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Befolkningsprognose 2026

00.01.00-P10-1-26 -

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First-agenda Sagsfremstilling

Kommunikation

DIRBFUSOSBSKKFUBYBMINØKEBYR
       XX

Sagsbehandler: Jesper Lyngholm Lysgaard

Øvrige sagsbehandlere: 

Resume

Der er udarbejdet en ny befolkningsprognose, som viser den forventede udvikling i indbyggertallet i Herning Kommune fra 2027 til 2036. Prognosen viser en forventet stigning på 1.610 personer, hvilket betyder, at indbyggertallet i Herning Kommune forventes at nå 92.150 personer pr. 1. jan. 2036. Tilsvarende de seneste år er der fortsat betydelig usikkerhed knyttet til udviklingen i fertilitet, flygtninge og den internationale situation. Prognosen forelægges til godkendelse i Økonomi-, Erhvervs- og Uddannelsesudvalget.

Sagsfremstilling

Befolkningsprognosen for 2027-2036 er udarbejdet i samarbejde med Cowi og en tværfaglig arbejdsgruppe med repræsentanter fra kommunens forvaltninger. Befolkningsudviklingen har væsentlig betydning for kommunens økonomi, da den påvirker både indtægter og udgifter – herunder demografireguleringen på dagtilbuds-, skole- og seniorområdet. Prognosen anvendes desuden som grundlag for børnetalsprognoser på dagtilbudsområdet, elevprognoser på skoleområdet og kapacitetsvurderinger af plejeboliger. Disse særskilte prognoser forelægges senere i de relevante udvalg.

Det seneste års befolkningsudvikling

I løbet af 2025 er befolkningen i Herning Kommune steget med 532 personer. Fra 90.008 pr. 1. jan. 2025 til 90.540 indbyggere pr. 1. jan. 2026. Den forventede vækst for 2025 var på 245 personer. Den relativt høje befolkningstilvækst for 2025 skyldes en højere end forudsat tilgang af flygtninge fra Ukraine samt lavere fraflytning og udvandring blandt især unge i alderen 18-29 år. Hertil kommer en stigning i tilflytning af borgere på 60+ år. I den forbindelse skal bemærkes, at der i løbet af 2025 blev færdiggjort ca. 600 nye boliger i Herning Kommune, heraf over 300 etageboliger, hvilket er et historisk højt niveau.

Prognosens resultater

Den nye befolkningsprognose for 2027-2036 viser, at indbyggertallet forventes at stige med 1.610 personer fra 90.540 personer i 2026 til 92.150 personer i 2036. Det svarer til en samlet vækst på 1,8 % over 10 år. Den gennemsnitlige årlige vækst forventes at blive 0,18%, svarende til en gennemsnitlig stigning på 161 personer om året. I de første prognoseår forventes en større årlig vækst, på 200-250 personer, som følge af en forventning om fortsat relativ højt flygtningeantal.

Tabellen nedenfor viser en specifikation af befolkningsudviklingen fordelt på forskellige aldersgrupper i 2026 (pr. 1. januar), som det faktiske udgangspunkt, samt i 2031 og 2036, som udtryk for den forventede udvikling på mellemlang og lang sigt.

Et billede, der indeholder tekst, skærmbillede, nummer/tal, Font/skrifttypeAI-genereret indhold kan være ukorrekt.

 

Aldersmæssigt forventes antallet af indbyggere på 60+ år, og især 75+ år, at stige betydeligt. For 0-2 årige forventes en svag stigning. For øvrige aldersgrupper forventes generelt en faldende befolkning frem mod 2036. I et geografisk perspektiv forventes der generelt set et stigende indbyggertal i forstadsområderne (+11%) og centerbyerne (+7%). Og, en tilbagegang i befolkningstallet i landsbyerne (-4%), Herning by (-6%), mindre bebyggelser (-7%) og landområderne (-10%).

Prognosens forudsætninger

Prognosen bygger på historiske befolkningsdata og antagelser om boligbyggeri, fertilitet, mortalitet, til- og fraflytning, ind- og udvandring og flygtninge.

Boligprogrammet er en central forudsætning for prognosen. Det bygger på Planafdelingens aktuelle vurdering af boligbehov og rammerne for boligbyggeriet i kommuneplanen. I prognosen er det forudsat, at der i gennemsnit opføres ca. 416 nye boliger årligt. Fordelt på boligtyper med 31% etageboliger, 34% rækkeboliger, 34% parcelhuse og 2% ungdoms- og ældreboliger.

På landsplan er fertiliteten faldet med ca. 20 % siden 2007. Fra 2024 til 2025 ses en mindre stigning på landsplan, mens Herning Kommune fortsat har haft et fald. Der er generelt set betydelig usikkerhed om den fremtidige udvikling. Prognosen tager udgangspunkt i Finansministeriets (DREAM) vurdering og skøn, som forventer en moderat vækst i fertiliteten frem mod 2036. For Herning Kommune betyder det en forventet stigning fra 1.635 fødte i 2025, pr. 1.000 kvinder i den fødedygtige alder, til 1.797 i 2036. Det svarer til en stigning fra 818 nyfødte i 2025 til 834 i 2036.

Antallet af døde forventes generelt at stige som følge af et markant voksende antal ældre borgere. En svagt stigende dødelighed de seneste år bidrager også. Prognosen forventer i gennemsnit ca. 950 døde om året, mod et gennemsnit på ca. 760 i perioden 2007-2025.

I forhold til flyttemønstre, har der generelt set siden 2007 været en negativ mellemkommunal flyttebalance i Herning Kommune. Dvs. at flere er flyttet væk til andre kommuner end der kommer til. Det er især unge i alderen 18-29 år, herunder særligt fraflytning til Århus og andre store studiebyer, der har drevet denne udvikling. For de øvrige aldersgrupper har der generelt set været en positiv nettotilflytning til Herning Kommune, dog ikke nok til at opveje de unges fraflytning. De seneste par år har der imidlertid været tegn på en skiftende tendens med faldende fraflytning og udvandring fra kommunen blandt unge i alderen 18-29 år. Mindre årgange, en mere usikker international situation og unges ændrede mobilitet efter Corona vurderes at være medvirkende årsager. Indvandring fra udlandet, herunder særligt af arbejdskraft fra Østeuropæiske lande, har i mange år været en bidragende faktor til befolkningsvækst både på landsplan og i Herning Kommune. Ser man på vandringsbalance, dvs. forskellen mellem indvandring og udvandring fra og til udlandet, forudsættes udviklingen i vandringsbalancen fortsat at bidrage til befolkningsvæksten med 200-230 personer om året i prognoseperioden.

Som følge af den fortsatte internationale usikkerhed forventes der i de kommende år at komme op til 200 flygtninge til Herning Kommune om året. I 2026 forventes 170 ukrainske flygtninge og 30 kvoteflygtninge. I 2027 forventes i alt 155 flygtninge og i 2028 forventes i alt 120 flygtninge.

Demografiregulering mv.

Efter godkendelse anvendes befolkningsprognosen til beregning af demografireguleringer i budget 2026-2029, herunder for serviceområderne 10 Dagtilbud, 12 Folke- og Ungdomsskoler og 18 Sundhed og Ældre.

For yderligere oplysninger om bl.a. lokale udviklingstendenser og beregningsmetoder mv. henvises til den uddybende rapport i sagens bilag.

Indstilling
Underdirektøren for Direktionens Stab indstiller,

at befolkningsprognosen for 2027-2036 godkendes.

Beslutning

Indstillingen er tiltrådt.

Økonomi-, Erhvervs- og Uddannelsesudvalget indstiller sagen til Byrådet.

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      • Html "<div><div id='sagsfremstillingContainer'> <h3>Kommunikation</h3> <span class='ukendt'><table border="0"><tbody><tr><td>DIR</td><td>BFU</td><td>SOS</td><td>BSK</td><td>KFU</td><td>BYB</td><td>MIN</td><td>ØKE</td><td>BYR</td></tr><tr><td> </td><td> </td><td> </td><td> </td><td> </td><td> </td><td> </td><td>X</td><td>X</td></tr></tbody></table><p>Sagsbehandler: Jesper Lyngholm Lysgaard</p><p>Øvrige sagsbehandlere: </p></span> <div><h3>Resume</h3> <span class='resume'><p>Der er udarbejdet en ny befolkningsprognose, som viser den forventede udvikling i indbyggertallet i Herning Kommune fra 2027 til 2036. Prognosen viser en forventet stigning på 1.610 personer, hvilket betyder, at indbyggertallet i Herning Kommune forventes at nå 92.150 personer pr. 1. jan. 2036. Tilsvarende de seneste år er der fortsat betydelig usikkerhed knyttet til udviklingen i fertilitet, flygtninge og den internationale situation. Prognosen forelægges til godkendelse i Økonomi-, Erhvervs- og Uddannelsesudvalget.</p></span> </div> <h3>Sagsfremstilling</h3> <span><p>Befolkningsprognosen for 2027-2036 er udarbejdet i samarbejde med Cowi og en tværfaglig arbejdsgruppe med repræsentanter fra kommunens forvaltninger. Befolkningsudviklingen har væsentlig betydning for kommunens økonomi, da den påvirker både indtægter og udgifter – herunder demografireguleringen på dagtilbuds-, skole- og seniorområdet. Prognosen anvendes desuden som grundlag for børnetalsprognoser på dagtilbudsområdet, elevprognoser på skoleområdet og kapacitetsvurderinger af plejeboliger. Disse særskilte prognoser forelægges senere i de relevante udvalg.</p><h5>Det seneste års befolkningsudvikling</h5><p>I løbet af 2025 er befolkningen i Herning Kommune steget med 532 personer. Fra 90.008 pr. 1. jan. 2025 til 90.540 indbyggere pr. 1. jan. 2026. Den forventede vækst for 2025 var på 245 personer. Den relativt høje befolkningstilvækst for 2025 skyldes en højere end forudsat tilgang af flygtninge fra Ukraine samt lavere fraflytning og udvandring blandt især unge i alderen 18-29 år. Hertil kommer en stigning i tilflytning af borgere på 60+ år. I den forbindelse skal bemærkes, at der i løbet af 2025 blev færdiggjort ca. 600 nye boliger i Herning Kommune, heraf over 300 etageboliger, hvilket er et historisk højt niveau.</p><h5>Prognosens resultater</h5><p>Den nye befolkningsprognose for 2027-2036 viser, at indbyggertallet forventes at stige med 1.610 personer fra 90.540 personer i 2026 til 92.150 personer i 2036. Det svarer til en samlet vækst på 1,8 % over 10 år. Den gennemsnitlige årlige vækst forventes at blive 0,18%, svarende til en gennemsnitlig stigning på 161 personer om året. I de første prognoseår forventes en større årlig vækst, på 200-250 personer, som følge af en forventning om fortsat relativ højt flygtningeantal.</p><p>Tabellen nedenfor viser en specifikation af befolkningsudviklingen fordelt på forskellige aldersgrupper i 2026 (pr. 1. januar), som det faktiske udgangspunkt, samt i 2031 og 2036, som udtryk for den forventede udvikling på mellemlang og lang sigt.</p><p style="margin: 0cm; font-size: 11pt; font-family: Aptos, sans-serif;"><img 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alt="Et billede, der indeholder tekst, skærmbillede, nummer/tal, Font/skrifttypeAI-genereret indhold kan være ukorrekt." width="556" height="191"></p><p style="margin: 0cm; font-size: 11pt; font-family: Aptos, sans-serif;"> </p><p>Aldersmæssigt forventes antallet af indbyggere på 60+ år, og især 75+ år, at stige betydeligt. For 0-2 årige forventes en svag stigning. For øvrige aldersgrupper forventes generelt en faldende befolkning frem mod 2036. I et geografisk perspektiv forventes der generelt set et stigende indbyggertal i forstadsområderne (+11%) og centerbyerne (+7%). Og, en tilbagegang i befolkningstallet i landsbyerne (-4%), Herning by (-6%), mindre bebyggelser (-7%) og landområderne (-10%).</p><h5>Prognosens forudsætninger</h5><p>Prognosen bygger på historiske befolkningsdata og antagelser om boligbyggeri, fertilitet, mortalitet, til- og fraflytning, ind- og udvandring og flygtninge.</p><p>Boligprogrammet er en central forudsætning for prognosen. Det bygger på Planafdelingens aktuelle vurdering af boligbehov og rammerne for boligbyggeriet i kommuneplanen. I prognosen er det forudsat, at der i gennemsnit opføres ca. 416 nye boliger årligt. Fordelt på boligtyper med 31% etageboliger, 34% rækkeboliger, 34% parcelhuse og 2% ungdoms- og ældreboliger.</p><p>På landsplan er fertiliteten faldet med ca. 20 % siden 2007. Fra 2024 til 2025 ses en mindre stigning på landsplan, mens Herning Kommune fortsat har haft et fald. Der er generelt set betydelig usikkerhed om den fremtidige udvikling. Prognosen tager udgangspunkt i Finansministeriets (DREAM) vurdering og skøn, som forventer en moderat vækst i fertiliteten frem mod 2036. For Herning Kommune betyder det en forventet stigning fra 1.635 fødte i 2025, pr. 1.000 kvinder i den fødedygtige alder, til 1.797 i 2036. Det svarer til en stigning fra 818 nyfødte i 2025 til 834 i 2036.</p><p>Antallet af døde forventes generelt at stige som følge af et markant voksende antal ældre borgere. En svagt stigende dødelighed de seneste år bidrager også. Prognosen forventer i gennemsnit ca. 950 døde om året, mod et gennemsnit på ca. 760 i perioden 2007-2025.</p><p>I forhold til flyttemønstre, har der generelt set siden 2007 været en negativ mellemkommunal flyttebalance i Herning Kommune. Dvs. at flere er flyttet væk til andre kommuner end der kommer til. Det er især unge i alderen 18-29 år, herunder særligt fraflytning til Århus og andre store studiebyer, der har drevet denne udvikling. For de øvrige aldersgrupper har der generelt set været en positiv nettotilflytning til Herning Kommune, dog ikke nok til at opveje de unges fraflytning. De seneste par år har der imidlertid været tegn på en skiftende tendens med faldende fraflytning og udvandring fra kommunen blandt unge i alderen 18-29 år. Mindre årgange, en mere usikker international situation og unges ændrede mobilitet efter Corona vurderes at være medvirkende årsager. Indvandring fra udlandet, herunder særligt af arbejdskraft fra Østeuropæiske lande, har i mange år været en bidragende faktor til befolkningsvækst både på landsplan og i Herning Kommune. Ser man på vandringsbalance, dvs. forskellen mellem indvandring og udvandring fra og til udlandet, forudsættes udviklingen i vandringsbalancen fortsat at bidrage til befolkningsvæksten med 200-230 personer om året i prognoseperioden.</p><p>Som følge af den fortsatte internationale usikkerhed forventes der i de kommende år at komme op til 200 flygtninge til Herning Kommune om året. I 2026 forventes 170 ukrainske flygtninge og 30 kvoteflygtninge. I 2027 forventes i alt 155 flygtninge og i 2028 forventes i alt 120 flygtninge.</p><h5>Demografiregulering mv.</h5><p>Efter godkendelse anvendes befolkningsprognosen til beregning af demografireguleringer i budget 2026-2029, herunder for serviceområderne 10 Dagtilbud, 12 Folke- og Ungdomsskoler og 18 Sundhed og Ældre.</p><p>For yderligere oplysninger om bl.a. lokale udviklingstendenser og beregningsmetoder mv. henvises til den uddybende rapport i sagens bilag.</p></span> <div><h3>Indstilling<br>Underdirektøren for Direktionens Stab indstiller,</h3> <span class='indstilling'><p>at befolkningsprognosen for 2027-2036 godkendes.</p></span> <h3>Beslutning</h3> <span><p>Indstillingen er tiltrådt.</p><p>Økonomi-, Erhvervs- og Uddannelsesudvalget indstiller sagen til Byrådet.</p></span> </div> </div></div>"
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