Shaft 1566 Steel 1.500 In D 48 In MPN:QS 1 1/2 L 48
The shaft made of 1.500 steel with an outer diameter of 48 inches is well suited for high load capacities and durable applications within industrial sectors that require heavy-duty machinery. Its strength allows it to support various components such as sprockets, gears or pulleys for efficient transmission of power along a linear motion path thus making it essential in automotive assembly lines or large manufacturing facilities producing heavy machinery requiring precise movement for production processes. Moreover, its 48 inches length makes it versatile when replacing broken shafts without requiring expensive custom-made replacements offering a cost-effective option for maintenance teams operating with limited budget and time constraints in factories, power plants or mills utilizing conveyor systems, cranes or hoists for their operations.
Technical Specifications
- Item Linear Bearing Quick Shaft
- Type 60 Case
- Shaft Dia. 1 1/2 in
- Dia. Tolerance Min. 1.499 in
- Dia. Tolerance Max. 1.499 in
- Length 48 in
- Material 1566 Carbon Steel
- Finish 8 Ra Max
- Min. Surface Hardness 60 Rc
- For Use With Thomson Linear Ball Bushing Bearings
Manufacturer Details
- Manufacturer: Thompson
- Condensed Mfg Number: QS112L48
- MPN: QS 1 1/2 L 48
Label Details
- Hazardous Material: N
- Green Material Flag: N
- Country of Origin: MX
- CA Prop 65 Wht Label: N
Classification Details
- GDS Category Name: Linear Shafting and Support Rails
- GDS Family Name: Linear Motion
- GDS Segment Name: Power Transmission
- UNSPSC: 23153030
- UNSPSC Class ID: 30
- UNSPSC Commodity Name: Holding and positioning and guiding systems and devices
- UNSPSC Commodity ID: 30
- UNSPSC Commodity Name: Linear motion guides
- UNSPSC Family ID: 15
- UNSPSC Family Name: Industrial process machinery and equipment and supplies
- UNSPSC Segment ID: 23
- UNSPSC Segment Name: Industrial Manufacturing and Processing Machinery and Accessories
Shipping Details
- Not For Sale In: HI AK PR
Product info last updated on November 3, 2023 11:47pm UTC Category: Linear Motion