# DMLS et EBM : différences et comparaisons

Comparaison des technologies d'impression 3D DMLS et EBM (lit de poudre). En savoir plus !

Introduction

L'impression 3D fait appel à toute une série de technologies et de types de matériaux différents pour produire une pièce imprimée en 3D. Plusieurs méthodes d'impression utilisent des matériaux en poudre au lieu de filaments. Le frittage laser direct de métaux (DMLS) est l'une des technologies les plus populaires par rapport à la fusion par faisceau d'électrons (EBM),

mais il existe plusieurs similitudes. La différence réside dans le processus de fusion de la poudre.

Le DMLS utilise un laser à fibre haute puissance pour faire fondre la poudre de métal, couche par couche, afin de construire des objets en 3D. Les EBM utilisent un faisceau de particules électroniques appelé fusion par faisceau d'électrons (EBM) pour faire fondre la poudre afin de produire des pièces. Un canon à électrons génère un faisceau d'électrons dirigé à grande vitesse sur le lit de poudre. La chaleur du faisceau d'électrons fait fondre la poudre, formant une couche solide.

Les autres technologies d'impression 3D qui utilisent de la poudre pour produire des pièces sont les suivantes :

- le frittage sélectif par laser (SLS)
- Fusion sélective par laser (SLM)
- Jet de liant
- Fusion à jets multiples (MJF)
- Impression 3D PolyJet

 [![DMLS et EBM : différences et comparaisons](https://www.3ds.com/assets/invest/2023-03/dmls-vs-ebm-min_0.jpg)](https://www.3ds.com/assets/invest/2023-03/dmls-vs-ebm-min_0.jpg)

Définition de la DMLS et comparaison avec l'EBM

Le frittage laser direct de métaux (DMLS) est une technologie d'impression 3D qui utilise un lit de poudre et un laser pour fabriquer des produits métalliques, notamment pour le prototypage rapide et la production de masse. Ces pièces sont produites à partir d'un dessin de conception assistée par ordinateur (CAO) tridimensionnel converti pour imprimer chaque couche du produit. Limité aux poudres d'alliages métalliques et aux dérivés de métaux, le DMLS fritte les poudres (et non les fait fondre) à l'aide d'un laser à fibre pour créer chaque couche de produit. Le frittage chauffe les particules de poudre jusqu'à ce qu'elles atteignent un état d'excitation qui les soude les unes aux autres. Les pièces sont plus poreuses en raison du frittage, ce qui permet de combiner des plastiques avec des métaux.

La chambre de construction DMLS contient un gaz inerte pour éviter l'oxydation pendant l'impression du produit. Une imprimante EBM empêche l'oxydation grâce à une chambre à vide. Des supports supplémentaires sont nécessaires pour limiter la déformation du produit. Les diverses applications du DMLS comprennent l'aérospatiale, le médical, le dentaire, la bijouterie, la joaillerie et les prototypes.

Caractéristiques de l'impression 3D DMLS :

- Impression directe de matériaux et impression de poudres mixtes
- Large choix de matériaux
- Bonne finition de surface
- La poudre métallique qui n'est pas frittée peut être réutilisée.
- Pièces raisonnablement solides
- Problèmes de porosité
- Faibles volumes de fabrication
- Équipement coûteux

Les avantages de la DMLS par rapport à l'EDM sont les suivants :

- Impression à haute résolution
- Plus grand choix de matériaux

Les inconvénients de la DMLS par rapport à l'EBM sont énumérés ci-dessous :

Les pièces DMLS présentent une porosité, qui peut être contrôlée mais pas éliminée.
La DMLS ne permet pas d'imprimer des matériaux ou des conceptions de produits ayant des points de fusion élevés.
Les pièces DMLS subissent des contraintes internes alors que l'EBM les soulage grâce à son environnement à température plus élevée.

EBM Definition and Comparison to DMLS

La fusion par faisceau d'électrons (EBM) est un procédé d'impression 3D de fabrication additive qui utilise la fusion sur lit de poudre pour imprimer des produits. Le métal en poudre est fondu par un faisceau d'électrons à haute énergie qui produit un flux d'électrons. Un champ magnétique guide le flux d'électrons pour développer les pièces dans un processus couche par couche en utilisant le dessin du produit tridimensionnel. Le processus EBM se déroule dans une chambre à vide afin de le protéger de l'oxydation des matériaux métalliques. La chambre de fabrication peut être chauffée à 1 000 °C ou plus.

La différence avec le DMLS est que l'EBM utilise un puissant faisceau d'électrons pour faire fondre le matériau, alors que le DMLS utilise un laser. Le faisceau d'électrons disperse plus d'énergie que le laser et peut se déplacer à des vitesses plus élevées. Le faisceau peut être divisé et faire fondre plusieurs zones simultanément. Ainsi, le faisceau peut préchauffer chaque couche avant la fusion et produire un produit final plus solide et de haute densité. Bien que de nouveaux matériaux soient en cours de développement pour l'EBM, le caractère unique de ce procédé fait que le choix des matériaux pour l'EBM se limite aux matériaux et alliages conducteurs. En outre, comme les pièces EBM sont plus résistantes, moins de supports sont nécessaires pendant l'impression.

Les matériaux disponibles dans le commerce pour l'EBM sont les suivants

- le cobalt-chrome
- le cuivre
- Alliage de nickel
- l'acier inoxydable
- Tantale et alliage de titane et de tantale
- Acier à outils
- Titane et alliages de titane

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)

Les produits EBM ont des propriétés mécaniques supérieures, ce qui les rend idéaux pour l'aérospatiale, l'automobile, la défense, la médecine et les industries pétrochimiques. De plus, le processus est très durable, puisque 95 à 98 % de la poudre inutilisée est recyclée.

Caractéristiques de l'impression 3D EBM :

- Pièces de haute densité
- Peu de supports nécessaires
- Excellentes propriétés mécaniques
- Le traitement thermique est rarement nécessaire
- Recyclage jusqu'à 98 % de la poudre non utilisée
- Traitement des pièces généralement rapide
- Choix limité de matériaux (uniquement les matériaux et alliages conducteurs)
- Machines et matériaux coûteux
- Nécessité d'un post-traitement pour compenser un mauvais état de surface
- Longue période de refroidissement après l'impression.
- Limité aux petites pièces

Les avantages de l'EBM par rapport à la DMLS sont les suivants :

L'EBM est plus rapide car son puissant faisceau est réparti en plusieurs endroits et chaque couche est préchauffée.
L'EBM peut traiter des températures de fusion beaucoup plus élevées.

Les inconvénients de l'EBM par rapport à la DMLS sont les suivants :

- L'EBM ne peut imprimer que des métaux conducteurs
- L'EDM doit imprimer dans une chambre à vide
- Choix limité de matériaux
- Équipement plus coûteux

Quelles sont les alternatives mutuelles au DMLS et à l'EBM ?

L'alternative au DMLS et à l'EBM est la fusion sélective par laser (SLM), une technologie de fabrication additive similaire qui utilise un laser pour faire fondre la poudre de métal. Elle fait également fondre la poudre couche par couche pour produire des pièces en 3D. Le SLM 3D est souvent utilisé pour des applications médicales, aérospatiales et automobiles. La SLM imprime également dans un environnement de gaz inerte.

Parmi les autres technologies comparables à la DMLS, on peut citer le Binder Metal Jetting (BMJ). La technologie BMJ utilise un liant pour relier les particules de poudre métallique de chaque couche. Le BMJ ne nécessite pas de support comme le DMLS ; il imprime rapidement et produit une excellente finition de surface. Les produits BMJ nécessitent un post-traitement.

Les technologies similaires à l'EBM (en plus de la DMLS) comprennent le dépôt par énergie dirigée (DED). Le DED fait passer un fil métallique dans une buse d'impression chauffée pour l'imprimer. Le produit final présente d'excellentes caractéristiques mécaniques, similaires à celles des produits EBM.

Résumé

En résumé, la DMLS et l'EDM sont toutes deux des technologies d'impression 3D de métaux par fusion sur lit de poudre qui utilisent une source de chaleur pour faire fondre une poudre métallique. Toutes deux nécessitent une chambre à vide et un refroidissement après impression. L'EBM (fusion par faisceau d'électrons) produit des pièces très denses mais présente un mauvais état de surface. Le DMLS produit également des pièces très denses, mais avec un meilleur état de surface.

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