SKF delivers its largest bearing to Peruvian customer

  Enquire / contact me

The three-tonne 241/900 sealed SRB is dimensionally equivalent to a standard SKF non-sealed version

SKF delivers its largest bearing to Peruvian customer
SKF delivers its largest bearing to Peruvian customer

SKF's Gothenburg factory has produced the company's largest sealed spherical roller bearing (SRB) to date. The '241/900' SRB is 50 per cent larger and three times heavier than the previous largest SKF sealed SRB.

Features and applications

Destined for a Polysius Polycom 8 roller press at a large copper mine in Peru, the three-tonne 241/900 sealed SRB is dimensionally equivalent to a standard SKF non-sealed version, with inner diameter (bore) of 900mm, outer diameter of 1,420mm and width of 515mm. The seal itself consists of a rubber over-moulded steel plate with the same profile and offering the same characteristics as those currently used with existing SKF sealed SRBs. The customer’s sealed SRB will be fitted to a horizontal shaft and will operate in extremely dusty conditions, with very fine stone dust from both the desert location itself and the grinding processes posing a major contamination risk.

Highly loaded application

The roller press is a highly loaded application (C/P of 2-3) subject to frequent shock loading; the predominantly radial loads, when coupled with the high level of contamination at the site, poses a significant risk of early bearing failure. SKF’s custom made seal aims to at least double the bearing service life by reducing the risk of contamination in this application significantly.   

Posted on November 7, 2017 - (406 views)
Related articles
How Our Robots See an Apple
Sensing Innovation for Process and Control
First results of the CLPA/PI initiative
New CPUs designed for use in dedicated PLCS
Product range extended with collaborative robot
Flexible line integration delivered by modular Linear Transfer System
Hannay Works Here
IR Temperature Sensors for Non-Contact measurement from -50° to +2200° C
All Springs are not Equal
Faster Than a Speeding Bullet