# EBM vs. SLM: Differences and Comparison

A comparison of EBM and SLM Powder Bed 3D printing technologies. Learn more now!

(Video SLM Powder bed fusion)

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3 minutes 21

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Introduction

There are several 3D printing technologies available for three-dimensionally printed products. Powder bed 3D printers are one of the many printer classifications. Powder bed 3D printers utilize various methods to melt or sinter the powder to print a product layer by layer to form a finished part. 3D printers require a three-dimensional drawing, usually a computer-aided design (CAD) file, to print a 3D product. The CAD file is converted to the numerous successive layers that will be printed in slicing software. The slicer sends this information to the 3D printer to initiate the printing process. The heat source for printing the powder is typically a laser or electron beam. Powder bed 3D printers are more precise than other printing technologies, allowing the creation of geometrically complex parts.

Electron Beam Melting (EBM) and a similar 3D printing technolgy, Selective Laser Melting (SLM), are powder bed technologies that print with metal alloy powder materials. One difference is that EBMs emit an electron beam rather than a laser (photons). EBM and SLM technologies produce strong, dense parts from metal powder. EBM prints conductive metals and alloys, including titanium, tantalum, stainless steel, tool steel, cobalt chrome, copper, and nickel alloy. Similarly, SLM is only used on select metal materials. SLM prints many similar materials, including pure metals like titanium, tool steel, copper, stainless steel, and cobalt chrome. SLM also prints aluminum, aluminum alloys, and precious metals

 [![EBM vs. SLM: Differences and Comparison](https://www.3ds.com/assets/invest/2023-03/ebm-vs-slm-min_0.jpg)](https://www.3ds.com/assets/invest/2023-03/ebm-vs-slm-min_0.jpg)

EBM Definition and Comparison to SLM

Electron Beam Melting (EBM) is an additive manufacturing process utilizing a 3D printing process and powdered metal. A magnetic field guides the electron beam produced by an electron gun. The EBM system creates a product from a three-dimensional drawing. The electron beam uses a super-heated tungsten filament to emit electrons in the vacuum chamber to heat the material. These electrons travel at approximately half of the speed of light and can attain temperatures up to 2,000*°*C*.* ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAATCAIAAAAf7rriAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAOxAAADsQBlSsOGwAAAMtJREFUOE9j/P//PwO5gIlcjSB9Q1jz9nRrRhCwTt+OFAJ3gMIQcaAMUOoOltD5vy3NKm3bbWCg3wazgAwQe4IVA4PVBLA4kJPGwACTgchDAPYA295dcMxqwsJ8TxWQdSr5pSCzsNn8H2Q3WAJu7zagTVYTwLbiBQxYZMFuxuZMdLVUj2cVNR0Ghiu3sAUvqr+x2qyqZcVwbNVWhO47E1GjEWYG9hABBRk8zGBhgBEWOPzsORMY6wwFquAkorqKIW1CgCpmVDGOwCwJAFP75Zbe8x6nAAAAAElFTkSuQmCC)

The electron beam melts the metal powder to create a finished object, layer by layer until completed. A vacuum chamber houses the printing process to prevent oxidation of the metal product in support of the manufacturing process. Occasionally, products require heat treatment to release the internal stresses in the finished product.

The EBM process delivers products that have excellent physical characteristics. The products are strong and dense but also lightweight. Products have a rough finish, may require additional surface finishing, and are less accurate than other 3D printing technologies. A key advantage of electron beam technology is printing speed - it can separate into several places to heat and print the powder simultaneously. The high-energy electron beam also preheats the powder prior to melting to help speed up the process.

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And the impurities are eliminated during the high-intensity electron beam melting process. The EBM 3D printing process primarily prints components in the aerospace and medical fields. Products are also manufactured in the automotive, defense, and petrochemical industries.

EBM 3D Printing Characteristics:

- Used on metals with high melting temperatures
- Temperatures are as high as 2,000°C
- High-density parts
- Few supports required
- Excellent mechanical properties
- Heat treatment is seldom required
- Up to 98% recycling of unused powder
- Typically fast part processing
- Limited material selection (only conductive materials and alloys)
- Expensive machines and materials
- Requires post-processing to negate poor surface finish
- Cooling period required
- The finished parts are not smooth
- Limited to smaller parts
- Proprietary technology
- Highly skilled technicians required to operate EBM equipment

In a comparison of EDM to SLM, the advantage of EDM include the following:

- EBM prints faster
- EBM can produce higher melt-temperatures

The disadvantages of EDM versus SLM are listed below:

- EBM can only be used on conductive materials
- EBM has less product accuracy
- EBM requires a vacuum chamber

SLM Definition and Comparison to EBM

Selective laser melting (SLM) utilizes a high-powered laser that melts the metal powder with one or more lasers. Up to 12 lasers can be used in the process. Unlike other lasers in 3D printing, SLM fully melts the material rather than sintering, which is fusing the material without attaining a liquid state.

As with EBM, SLM produces strong, dense parts with little material waste. SLM 3D printing is used to manufacture parts for aerospace, automotive, medical, dental, and industrial tooling and components.

SLM 3D Printing Characteristics:

- Low porosity
- Strong parts
- Good dimensional accuracy
- Low material waste
- Internal stresses
- Ability to print entire assembly
- Rough finish

The advantages of SLM, when compared to EDM, are:

- SLM can print entire parts or assemblies rather than just components
- SLM has the option to print at high speed or a high accuracy
- SLM has a more extensive range of materials
- Can have multiple lasers (up to 12)

The disadvantages of SLM versus EDM include the following:

- SLM is slower printing than EBM (single beam)
- SLM parts can have internal stresses

What Are the Mutual Alternatives to EBM and SLM

There are alternative 3D printing processes to EBM and SLM. They include the following:

- Direct Metal Laser Sintering (DMLS) - Similar to SLM, DMLS uses a fiber laser to melt the powder. DMLS has superior accuracy but lower density. DMLS also requires more support structures.

- Directed-Energy Deposition (DED) – DED also prints metals, but the material options include filaments and powder. DED can print polymers and ceramics in addition to strong, dense metals. DED can print multiple materials quickly and produce larger products.
- Selective Laser Sintering (SLS) is very similar to SLM. The key difference is that SLM prints plastic rather than metal.

Summary

To summarize, EDM and SLM are powder bed fusion metal 3D printing technologies that utilize a high-intensity heat source to melt a metal powder and produce strong products that are dense. EBM can only process conductive metals and requires a vacuum chamber.SLM can have up to 12 lasers to speed printing and print entire component assemblies.

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 ![EBM VS SLM](https://www.3ds.com/assets/invest/2023-03/ebm-vs-slm-min.jpg)

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