# Trumponomics : l’économie selon Donald Trump
**Date de l'événement :** 20/01/2026
* Publié le 20/01/2026

### Date
20/01/2026

## Chapô
**Un an après l’investiture de Donald Trump pour un second mandat, les grandes orientations de sa politique économique se dessinent nettement : guerre commerciale généralisée, baisses d’impôts, pressions accrues sur la Réserve fédérale, ou encore dérégulation au service des énergies fossiles et de l’intelligence artificielle. Christophe Blot, économiste à l’OFCE, dresse un bilan provisoire du mercantilisme trumpien.**

## Corps du texte
Un an après l’investiture de Donald Trump pour un second mandat, les contours de la politique économique américaine pour les prochaines années se dessinent précisément. Sans surprise, les mesures mises en place au cours de cette première année ont été largement conformes à ce qui avait été annoncé durant la campagne présidentielle1. Ainsi, les droits de douane ont été fortement augmentés à partir du mois de mars 2025. La loi budgétaire votée au début de l’été 2025 se traduit certes par quelques coupes dans les dépenses mais surtout par des réductions d’impôts. À présent, la pression politique sur les décisions de politique monétaire de la Réserve fédérale s’intensifie, comme en témoigne la perspective d’une mise en accusation de son président Jerome Powell2. Enfin, Donald Trump souhaite encourager la production d’énergie fossile et favoriser le développement de l’intelligence artificielle. S’il est prématuré de faire un bilan, il est toutefois possible d’en faire une analyse3. Bien que la croissance américaine reste bien plus dynamique que celle de la zone euro, l’activité devrait ralentir par rapport à 2023 et 2024. L’inflation, qui avait fortement baissé après son pic de 2022 devrait se stabiliser au-dessus de l’objectif de la banque centrale. Les inégalités risquent de se creuser et la dette devrait continuer à augmenter.

Vers un échec de la politique mercantile ?
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Plus encore que lors de son premier mandat, Donald Trump fait de la guerre commerciale une pierre angulaire de son programme économique en ciblant non seulement la Chine, mais aussi l’ensemble des partenaires économiques des États-Unis. Cela se traduit principalement par une hausse des droits de douane qui retrouvent un niveau qui n’avait pas été observé depuis la fin des années 1930. Ces décisions ont provoqué d’importantes turbulences sur le commerce mondial. Depuis décembre 2024, les importations américaines ont d’abord bondi puis chuté4. Les recettes fiscales tirées de ces droits de douane ont fortement augmenté atteignant un peu plus de 82 milliards de dollars sur le troisième trimestre 2025 et devraient dépasser 300 milliards de dollars en 2026 (soit près de 1 point de PIB). On est toutefois bien loin des recettes fiscales annuelles collectées par l’État fédéral au titre des impôts sur le revenu et dans une moindre mesure des recettes liées à l’impôt sur les sociétés (voir graphique ci-dessous). 

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Ainsi, contrairement à ce que Donald Trump avait parfois laissé entendre pendant la campagne, il est illusoire de penser que ces recettes douanières pourraient se substituer aux impôts fédéraux. Elles ne devraient même pas couvrir le coût des mesures de baisses d’impôts prévues dans le budget. Pour autant, ce que les ménages gagnent en impôts sur le revenu, ils le perdront partiellement en pouvoir d’achat puisque les droits de douane agissent comme une taxe sur la consommation de biens importés. Le coût de la politique tarifaire pour les ménages américains est estimé à environ 1400 dollars en 2026 par [Tax Foundation](https://taxfoundation.org/research/all/federal/trump-tariffs-trade-war/). Ce coût devrait être plus élevé pour les ménages en bas de la distribution des revenus que pour les ménages les plus aisés. 

Sur le plan macroéconomique, les estimations convergent pour indiquer un impact négatif de l’augmentation des droits de douane sur la croissance qui résulte d’une baisse du pouvoir d’achat des ménages et de coûts supplémentaires pour certaines entreprises5. Parallèlement, les droits supplémentaires se répercuteront sur l’inflation qui devrait se maintenir au-dessus de l’objectif de 2 % de la banque centrale américaine (la Réserve fédérale) en 2026.

Politique budgétaire et monétaire : entre recul de l’aide sociale et inflation
------------------------------------------------------------------------------

La politique budgétaire représente l’autre volet majeur de la politique économique mise en œuvre par Donald Trump et dont les principales orientations ont été intégrées dans la loi budgétaire (One Big Beautiful Bill Act, OBBBA) votée en juillet 2025 par le Congrès. Alors que le début de l’année 2025 avait été marqué par les annonces de coupes drastiques dans les dépenses, cette loi fait surtout la part belle aux réductions d’impôts6. L’objectif affiché est de stimuler l’économie en soutenant le pouvoir d’achat des ménages. À court terme, ce budget devrait toutefois avoir des effets limités sur la croissance7. L’effet de long terme pourrait même être négatif si l’augmentation de la dette publique induite (voir graphique ci-dessous) pousse les taux d’intérêt à la hausse, ce qui réduirait l’investissement et la croissance.

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Il faut enfin ajouter que ces baisses d’impôts bénéficieraient plutôt aux ménages les plus aisés tandis que les ménages les plus pauvres seront pénalisés par la baisse des fonds alloués à  certains programmes de dépenses sociales. Ainsi, les ménages américains du bas de la distribution des revenus risquent d’être les grands perdants de cette politique économique.

Sur le plan monétaire, bien que la banque centrale soit indépendante, Donald Trump exerce une forte pression pour que la baisse des taux d’intérêt soit plus rapide. Les attaques et critiques contre Jerome Powell se sont multipliées et Donald Trump ne cache pas son désir de le voir partir, ce qui sera de toute façon le cas puisque son mandat arrive à terme au mois de mai 2026. Ainsi, l’enjeu est plutôt de savoir qui sera nommé pour le remplacer et si cette nomination, faite par Donald Trump, se traduira par une moindre indépendance. Notons qu’il n’est pas envisagé de modifier les statuts de la banque centrale et que ses décisions ne sont pas prises par son président, mais par un comité qui, jusqu'ici, s’est plutôt montré en accord avec les décisions de politique monétaire. À terme, la question de l’orientation de la politique monétaire et de l’indépendance de la Réserve fédérale pourrait avoir une incidence sur l’inflation. Si le comité cède aux pressions politiques, la banque centrale pourrait accorder moins d’importance à son objectif de stabilité des prix.

Du côté de la politique de l’offre, Donald Trump réduit l’ensemble des réglementations qui peuvent freiner la production d’énergie fossile et l’innovation financière et technologique. Son retour à la Maison Blanche a été de nouveau marqué par la sortie des Accords de Paris pour le climat. Pour autant, il n’est pas certain que les capacités de production de pétrole augmentent selon l’Energy Information Administration (EIA) dans la mesure où une part importante des investissements a déjà été réalisée. Les sources de croissance devraient plutôt se trouver du côté du développement de l’intelligence artificielle, secteur stratégique pour l’innovation et le maintien du leadership américain sur les nouvelles technologies. À court terme, cela se traduit par des investissements importants en équipements informatiques et en produits de la propriété intellectuelle, qui ont largement soutenu la croissance du premier semestre 2025. Parallèlement, les perspectives de développement du secteur ont aussi alimenté une flambée des cours boursiers, suscitant la crainte d’une bulle dont l’éclatement pourrait fragiliser le système financier et ternir les perspectives de croissance.

Notes de bas de page :

1\. Voir [ici](https://www.ofce.sciences-po.fr/pdf/pbrief/2025/OFCEpbrief140.pdf) notre analyse des conséquences économiques, sociales et environnementales du programme.

2\. Voir [ici](https://www.lemonde.fr/economie/article/2026/01/12/jerome-powell-le-president-de-la-fed-vise-par-une-convocation-du-ministere-de-la-justice-americain_6661428_3234.html).

3\. Pour plus de détails, voir [Trumponomics : les effets de la politique économique américaine.](https://www.ofce.sciences-po.fr/prev/prev2509/es/trumponomics/usa_version_longue.html)

4\. De nombreux importateurs ont en effet choisi d’anticiper leurs achats en début d’année avant l’application des droits de douane.

5\. Voir par exemple cette analyse des économistes du CEPII sur les effets de long terme des tarifs douaniers : [https://www.ofce.sciences-po.fr/pdf/revue/27-189OFCE.pdf](https://www.ofce.sciences-po.fr/pdf/revue/27-189OFCE.pdf).

6\. Voir le [Blog de l’OFCE](https://www.ofce.sciences-po.fr/blog2024/fr/2025/20250319_CB/) du 19 mars 2025 sur les questions liées aux coupes budgétaires.

7\. Voir par exemple cette analyse de [Yale Budget Lab](https://budgetlab.yale.edu/research/long-term-impacts-one-big-beautiful-bill-act-enacted-july-4-2025). Une autre évaluation faite par [Tax Foundation](https://taxfoundation.org/research/all/federal/one-big-beautiful-bill-act-tax-changes/) indique un effet positif de 1,2 point de PIB à long terme.

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