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IMTS

June 05, 2024
TechCenter Danobat Inc

3 leading brands in precision at IMTS: Danobat, Overbeck and Hembrug 

Danobat, a global manufacturer of high-precision grinding and hard turning machines, will take part in the IMTS in Chicago this September 9-14. Danobat will bring to the exhibition the latest innovations in machining technologies for each of its three brands: Danobat, Overbeck and Hembrug.  

Established in the US in 1982, and with a TechCenter based in Rolling Meadows, IL, the team at Danobat Inc is looking forward to seeing its customers at the IMTS. 

 

Danobat

Located in the machine tool capital of Northern Spain, Danobat is a leader in the manufacturing of precision machinery and automated solutions. The company excels in developing solutions and processes for a wide range of industries and applications. 

At IMTS, Danobat presents the LG and CG high production external grinding machines. The family of LG machines is ideally suited for processing highly complex parts such as pump shafts, hydraulic precision components, gearbox transmission parts, cutting tools, and much more. CG, however, is the perfect combination of productivity, versatility and compact design.

 

Hembrug — LIVE DEMOS!

Headquartered in the Netherlands, Hembrug has been manufacturing ultra-precision lathes with its own hydrostatic technology since 1969. It is a leading brand in precision hard turning and hard turn/grind technology.

The Hembrug Mikroturn® 100 machine shown at IMTS is widely used for the finish manufacturing of bearings, mold & die components, tooling, small and large precision parts made from hardened or carbide materials. 

 

Overbeck

Overbeck is a prestigious German brand with more than 90 years of experience in the development and manufacture of high-precision internal, external, face and radius grinding machines. 

Overbeck will exhibit the IRD-400 high-precision internal, external, surface and radius grinding machine; a solution especially designed for grinding dies and molds. It results in maximum precision results for pieces with high geometric complexity.

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