Pferd Burr Set Shank Tungsten Carbide General Purpose

• Burr Set Shank - Tungsten Carbide - General Purpose
• Need a range of burrs? Try PFERD's popular burr sets that include a sturdy carry case.
• PFERD tungsten carbide burrs are designed for machining materials of virtually any strength. Manufatured in compliance with the highest quality standards.

Advantages

• Highest stock removal performance through optimum matching of tungsten carbide, geometry, cut and coating, if necessary
• Improved comfort with reduced operator fatigue due to innovative cuts for high performance applications
• Very long tool life and high stock removal rates due to application oriented tool design
• Reduced wear of the drive system due to impact free work without chatter marks, thanks to the high concentricity

Cut Applications

• Similar to cut 3, but with cross cut
• Machining of cast iron, steel < 60 HRC, stainless steel (INOX), nickel-based alloys and titanium alloys
• High stock removal

Burr Applications

• Deburring
• Contouring
• Edge chamfering/rounding
• Milling out in preparation for build up welding
• Preparation of weld seams/weld dressing
• Cleaning cast material
• Modification of workpiece geometry

• Highest stock removal performance through optimum matching of tungsten carbide, geometry, cut and coating, if necessary
• Improved comfort with reduced operator fatigue due to innovative cuts for high performance applications
• Very long tool life and high stock removal rates due to application oriented tool design
• Reduced wear of the drive system due to impact free work without chatter marks, thanks to the high concentricity

Cut Applications

• Similar to cut 3, but with cross cut
• Machining of cast iron, steel < 60 HRC, stainless steel (INOX), nickel-based alloys and titanium alloys
• High stock removal

Burr Applications

• Deburring
• Contouring
• Edge chamfering/rounding
• Milling out in preparation for build up welding
• Preparation of weld seams/weld dressing
• Cleaning cast material
• Modification of workpiece geometry