Dans cette série en quatre parties, ConstruForce Canada présente et examine quelques-uns des principaux points de données émergents du secteur de la construction pour les 12 derniers mois. Ce deuxième billet de la série traite des tendances qui ont eu une incidence sur le secteur résidentiel canadien. La première partie abordait la production économique globale en construction pour 2023.
D’un point de vue économique, la pandémie de COVID-19 a fait vivre l’un des bouleversements les plus importants depuis des générations. Même aujourd’hui, plus de quatre ans après son apparition, les effets de la pandémie continuent de se faire sentir. L’inflation, notamment, est montée en flèche, de sorte que les coûts des produits de première nécessité, tels que l’épicerie et le logement, ont grimpé dans tout le Canada depuis 2022.
En réaction aux pressions inflationnistes, la Banque du Canada a commencé à augmenter de manière substantielle les taux d’intérêt depuis le deuxième semestre de 2022. Ces augmentations ont persisté pendant la majeure partie de l’année 2023, ce qui a provoqué une hausse des taux d’intérêt et des taux hypothécaires.
Même si la montée des taux d’intérêt après la pandémie était prévisible, elle s’est accélérée plus vite que ce que les consommateurs auraient pu anticiper. Pour mieux la situer dans son contexte, précisons que les taux d’intérêt sur un prêt hypothécaire à taux fixe assuré de cinq ans (ou plus) sont passés d’environ 2,5 % en janvier 2022 à un maximum à court terme de 5,6 % en novembre 2023. En 2023, la hausse rapide des taux d’intérêt s’est manifestée pour tous les types de prêts hypothécaires (nouveaux prêts, renouvellements, prêts à durée fixe et variable) et s’est répercutée sur la capacité des ménages à se qualifier pour l’achat de nouveaux logements.
Taux d’intérêt des prêts hypothécaires résidentiels, Canada, mensuel
Taux hypothécaires fixes et variables des prêts résidentiels
Comme il est devenu plus difficile de se qualifier pour ces prêts hypothécaires à taux plus élevé, le marché immobilier canadien s’est refroidi, et la demande de construction de nouveaux logements a chuté.
Cependant, la forte croissance de la population canadienne, attribuable aux accroissements du solde migratoire international qui se sont succédé, est venue freiner cette tendance négative. Tout au long de l’année, le Canada a accueilli près de 471 800 résidents permanents et un peu plus de 804 900 résidents temporaires, dont bon nombre étaient des étudiants étrangers. Ce sont donc près de 1,3 million de personnes issues de l’immigration internationale qui se sont jointes à la population canadienne l’an dernier. Il s’agit d’une augmentation de 36 % par rapport au chiffre déjà élevé de 937 900 pour 2022.
Il n’est pas étonnant de constater que ces niveaux élevés d’immigration internationale ont été une source essentielle de croissance démographique pour le Canada, estimée par ConstruForce Canada à 3 % pour l’année, un record pour les dix dernières années.
Composantes de la migration internationale, Canada, trimestrielles
Nombre d’immigrants permanents et temporaires Source : Statistique Canada. Tableau 17-10-0040-01 Estimations des composantes de la migration internationale, trimestrielles
Le pays a connu une augmentation de la demande de logements neufs en raison de ces hauts niveaux de migration internationale qui ont permis de contrebalancer les effets négatifs de l’augmentation des taux d’intérêt. Néanmoins, le nombre de nouvelles constructions domiciliaires était en baisse presque chaque mois et dans pratiquement toutes les provinces en 2023, ce qui reflète l’incidence de la hausse rapide des taux d’intérêt. À la fin de décembre, leur nombre dépassait 208 000 au Canada, ce qui s’est traduit par une baisse de 6 % par rapport à la même période en 2022.
La montée des taux d’intérêt a affecté de manière disproportionnée la construction d’immeubles de faible hauteur, car ceux-ci coûtent relativement plus cher à construire en général que les immeubles de moyenne hauteur ou les tours.
Les mises en chantier de maisons individuelles ont enregistré les réductions les plus marquées, soit 26 % dans l’ensemble du pays, et ces baisses ont culminé au Québec (42 %), à Terre-Neuve-et-Labrador (39 %) et en Ontario (33 %). La construction de ces logements relativement plus chers a connu un ralentissement dans toutes les provinces du pays.
À la suite de l’arrivée massive de personnes issues de l’immigration internationale, qui louent généralement un appartement avant d’acheter un logement, conjuguée à l’augmentation des coûts causée par la montée des taux d’intérêt, l’accent a été mis sur la construction de logements meilleur marché. La construction d’immeubles d’habitation a augmenté de 4 % au Canada (toutes les provinces), six provinces, dont l’Ontario et la Colombie-Britannique, ayant enregistré une hausse des mises en chantier d’appartements.
Dans certaines provinces de l’Atlantique et des Prairies, la tendance était aux maisons jumelées et en rangée. La Nouvelle-Écosse (+ 82 %) et la Saskatchewan (+ 31 %), en particulier, ont enregistré une forte hausse des mises en chantier de maisons jumelées par rapport à 2022.
Mises en chantier par type de structure au Canada en 2023 comparativement à 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TE8ea1zj2g0I4+LjMUPzSVSlXG2ex9Kr+vD6r8hzaXO2q3PfecpjrdqTodHeLGLNY1wa+0Dffpc7hW23ZyUj6ndIHWPUzH/R+07sE+7ukzvkrxfoqfpc/nssI2aFn3dOzcubv2xfGKXaVQuOrXfn3orbffPmzH7bbropn/qmnhnWRa/jNLde42S6fbmZKSv6tO4eG9Ws4r+n4+rEWLFgt13N+neBcf1wxzlH6pur6gbbhdcd9G+PhSpd8qPlF1ukp1PTXE1cSorkNU10u1v4eqrr9L4t51Oh9Onz516gDlL1cKv0RUp/v1+RylfdFLy79GdW3u45rwyMJFiw5t07z5PjrGblckPH5U8X+rXTqk3JiWWZ33Kl/4JTfTplKHpRcsmJdr1eoeXRuEfwam5X+qehyt4/vfWset2t89k/gybfcpOmZuV13HqMwZPh5E0SXatiHar0M0dqHWoaJhnhtU11MU76vYSm3oy1OmHBNH0XWaFv6ZmM7MRzNqQ0tKSjq7XM63oeHRplrYc7pePSSXyzXRRczfFcq3oVH0hrbtcLWhHzctL79HdV3ehhrTfbfOnZ9asQ3VOk7XNtysc26kju8vbUPlz/ocfjtdbagKraoNPUqfww0K5dvQKHo8rbqqTruqDncpFNpQLf+F0vLyQ5YtW1ZaUrcNtfbtKJU6XOfDu5mamr8p8vN82M7XcdKjc+fOj6tOf1b+eB+XGh0z/XTM3KD4lYqflcT9cX+l4qEN1bZdpHXk2x9j/qrj/kSdu/+nY8Nfh4Y7s1XXfBs6bdqhKn+T4qEN1cqf1LF0SMuWLb+jBfjr0PBoXNVpij93fV6fjz+n822ote9o/iMWLlz4ptpQfx16WBJfoPK9O3bs+LDqdKP2a7gOVbzWxfHZnfbY42rF67WhMlL7+xzVaZDifyhug7UT9Pn00ef5W32e+g1Svw19Zfr0n2lf/FmR0Ibqc57Uul27QxbNm/etrDH3KRTaUJWfXlJa6r8HMrVVVb4N3SfEjXlf23CkjuOXtY67FD8qiS/SeXK8tuFBfdbjFQ9tqOh0is7T/h6tul6idRcv4FTX1bWhE9WG9tA57ffDSm2otuFALecWheq1oelcbrOszhkt5zs+rgkzlA5NLV1aGTdtWmxDFftI++YoHTNTtQ13KN89iS9R8m3ovYqv2Ib+Tuu+Uueo39fFNlQTr1Zd+yp+luL+mR35v4RYe6/iR2tfHKf8VZpWeDD5w2/Pnn3ot7fddn/tr1sVL7ahZRUVh5jq6rb6Hvi71r1zKG3tq/ocDl26dOnCitJS/x3XNYSNmatz/Jcd99zz+bptqJazVPvyJG3DXYpfpXhoQxVX2F6kbbhE+7teG6rj+zodG6fre7e/GtrLVadC+1NoQ3tqOdcqHtpQHTOPzFcb2r51672zcXy74lv4uGYIbahyLfW9639/+eeG+PhMrcMf65/peudexQv/lPYzfW5Hq67Pqq63Kh7aUKlU/BTFb9P39Ggt88wk7l2q4/73apeGqEzdNvRG1fX/dO6eqXP3SsXz7U+hDZ0+vbuWc71CoQ3VTI/pu+kQbWhnbfPyNjSKnlM7E9pQq+9jxTuGuLVvap8dXl1d/VGTsjJ/DfdTH9eEz5U/Rt8Dk7Vfb1aZPiHu29AoOkP7+y/afyP0ufVP4n4dl2t/X6Dfwb9T/CL/DyvzE+xfdMz8RuVP0zL97/BwDaf4g4ofrm04UuVvUDz8E2st5/E5c+ceuuUmm3xf1xoTFcpfhxrzos6PQ8rLy9PZmhr/OXRO4rN0/XN4VF7+Tq629m4t6xc+qG2br2Oxh66lH9fn8GeVD22o4jU6aPrrcxiv+JWKF9tQTRum/TpIdR2s+FDVKd/+6LpA23aizt3/U5liG6oZ/qH44Srvj4+bNE/4UacyT7Zs3fqQ+fPn76jrSH8dmm9DjZlq9DmYZcv8j8D7Fd8rKf+OyWaP1PXP68k1XP5HiDELNU9vtd8PrdSGOneOjpmrFP+j4ueF0qLPZ6Q+n3N07vrrupXa0FemTfuNjpExChXb0Pvuv//wow4//Keq/59Vvn0+bCfrPDiktLR06+Ra7dtJfHomlztU1wy1Zen08jbU2vfVSPjr0Bnahrt0XP4yiS/SMXeCtuHv2k/Xa9t+G+L5NnSQ6jpqFW3oWNV1gI6lc7TeS5VCG6pzdKK+v3vonD5R58M4heq1ofqePlDHub8O3STEjXla+/sXqUxm01wq5a9/Qhuq+Ms2nfbbsFS/B/w13H4hrjZUv7+O2nXXXeu1oYov0fH8a23DPdrf12h//5+Pa0KsOvk29ArFL1b8ghAXbdvVivfVuTtQx/FlCoU2VPF7FT9a+6iPln+16hTaUNXpYW3bobqW3k/7zrcb+X/+b+2z5RUVv9A52ja5/gltqOr0qvbZYU2aNJlfXVnpv+OWt6Gp1C/1nbVSG6ptOFnbcKe2bZzWfVoSVxFzsfb3xdrfF2mfXOjjnup6vep6mo6ZftqGK1TXfBtqzANazpEzXnyxp9qZa7SA8Du40Ia2a9XqBzp2JigU2lCV/4/KHZLOZJqHzyFpQxV/Xb8hD4tLSz9VG3qP4geFuLWf6bw5Wr+/nlVd/6q69vJx8W3oqTp3b9W2jVb5ldpQHUu/1+fwe9VViw/ruEl1PVn7+wwtZ5jioQ29d+Fvo2q30Gfr8X/0b1W+pemyzUlm982OMiVRvrkqWFg91/zppRPNp8tW+lNjPeXpFqbH90aY77Y7QGOhKsFHi2eYcS8WfqLlRVpni7L25gdb9AqdD3U7JLya3DLzp+m/Mu8tWuXbCVbpWK17903z6/EdEVf+p6tZXP1pGN9j8+7mqJ0u1XpTpjq7xPxlxknm3YUvhGn+7pPjd70+PIJLV3pm2if3m/vfHBI6P7ZquZvp/f1x2j/5r8bnP77dPPDWxWH53r5b/documP+Kzh2OXPX6+eYl+beH8b32/rX5uffHqw9kd8Xt7/az8z41B/OK9ux7Gduj6a/fcK3oYs///zbLp3+m64Zt/fT1BZPjaqrD82WlcVq2Hwb+oMwk7XvatoRb7311us7br+9vw4ttqE6Lvvo3PqXjoEbdG79Oon738Hn6NgYt2IbKqN0LJ2t+HmKX6LxwvfAHWrvC78nGlT+gqsB9OjR40id2PmL/XWgi4dapSfuvvvujf4ukCFDhthFixadq4akXW269ouxw64u/uV73Lhxi08dNOik0prq3XXw7BpnqnfXgfCEylb7A177Zvl9S3UkjZyKRvGyJss0unpqaHRwuowvrh+0+T8SrkAHZYuwEF2Iv/fee0Y/uGIb2XAm6QfhquvgXItw/rj8XR0lNTUua5zmsautt2by82guF8+dOzcJfv10gr6hwRDVI4zHuVy4IyUXRe/oB+Ml2iZfc5PLZpf4Lx19qczRhchwlc8f684tXbx4caxy/qLnWsXDRZaWW1VRUVFdumxZtCSKbtN+8z8+/fJrdUIu6vzOO/GM7bd/SOVfDOWdy2n+sKGp0tLX/RDAulMjM0sXYhf7KzI/rnNxsR8q9qG/INS5GC7MdSG6NJyHO+74hS5Sx+lcDFdNupisjJs3r62pqYlK4/gWXZyHKxudozVOv/7LmzfP6kfb31X+mSSey2Qy4e43zfu0yr/p8/recfqR906IOzdd5X/v857agbf8UG3p6/phN0R1CnEtyz+y0Cg2W/k/FNqfwjaokf1IC75Syyq2P/PmzYvbNWu2QI3QNYVt8O1P06ZNa3RBG9ts9la1Of5iO7Q/tdYuzqjNSkfRP7Te/4Ty2gaNh3Vrtz2jlL9S1AT9aJnls9qvM+pug9YR4i6Vel11WqkN1bJna/3L21DnQhs6TW2oflytqg31P7rqtaG1mUxNOp22qtvtiheuvGoz+oGm7XatW7So14bGURTaUO3Xfyse9n2YYEzY39q4V1Sv4jaoTqGMyr+hchdpnhDXbsu/r0s/clXnS5XCBC0q/AMCjczVl9cIZcOPC23zshYtWugjzy3W98b4uttQkUpVpZo2jWsqK+9Q/J+hfBxn9Gs4XMnr2HhU8fD+LM0fa2flr1Wce07x931W5Y22IRxXqsurSnWPJf9eLj/hTdVvaGEblJ/vh/oue0/79Y8rbIPLOPep4qNUPmyDLKto0iSra5ClJVF0g46Z8GNb5at1TFeqDrUauVvlH/Fxvw26yA3rUOxx7cOXfV7l/Wf5oc9r217QtI9CXtugfT8zib+meN1jyb+rzMff0nKK2yD5fWTM+1rwZVpucRtee+01t+OOO36mbRitbcv/kyltwxZbbJHRNizT53CTlhN+bPttaJLNLtNxllU7cI+vr4+rTtlsLvdFKGPMJMXD41L9NphsNtRJ8RcVD8dVuIBxLvxDE+2f11SZusdS2M5UFL2l+Yf6D8qPa9vCuasfkx9ohZdrWfn2J5db2rVr11jnw+eRc2O1j8M2qE6VHTp0qP3ss88qS6z9sxYT2h+Vr9GylqqhybbK5e5X+clJ+azWlb/71trJ2sfh+sFvg46ZcGyoPZla97jXcvx1T/g8tH3+8bIhrmWFa06Nva3YSm1oVp+lttm3P/k/EPs2tHPneMaMGf44uErx5W2ojhddR9pMdXW9NlSxJWVlZb4lqteG2rh4F/NTihfbUJNO589ja+u3ock5rXN+pj7rYvujZeXbsXR6lj7dldvQOP5YB+xKbWjbtm3nZ2trr1H5Yhuqbagpq66OXdOm9drQEp3nny5dGrdu2fKf2kXPhfLaBi0zrDtrzLM6DkL76CeoHvm8tTNW+Bzybaj/HqjT/kh+X6j9UR0uLW5Dvg01L0+dOkfnSrEN9e1P8+bNc2VqU9Q2Xqd4sf2plkIbqnmLbaitqVnkj78Z06Y9rPLhV7rfBsm3ofpuUF3f9fmwDTo3Q36FNlTTCp/PG1rf8jbUmHwb6ty7Wu9Kbahvq3Xc12tDdX7m4kxmiS0pub7Y/mgb9P1aXb5sWc5UVNyp5f8rlFf7o7QglD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)
Ces tendances sont également confirmées par les données relatives aux permis de construction. Le nombre et la valeur des permis de construction pour des logements individuels ont diminué dans toutes les provinces et dans la plupart des grandes régions métropolitaines. Ces tendances ont été observées tant pour les rénovations que pour les constructions de logements neufs, bien que les baisses aient été plus modestes dans le cas des rénovations.
Pour les bâtiments de plusieurs logements contigus, la valeur et le nombre de permis de construction n’ont connu qu’une baisse modeste. Une croissance a été enregistrée dans certaines provinces, tandis qu’une baisse a été constatée dans d’autres. La majeure partie de la baisse était liée à la construction de nouveaux logements, bien que certaines provinces aient également vu la valeur et le nombre de permis de construction liés à des rénovations diminuer.
Les pressions sur les taux d’intérêt devraient persister jusqu’en 2024 avant de s’atténuer à partir de 2025. Les rapports Points saillants rattachés à Regard prospectif – Construction et maintenance 2024-2033 fournissent plus de détails sur ces tendances attendues.
Dans la troisième partie de cette série, dont la publication est prévue en juillet, nous examinerons les tendances qui ont influencé la croissance du secteur non résidentiel l’année dernière.