, CHLrc, KVTE el. ENERGETIKA 6.0.7 - nové grafy využití OZE, CHLrc, KVTE el. |
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14. 1. 2022 | Autor: Ing. Martin Varga | |
Do protokolu mezivýsledků byly doplněny nové tabulky a grafy. Ty mají za úkol zvýšit přehled o využití OZE, odpadního tepla z chlazení a využití elektřiny z KVET v budově |
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. |
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. |
únor 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. |
květen 2020
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. |
březen 2020
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. |
prosinec 2018
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. |
prosinec 2015
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. |