B K Jagan & Co 50x90x24mm Tapered Roller Bearing, 32210

Name: B K Jagan & Co 50x90x24mm Tapered Roller Bearing, 32210
Brand: B K Jagan & Co
SKU: MSNL5GL77YJPK4
Price: 1219 INR
Availability: OutOfStock

₹1,219 (Incl. of all taxes)

₹1,033 + ₹186 GST

MRP ₹1,912 36% OFF

AVAILABLE ON REQUEST

About This Product

Key Features

The Inner & Outer Ring Rare Segments of Cones & the Rollers are Tapered so that the Conical Surfaces of the Raceways & the Roller Axes if Projected, Would All Meet at a Common Point on the Main Axis of the Bearing.
This Geometry Makes the Motion of the Cones Remain Coaxial, with No Sliding Motion Between the Raceways & the Outside Diameter of the Rollers, Conical Geometry Creates a Linear Contact Patch Which Permits Greater Loads to be Carried than with Spherical (Ball) Bearings Which Have Point Contact.
The Geometry Means that the Tangential Speeds of the Surfaces of Each of the Rollers are the Same as Their Raceways Along the Whole Length of the Contact Patch & No Differential Scrubbing Occurs.

Product Specifications

Brand	B K Jagan & Co
Bearing Number	32210
Bore Diameter	50 mm
Outer Diameter	90 mm
Type of Roller Bearing	Tapered
Notes	Images are for Reference Purposes Only
Width	24 mm
Country of origin	India
Manufacturer Details	SCO 40, Sector 28-C, Chandigarh-160002, India
Packer Details	SCO 40, Sector 28-C, Chandigarh-160002, India
Common/Generic Name	Roller Bearings
Dimensions LxWxH	5x9x2.4 cm
Weight	300 g

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Product Details

The B K Jagan & Co 50x90x24mm Tapered Roller Bearing 32210 features precisely engineered inner and outer ring cones and tapered rollers, ensuring all conical surfaces align at a common point on the main bearing axis. This design keeps the conesâ€™ motion coaxial with no sliding between raceways and rollers, creating a linear contact patch that supports higher loads compared to spherical bearings with point contact. The consistent tangential speeds along the roller surfaces eliminate differential scrubbing, enhancing durability and performance in demanding roller bearing applications.

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