BALL RUNNER BLOCK CARBON STEEL KWE-045-SNH-C1-P-1

***Disclaimer: The following summary contains information gathered from various sources such as product descriptions, technical specifications and catalogs. While efforts have been made to provide accurate details, inaccuracies may occur. It is advised to verify all information by contacting Bosch Rexroth directly.***
The Bosch Rexroth B.RUNNER BLOCK CS KWE-045-SNH-C1-P-1 (R205E41220) is a high-precision BSCL ball runner block designed for linear motion applications requiring restricted space in the transverse direction and high rigidity. This runner block is made from unalloyed steel CS, ensuring durability and robust performance. It comes in a slimline, normal, and high format (SNH) without a ball chain, featuring an initial lubrication and preservation for immediate use. With its precise accuracy class P and low preload class C, this runner block offers smooth movement with minimal friction coefficient values between 0.01 to 0.02 without seal friction. It is capable of operating within an ambient temperature range of -10°C to +100°C, allowing for versatility across various environments while maintaining performance integrity. The unit has an overall length of . mm and boasts high load capacities with greater rigidity compared to the SNS series. It's compatible with different sizes of profiled rail systems including Size B, H, K, E, T, N, S, and A. Each size corresponds to specific dimensions and tolerances that cater to the needs of diverse applications. Furthermore, the B.RUNNER BLOCK CS KWE-045-SNH-C1-P-1 features impressive static and dynamic load ratings along with torsional moment load capacities that ensure stable operation under various loads. The runner block's design facilitates interchangeability with guide rails across all accuracy levels for enhanced flexibility in system design. This product also includes standard sealing SS for protection against contaminants and a weight specification that underscores its suitability for applications where weight optimization is critical. Its nominal size allows it to integrate seamlessly into existing systems or new designs where precision linear movement is paramount.