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. |
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. |
Do aplikace ENERGETIKA byla od verze 4.2.1 do formuláře OZE doplněna možnost zadat i obecný zdroj obnovitelné energie, což umožňuje v zadání postihnout i ostatní obnovitelné zdroje nad rámec FVE, STS.
Už jsme se setkali v rámci dotazů zpracovatelů se specifickými požadavky na možnost zadání produkce elektřiny např. z větrné elekrárny (VE) nebo z malé vodní vodní elektrárny (MVE) apod. Tato zařízení jsou v některých případech přidružená k hodnocenému objektu z hlediska hodnocení ENB a splňují podmínky uvedené ve výhlášce o ENB 78/2013 Sb v §5 odstavci (2) písmene a) pro jejich započítání do energetické bilance hodnocené budovy.
Na formuláři zadání OZE je doplněna po FVE a STS další možnost obnovitelného zdroje "Ostatní OZE". Do této kategorie z hlediska zadání do aplikace ENERGETIKA spadají ostatní obnovitelné zdroje např. právě výše zmíněná vodní nebo větrná energie atd.
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)
Nemusí se však nutně jednat pouze o elektřinu, ale i o teplo. Typ dodávané energie volíme u tohoto Ostatního OZE v dalším kroku:
![](data:image/png;base64,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)
V současné verzi nelze přímo v aplikaci ENERGETIKA výše produkce energie z tohoto obnovitelného zdroje vypočítat. Měsíční hodnoty produkce energie jsou zatím ještě vstupem, který musí zpracovatel zadat. V delším časovem horizontu počítáme i s doplněním podrobných výpočtů pro VE i MVE.
U elektrické energie volíme, zda se jedná o ostrovní systém, zda se exportuje jen přebytek nebo celá produkce. Zadá se celková roční produkce elektřiny, kterou můžeme rovnoměrně rozdělit mezi jednotlivé měsíce v počtu dnů nebo přímo zadat výši produkce mezi jednotlivé měsíce v kWh/měs nebo procentuálním rozdělením celkové roční produkce. Funkcionalita je tedy stejná jako u FVE, pokud přímo zadáváme hodnoty produkce elektřiny.
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)
Novinkou u FVE i u Ostatního OZE produkujícího elektřinu je přidání možnosti zacílení využití produkce elektrické energie z tohoto obnovitelného zdroje dílčím místem spotřeby v budově. K tomuto nás vedlo zejména v poslední době se rozšiřující počet instalací FVE a jejich přímé napojení (akumulace) pouze na zásobník ohřevu teplé vody.
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)
V případě současného zadání více kogeneračních zdrojů, FVE a Ostatních OZE produkujícíh elektřinu je v aplikaci automaticky nastaveno přednostní využití elektřiny z těchto zdrojů přiřazených k dílčímu místu potřeby nebo nebo k celé budově v tomto pořadí:
![](data:image/png;base64,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)
Stejně tak jako u STS, je nutné tento Ostatní OZE produkující tepelnou energii, přiřadit k některému ze systémů přípravy teplé vody TVsys, případně (pokud slouží i k přitápění) k některé z vytápěných zón.
Zatím stále platí z hlediska zadání, že ke každému systému přípravy teplé vody TVsys (i k vytápěné zóně) je možno přiřadit pouze jeden obnovitelný zdroj produkující tepelnou energií. Ať už je to STS nebo Ostatní OZE. Nelze zatím přiřadit více těchto zdrojů k jednomu systému přípravy teplé vody TVsys nebo k jedné vytápěné zóně. Toto bude umožněno v delším časovém horizontu.
Už jsme se setkali v rámci dotazů zpracovatelů se specifickými požadavky na možnost zadání produkce elektřiny např. z větrné elekrárny (VE) nebo z malé vodní vodní elektrárny (MVE) apod. Tato zařízení jsou v některých případech přidružená k hodnocenému objektu z hlediska hodnocení ENB a splňují podmínky uvedené ve výhlášce o ENB 78/2013 Sb v §5 odstavci (2) písmene a) pro jejich započítání do energetické bilance hodnocené budovy.
Na formuláři zadání OZE je doplněna po FVE a STS další možnost obnovitelného zdroje "Ostatní OZE". Do této kategorie z hlediska zadání do aplikace ENERGETIKA spadají ostatní obnovitelné zdroje např. právě výše zmíněná vodní nebo větrná energie atd.
Nemusí se však nutně jednat pouze o elektřinu, ale i o teplo. Typ dodávané energie volíme u tohoto Ostatního OZE v dalším kroku:
V současné verzi nelze přímo v aplikaci ENERGETIKA výše produkce energie z tohoto obnovitelného zdroje vypočítat. Měsíční hodnoty produkce energie jsou zatím ještě vstupem, který musí zpracovatel zadat. V delším časovem horizontu počítáme i s doplněním podrobných výpočtů pro VE i MVE.
U elektrické energie volíme, zda se jedná o ostrovní systém, zda se exportuje jen přebytek nebo celá produkce. Zadá se celková roční produkce elektřiny, kterou můžeme rovnoměrně rozdělit mezi jednotlivé měsíce v počtu dnů nebo přímo zadat výši produkce mezi jednotlivé měsíce v kWh/měs nebo procentuálním rozdělením celkové roční produkce. Funkcionalita je tedy stejná jako u FVE, pokud přímo zadáváme hodnoty produkce elektřiny.
Novinkou u FVE i u Ostatního OZE produkujícího elektřinu je přidání možnosti zacílení využití produkce elektrické energie z tohoto obnovitelného zdroje dílčím místem spotřeby v budově. K tomuto nás vedlo zejména v poslední době se rozšiřující počet instalací FVE a jejich přímé napojení (akumulace) pouze na zásobník ohřevu teplé vody.
V případě současného zadání více kogeneračních zdrojů, FVE a Ostatních OZE produkujícíh elektřinu je v aplikaci automaticky nastaveno přednostní využití elektřiny z těchto zdrojů přiřazených k dílčímu místu potřeby nebo nebo k celé budově v tomto pořadí:
- kogenerční zdroj a v rámci nich dle pořadového čísla zadání na formuláři "TEPELNÉ ZDROJE"
- Obnovitelný zdroj produkující elektřinu a v rámci nich dle pořadového čísla zadání na formuláři "OZE"
U tepelné energie je k dispozici zatím pouze možnost, že se jedná o ostrovní systém, tedy bez možnosti exportu tepelné energie. Zadá se celková roční produkce tepla, kterou můžeme rovnoměrně rozdělit mezi jednotlivé měsíce v počtu dnů nebo přímo zadat výši produkce tepla mezi jednotlivé měsíce v kWh/měs nebo procentuálním rozdělením celkové roční produkce tepla. Funkcionalita je tedy stejná jako u STS, pokud přímo zadáváme hodnoty produkce tepla.
Stejně tak jako u STS, je nutné tento Ostatní OZE produkující tepelnou energii, přiřadit k některému ze systémů přípravy teplé vody TVsys, případně (pokud slouží i k přitápění) k některé z vytápěných zón.
Zatím stále platí z hlediska zadání, že ke každému systému přípravy teplé vody TVsys (i k vytápěné zóně) je možno přiřadit pouze jeden obnovitelný zdroj produkující tepelnou energií. Ať už je to STS nebo Ostatní OZE. Nelze zatím přiřadit více těchto zdrojů k jednomu systému přípravy teplé vody TVsys nebo k jedné vytápěné zóně. Toto bude umožněno v delším časovém horizontu.