Indhold
Dette afsnit handler om beregning og betaling af afgift af overskudsvarme.
Dette afsnit indeholder:
- Overskudsvarme til rumvarme og varmt brugsvand
- Kvadratmeterafgift ved eget forbrug af overskudsvarme
- Eldrevne varmepumper
- Overskudsvarme baseret på flere brændsler
- Raffinaderier
- Overskudsvarme ved miljømæssig luftrensning og dampfremstilling i samme kedel
- Oversigt over domme, kendelser, afgørelser, SKM-meddelelser mv.
Bemærk
Se afsnit E.A.4.4.11.2.3 for afgiftssatserne for overskudsvarme fra gas fremstillet på basis af biomasse.
Overskudsvarme til rumvarme og varmt brugsvand
Virksomheden skal beregne den nedsatte godtgørelse. Beløbet skal modregnes i den afgift, som virksomheden ellers kan få godtgjort til procesformål i den samme periode.
Der skal beregnes og betales afgift af overskudsvarme, der anvendes i virksomheden som rumvarme eller til varmt brugsvand. Der skal ikke betales afgift af overskudsvarme, hvis overskudsvarmen anvendes til procesformål, som der ydes godtgørelse af energiafgiften for.
Virksomheden skal ikke betale afgift af nyttiggjort overskudsvarme til eget forbrug af rumvarme i virksomheden i perioden 1. april - 30. september. Det samme gælder for internt forbrug af varmt brugsvand, der er fremstillet af overskudsvarme.
For varme, der afsættes, skal der betales afgift af overskudsvarmen hele året. Satsen for nedsættelse af godtgørelsen for varme, der afsættes, udgør 51,6 kr./GJ (2019-niveau). Nedsættelsen kan dog højst udgøre 33,0 pct. af det samlede vederlag for varmeleverancen.
Kvadratmeterafgift ved eget forbrug af overskudsvarme
I stedet for at betale afgift af overskudsvarme baseret på en måling kan virksomheden vælge i stedet at betale overskudsvarmeafgift af eget forbrug på basis af en standardsats pr. m2 pr. måned efter areal (kvadratmeterafgift) i perioden 1. oktober - 31. marts. Standardsatsen udgør 10 kr. pr. m2 pr. måned.
Kvadratmeterafgiften omfatter ikke internt forbrug af varmt brugsvand, der er fremstillet af overskudsvarme.
Se også
Se også afsnit E.A.4.6.13.5 om undtagelser fra hovedreglen om måling, herunder også anvendelse af kvadratmeterafgift.
Eldrevne varmepumper
Hvis nyttiggørelsen sker ved eldrevne varmepumper, der er omfattet af ELAL § 11, stk. 3, 7. pkt., nedsættes godtgørelsen kun for den del af den nyttiggjorte varme, der overstiger 3 gange elforbruget i varmepumpen. Se ELAL § 11, stk. 9, GASAL § 10, stk. 9, KULAL § 8, stk. 8 og MINAL § 11, stk. 9.
Dette kan illustreres ved følgende eksempel:
Elforbrug i varmepumpe
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1.000 kWh
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3 * 1.000 kWh =
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3.000 kWh
|
|
|
Omregnet til energiindhold (1 MWh = 3,6 GJ):
|
|
3.000 kWh: 1.000 = 3 MWh * 3,6 GJ =
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10,8 GJ
|
|
|
Nyttiggjort varme målt ved udgang fra varmepumpe
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15,0 GJ
|
- Elforbrug * 3 =
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10,8 GJ
|
Reduktion i godtgørelsen for:
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4,2 GJ
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Overskudsvarme baseret på flere brændsler
I det omfang den nyttiggjorte varme eller varmt brugsvand delvist er fremstillet ved andet end afgiftspligtige brændsler eller afgiftspligtig elektricitet, nedsættes godtgørelsen for en forholdsvis mængde varme.
Den forholdsvise nedsættelse af godtgørelsen opgøres som forholdet mellem energiindholdet i de brændsler, som der ydes godtgørelse for, og det totale energiindhold i de indfyrede brændsler mv.
Se ELAL § 11, stk. 10, GASAL § 10, stk. 10, KULAL § 8, stk. 9, og MINAL § 11, stk. 10.
Eksempel
Er der indfyret 2.000 GJ træ og 2.000 GJ olie i en proces, som der ydes godtgørelse for, og der efterfølgende nyttiggøres 1.000 GJ varme, så nedsættes godtgørelsen af energiafgiften med: (2.000 GJ/ 4.000 GJ) x 1.000 GJ x 51,00 kr./GJ = 25.500 kr. (satsen er 2018-niveau)
Raffinaderier mv.
Der betales afgift af nyttiggjort overskudsvarme fra varme og varer, der direkte er medgået til produktion af et tilsvarende energiprodukt.
Ved opgørelse af afgiften efter MINAL § 11, stk. 9, 1. pkt., nedsættes den samlede godtgørelse af afgift med 56,20 kr. pr. GJ varme (2019-sats). Se afsnit E.A.4.6.10.8 for aktuelle satser.
Satserne for nedsættelse fremgår af MINAL § 11 d, stk. 7, der henviser til bilag 6 i mineralolieafgiftsloven.
Se også MINAL § 9, stk. 13, og GASAL § 8, stk. 10.
Overskudsvarme ved miljømæssig luftrensning og dampfremstilling i samme kedel
Det fremgår af afsnit E.A.4.6.10.2, at efterfølgende nyttiggørelse af energi, der har været anvendt til en miljømæssig renseproces grundet virksomhedens vareproduktion, kan være overskudsvarme.
Nedenstående eksempel anviser to metoder (A og B) til, hvordan det godtgørelsesberettigede forbrug kan opgøres i relation til luftrensning og dampfremstilling i samme kedel, herunder hvor meget, der kan anses som overskudsvarme. Opgørelsen kan baseres på andre metoder, forudsat at disse ligger inden for rammerne af den energiafgiftsretlige lovgivning, som opgørelsen vedrører, herunder særligt gasafgiftslovens § 10, stk. 5, nr. 4, mineralolieafgiftslovens § 11, stk. 5, nr. 4, og kulafgiftslovens § 8, stk. 4, nr. 4.
Eksempel på fordeling og opgørelse af godtgørelsesberettiget og ikke-godtgørelsesberettiget energi ved luftrensning og dampfremstilling
En virksomhed har på baggrund af sin produktionsproces 22.000 m3 luft pr. time, som skal renses. Rensningen af luften er et krav fra miljømyndighederne.
Luftrensningen kan ske ved afbrænding. Til dette formål benytter virksomheden en gaskedel, som den samtidig anvender til dampfremstilling. Dampen indgår i virksomhedens produktionsproces. Luftmængden, som skal renses, er konstant ved virksomhedens produktion af varer. Virksomheden ønsker at udtage restvarme fra kedlens røggas via en varmeveksler til brug for levering af fjernvarme.
For at kunne foretage en fordeling og opgørelse af det godtgørelsesberettigede og ikke-godtgørelsesberettigede forbrug, herunder overskudsvarmen, er der behov for, at man både kender
- energiforbrug og overskudsvarme, når der udelukkende foretages luftrensning af de 22.000 m3 luft, og
- energiforbrug og energiudtaget fra røggassen til brug for fjernvarme, når der bliver foretaget luftrensning og dampproduktion i kedlen samtidig.
Værdierne fra 1) og 2) anvendes dernæst til at finde det godtgørelsesberettigede og ikke-godtgørelsesberettigede forbrug enten ved opgørelsesmetode A eller B.
Ad 1. Luftrensning
For at finde energiforbrug og overskudsvarme, når der udelukkende foretages luftrensning, laves en testkørsel på kedlen, hvor der alene afbrændes 22.000 m3 procesluft pr. time.
Ved testen måles energiforbruget til luftrensningen (G1). Endvidere måles den overskudsvarme, som stammer fra rensningen, og som udtages fra røggassen via en varmeveksler til brug for fjernvarme (E1). Nedenstående tegning illustrerer dette.
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)
Ved testen måles følgende værdier:
G1 – målt gasforbrug til luftrensning: 1000 Nm3
Energiindhold: 39,6 MJ/Nm3 x 1000 Nm3 = 39,6 GJ
E1 – målt overskudsvarme fra luftrensning: 30 GJ
For at testkørslen kan give en retvisende måling af energiforbrug og overskudsvarme ved luftrensningen, skal følgende være opfyldt:
Ad 2. Rensning af luft og dampproduktion
Ved løbende drift af kedlen – dvs. når der både sker rensning af 22.000 m3 procesluft pr. time og produceres damp – måles kedlens gasforbrug (G2) og varmen, der udtages fra røggassen til brug for fjernvarme (E2).
Nedenfor beskrives to opgørelsesmetoder, A og B, der underopdeles yderligere i to metoder i form af, i og ii. Afhængig af, hvilken opgørelsesmetode der anvendes, måles eventuelt energiindholdet i dampen, der anvendes i produktion (E3).
Nedenstående tegning illustrerer situationen med kombineret luftrensning og dampproduktion.
![](data:image/png;base64,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)
Ved den løbende drift af kedlen findes følgende værdier:
G2 - målt gasforbrug til både luftrensning og dampproduktion: 10.000 Nm3
Energiindhold: 39,6 MJ/Nm3 x 10.000Nm3 = 396 GJ
E2 – målt varmeudtag til fjernvarme: 40 GJ
E3 – målt energiudtag til proces (dampmåler): 320 GJ
G1 - Gas til luftrensning fundet ved testkørsel: 1.000 Nm3
Energiindhold: = 39,6 MJ/Nm3 x 1.000Nm3 = 39,6 GJ
E1 - overskudsvarme fra luftrensning fundet ved testkørsel: 30 GJ
ETotal - samlet energi fremstillet på kedlen:
ETotal= E2 + E3 = 40 GJ + 320 GJ = 360 GJ
Opgørelsesmetode A
I metode A lægges det til herefter til grund, at overskudsvarmen fra luftrensningen, når der tillige produceres damp på kedlen, jf. Ad 2, er den samme som blev målt, når der udelukkende blev fortaget luftrensning på kedlen, jf. Ad 1.
Dermed udgør overskudsvarme fra luftrensning af den samlede varme udtaget fra røggassen ved E2:
E2overskudsvarme = E1 =30 GJ
Varmeproduktion fra damproduktion udgør af den samlede varme udtaget fra røggassen ved E2:
E2varmeproduktion = E2 – E2overskudsvarme = 40 GJ - 30 GJ = 10 GJ
Godtgørelse af gasforbrug efter metode A:
i. GASAL § 10, stk. 5, nr. 4, 2. pkt. – måling af godtgørelsesberettiget forbrug
Godtgørelsesberettiget gasforbrug i GJ:
G2 x (E3 + E2 overskudsvarme)/ ETotal = 396 GJ x (320 GJ + 30 GJ) / 360 GJ = 385 GJ
Godtgørelsesberettiget gasforbrug i Nm3:
(385 GJ / 39,6 MJ/Nm3) = 9.722,2 Nm3
ii. GASAL § 10, stk. 5, nr. 4, 3.- 7 pkt. – måling af ikke-godtgørelsesberettiget forbrug
Gasforbrug til varmeproduktion:
E2varmeproduktion / (39,6 MJ/Nm3 x 0,90) = 10 GJ/ (39,6 MJ/Nm3 x 0,90) = 280,6 Nm3
Godtgørelsesberettiget gasforbrug i Nm3:
10.000 Nm3 – 280,6 Nm3 = 9.719,4 Nm3
iii. Overskudsvarmeafgift
E2overskudsvarme = 30 GJ
Opgørelsesmetode B
Samme målinger som i metode A anvendes.
I modsætning til opgørelsesmetode A opgøres overskudsvarmen, som stammer fra luftrensningen, når der samtidig produceres damp på kedlen, som en forholdsmæssig andel af den samlede producerede varme.
Overskudsvarme fra luftrensning udgør af den samlede varme udtaget fra røggassen ved E2:
E2overskudsvarme = E2 x E1/ ETotal = 40 GJ x 30 GJ/ 360 GJ = 3,33 GJ
Varmeproduktion fra damproduktion udgør af den samlede varme udtaget fra røggassen ved E2:
E2varmeproduktion = E2 – E2overskudsvarme = 40 GJ – 3,33 GJ = 36,67 GJ
Godtgørelse af gasforbrug efter metode B:
i. GASAL § 10, stk. 5, nr. 4, 2. pkt. – måling af godtgørelsesberettiget forbrug
Godtgørelsesberettiget gasforbrug i GJ:
G2 x (E3 + E2 overskudsvarme)/ETotal = 396 GJ x (320 GJ + 3,33 GJ) / 360 GJ = 355,66 GJ
Godtgørelsesberettiget gasforbrug i Nm3:
355,66 GJ / 39,6 MJ/Nm3 = 8.981,3 Nm3
ii. GASAL § 10, stk. 5, nr. 4, 3.-7. pkt. – måling på ikke-godtgørelsesberettiget forbrug
Gasforbrug til varmeproduktion:
E2varmeproduktion/ (39,6 MJ/Nm3 x 0,90) = 36,67 GJ/ (39,6 MJ/Nm3 x 0,90) = 1.028,90 Nm3
Godtgørelsesberettiget gasforbrug i Nm3:
10.000 Nm3 – 1.028,90 Nm3 = 8.971,1 Nm3
iii. Overskudsvarmeafgift
E2 overskudsvarme = 3,33 GJ
Oversigt over domme, kendelser, afgørelser, SKM-meddelelser mv
Skemaet viser relevante afgørelser på området:
Afgørelse | Afgørelsen i stikord | Yderligere kommentarer |
SKAT |
SKM2017.585.SR |
Skatterådet bekræftede, at varme indvundet fra procesluft var overskudsvarme, jf. GASAL § 10, stk. 9. Samtidig var varme fra et anlæg til nedkøling af procesluften, hvor varmen kunne henføres til anlæggets elektricitetsforbrug, overskudsvarme, jf. ELAL § 11, stk. 9.
Reglerne om nyttiggørelse af varme ved varmepumper i overskudsvarmereglerne, jf. GASAL § 10, stk. 9, 8. pkt., og ELAL § 11, stk. 9, 7. pkt., kunne ikke finde anvendelse på den indvundne varme.
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Skattestyrelsen har som følge af SKM2016.7.SR og SKM2017.585.SR udstedt styresignalet SKM2018.583.SKTST. |