Le climat des affaires allemand est tiré vers le bas par la récession prolongée de l’industrie. La production industrielle au sens large (construction incluse) s’est contractée sur 10 des 12 derniers trimestres (en anticipant un nouveau trimestre négatif au T4 2024). La baisse cumulée atteint 8,4% (-14,7% vs. le pic de fin 2017, cf. graphique). Cette dynamique explique le faible niveau de l’IFO en décembre et janvier (à son plus bas, hors Covid-19, depuis la crise de 2008).
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)
L’industrie et la construction (le tiers du PIB allemand) ont donc pesé sur la croissance du PIB. Ils expliquent que cette dernière bascule de nouveau en territoire négatif au T4 et sur l’ensemble de l’année 2024 (-0,2% à chaque fois), prolongeant une quasi-stagnation qui dure depuis 3 ans. Un début de rebond semble se manifester, avec des nouvelles commandes à l’industrie (en moyenne mobile sur 6 mois) en hausse de 4% entre août et décembre 2024. L’atonie devrait toutefois se prolonger au T1 2025 (prévision à +0,1% t/t), notamment sous le poids de deux incertitudes.
La première tient aux élections législatives qui seront organisées le 23 février prochain, à la nature de la coalition qui en sortira (la CDU/CSU domine les sondages mais une coalition à trois partis, avec le SPD et les Verts, pourrait s’avérer nécessaire), et donc à la rapidité avec laquelle le prochain gouvernement pourra agir.
Les deux dynamiques défavorables qui affectent la confiance des ménages (-22,4 en février selon l’indice GFK) devront notamment être inversées : 1/ La remontée du chômage, pour le moment modérée (à 3,4% en déc. 2024 contre un plus bas de 2,9% mi-2023), qui devrait se poursuivre ; 2/ un surcroît d’inflation au regard du reste de la zone euro (2,8% a/a en janvier en Allemagne contre seulement 1,8% en France et 1,7% en Italie selon l’indice harmonisé), notamment lié à une hausse plus prononcée des prix de l’énergie (vs. 2021) et des salaires.
La deuxième incertitude tient au commerce extérieur. Ce dernier ne soutient plus la croissance allemande depuis près de 5 ans. Les exportations de biens et services, voisines au T3 2024 de leur niveau de 5 ans auparavant, seraient descendues en deçà au T4 selon les premiers commentaires de Destatis (contre des exportations plus élevées de 5,5% en France sur la même période). De plus, si le président Trump annonçait le 18 février prochain des tarifs douaniers à l’encontre de l’Europe, cela pourrait aggraver ces problématiques. Or, l’Allemagne représente près de la moitié de l’excédent européen vis-à-vis des États-Unis, notamment dans des secteurs qui pourraient être ciblés (i.e. l’automobile).
Stéphane Colliac (achevé de rédiger le 5 février 2025)