Trin i en samfundsøkonomisk analyse
Oversigt over trin i en samfundsøkonomisk analyse
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)
Kilde: Vejledning i samfundsøkonomiske konsekvensvurderinger, Finansministeriet 2017.
Trin 1
I trin 1 defineres formålet, et basisscenarie, tiltaget tidshorisont og alternative tiltag til opnåelse af målet:
- Definér formålet med tiltaget og afgræns analysen geografisk.
- Opstil basisscenariet, herunder afgræns tidsperioden for projektet.
- Opstil relevante alternative tiltag til at opfylde målet.
Målet kan fx være at sikre et bestemt boligområde til en 20årshændelse. Basisscenariet er her at fortsætte som hidtil uden at gøre noget, under hensyntagen til øget regnmængde, befolkningsudvikling i området samt eventuelt allerede vedtagne tiltag, herunder planlagte udskiftninger af rør ved endt levetid. De alternative tiltag kan være investering i nye klimatilpasningstiltag eller opdimensionere kloakkerne. Du kan læse mere om at opstille et basisscenarie i fanen til venstre.
Tidsperspektivet er særligt vigtigt på klimatilpasningsområdet
Timingen af tiltaget - hvornår skal tilpasningen foretages - kan have stor indflydelse på størrelsen af omkostninger og gevinster. Når der tidsmæssigt er stor forskel på, hvornår gevinsterne og omkostningerne falder for et tilpasningstiltag, bliver tidsperspektivet en udfordring i samfundsøkonomiske analyser. Dette er også tilfældet, hvor tiltagene har en lang investeringshorisont.
Du kan læse mere om valg af tidshorisont og diskonteringsrente i Finansministeriets vejledning i samfundsøkonomisk konsekvensanalyse, som findes i boksen til venstre.
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Trin 2
I trin 2 identificeres, kvantificeres og værdisættes fordele og ulemper for de enkelte tiltag:
- Identificér kortsigtede og langsigtede, direkte og indirekte/afledte effekter ved de opstillede tiltag.
- Kvantificér tiltagets konsekvenser og vurdér skønnet kritisk.
- Værdisæt konsekvenserne ved at omsætte tiltagets effekter i målbare størrelser (fx mængder, timer) til en kroneværdi.
- Fordele og ulemper opgjort i kroneværdi skal tilbagediskonteres til startåret (nettonutidsværdi).
Samfundsøkonomiske analyser af klimatilpasningstiltag omfatter omkostninger til etablering og drift af et klimatilpasningstiltag. Gevinsterne udgøres som regel af den sandsynlige reduktion i omkostninger til reparationer efter skybrudsskader, som klimatilpasningstiltagene medfører, såkaldte sparede skadesomkostninger.
Hvis den analyserede klimatilpasningsløsning omfatter etablering af grønne områder, kan den rekreative værdi af disse også indgå. Disse kan værdisættes på baggrund af analyser af, hvilken betydning grønne områder har for huspriserne i et område (den såkaldte husprismetode).
Værdisætning af effekter og merværdier
Tiltag på miljø- og fødevareområdet har effekter på natur, miljø og sundhed, og disse effekter er vigtige at medtage i samfundsøkonomiske analyser på lige fod med øvrige omkostninger. Der er derfor behov for at kunne kvantificere og værdisætte effekter på natur, miljø og sundhed.
Effekterne kan ikke umiddelbart værdisættes, da de ikke har en markedspris. For at medtage dem i en samfundsøkonomisk analyse, gør Miljø- og Fødevareministeriet brug af forskellige former for værdisætning, som kan afspejle den værdi, natur, miljø og sundhed har for samfundet.
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Trin 3
I trin 3 sammenholdes fordele og ulemper for hvert tiltag:
- Opstil et samlet konsekvensskema for hvert projektalternativ, hvor de enkelte fordele og ulemper er værdisat over projektets levetid samt den tilbagediskonterede værdi.
- Opstil det samfundsøkonomiske resultat for hvert projektalternativ ved at sammenholde den tilbagediskonterede værdi af fordele og ulemper. Ved cost-effectiveness analyser findes den tilbagediskonterede værdi af nettoomkostningerne (eksklusiv værdien af tiltagets effekt), hvorefter resultatet omregnes til en pris pr. effekt for at opfylde målet.
- Foretag følsomhedsberegninger for at klarlægge, hvilken betydning værdien af centrale variable eller parametre har for det samfundsøkonomiske resultat.
- Redegør for tiltagets væsentlige økonomiske fordelingsmæssige konsekvenser for forsyningen, kommunen, borgere, foreninger mv.
- Redegør for væsentlige ikke-værdisatte konsekvenser.
I eksemplet med klimatilpasning af et kvarter til en 20årshændelse skal de forskellige klimatilpasningsprojekter sammenlignes med den nuværende situation uden klimatilpasning. Hvis alle de skitserede projektalternativer giver samfundsøkonomisk overskud i forhold til basisscenariet, bør tiltaget med det største overskud alt andet lige foretrækkes. Der skal dog også tages højde for eventuelle budgetrestriktioner, hvis omkostningerne til projektet med det største samfundsøkonomiske overskud overstiger kommunens eller forsyningens budget. Alternativt kan sådanne projektalternativer udelukkes fra start. Tungtvejende ikke-værdisatte effekter kan også bidrager til, at det ene projekt foretrækkes frem for det andet. Det kan også vise sig, at den nuværende klimatilpasningsindsats i området (basisscenariet) skal fastholdes, hvis omkostningerne forbundet med de nye alternative tiltag ikke opvejes af de tilknyttede gevinster.
I praksis vil de fleste analyser gennemløbe en eller flere af de skitserede faser flere gange, idet der formentlig vil ske tilpasninger på baggrund af gennemregning af alle effekter.
Der bør gennemføres følsomhedsanalyser i forbindelse med de samfundsøkonomiske analyser. Det vil sige analyser, hvor man skiftevis varierer på størrelsen af væsentlige variable og ser, hvor meget resultatet ændrer sig. Der udføres næsten altid følsomhedsanalyser for diskonteringsraten.
På denne baggrund kan man forholde sig til, hvor robust resultatet er. En anden nyttig tilgang til følsomhedsanalyser er at vurdere, hvor meget værdien af forskellige parametre skal ændre sig, før projektet når "break-even" (skæringsværdi), hvor omkostningerne modsvarer gevinsterne.
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Samfundsøkonomiske analyser kan ikke stå alene
Samfundsøkonomiske analyser er et nyttigt bidrag til beslutningsgrundlaget, når der skal fastlægges indsatsniveauer og prioriteres mellem forskellige initiativer. Men de bør suppleres med viden om lokale forhold og anvendes med sund fornuft.
For desuden at tage højde for at befolkningen generelt tillægger nutiden mere værdi end fremtiden, anvendes den såkaldte velfærdsøkonomiske diskonteringsrate. Effekter ude i fremtiden tillægges mindre vægt, jo større diskonteringsraten er.
En særlig udfordring knytter sig til beslutninger, som ikke kan fortrydes, de såkaldte irreversible beslutninger. Det kan dreje sig om et kystområde, der for altid går tabt, hvis der ikke foretages kystbeskyttelse, eller en dyreart som vil uddø på grund af temperaturstigning, hvis der ikke gribes ind. Der kan være både omkostninger og gevinster knyttet til at udskyde eller fremrykke en beslutning om klimatilpasning. Derfor bør irreversible beslutninger behandles med ekstra varsomhed.
Den viden der foreligger om, hvornår og med hvor stor effekt de forskellige klimaændringer vil indtræffe, er behæftet med betydelig usikkerhed. Dette er centralt i sammenhæng med vurdering og timing af klimatilpasningstiltag. Dette medfører et ekstra usikkerhedsmoment ved gennemførsel af disse.
PLASK - klimatilpasningsværktøj til dialog og beregning
Det kan ofte være fornuftigt at anvende standardtal for omkostninger og gevinster ved projekterne til relativt hurtigt at gennemføre en analyse af de forskellige tiltag, der overvejes. I mange tilfælde vil dette være tilstrækkeligt til at få et relativt klart billede af, hvilke alternativer der har den bedste samfundsøkonomi. I enkelte tilfælde kan det være relevant at gennemføre mere detaljerede analyser, hvor der anvendes mere detaljerede data om de konkrete projekter. Det kan for eksempel være tilfældet, hvis der er tale om meget dyre projekter.
Med Miljøstyrelsens beregningsværktøj PLASK kan man analysere og vurdere de samfundsøkonomiske gevinster og omkostninger ved klimatilpasningstiltag baseret på enhedspriser til klimatilpasningstiltag og udbetalte skadesomkostninger.
Hvor meget kan det betale sig at klimatilpasse? Hvor meget dyrere er det at sikre et område mod en 100-års hændelse end mod en 50-års hændelse? Betyder de rekreative værdier ved ”grønne” klimatilpasningsløsninger, at man bør vælge disse fremfor mere konventionelle løsninger? Sådanne spørgsmål kan Miljøstyrelsens samfundsøkonomiske beregningsværktøj til klimatilpasningsprojekter hjælpe med at besvare. Læs mere om beregningsværktøjet her.
Senest redigeret:
10-08-2022