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Constant Section (CS) Bearings
Constant section (CS) bearings are a type of thin section bearing that maintains a consistent cross-section regardless of bore size, offering uniform performance across various applications. These bearings are widely used in wind turbines, medical imaging equipment, and industrial machinery.
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Total 1723 Results
Part Number
Interchangeable
System of Measurement
For Load Direction
Bore Dia
Outer Dia
Width
Static Radial Load
Static Thrust Load
Weight
price($)
KC110CP0
KAYDON
Inch
Radial
11"
11.75"
0.375"
5470 lbf
1.16 lbs
193.53
KC110XP0
KAYDON
Inch
Four Point Contact
11"
11.75"
0.375"
5470 lbf
13680 lbf
1.16 lbs
206.16
KD110AR0
KAYDON
Inch
Angular Contact
11"
12"
0.5"
9080 lbf
7960 lbf
2.05 lbs
258.27
KD110CP0
KAYDON
Inch
Radial
11"
12"
0.5"
7180 lbf
2.06 lbs
213.44
KD110XP0
KAYDON
Inch
Four Point Contact
11"
12"
0.5"
7870 lbf
19670 lbf
2.06 lbs
232.01
KF110AR0
KAYDON
Inch
Angular Contact
11"
12.5"
0.75"
15880 lbf
15500 lbf
4.75 lbs
280.71
KF110CP0
KAYDON
Inch
Radial
11"
12.5"
0.75"
13260 lbf
4.8 lbs
231.17
KF110XP0
KAYDON
Inch
Four Point Contact
11"
12.5"
0.75"
13260 lbf
33150 lbf
4.8 lbs
240.65
KG110AR0
KAYDON
Inch
Angular Contact
11"
13"
1"
22750 lbf
24440 lbf
8.68 lbs
296.49
KG110CP0
KAYDON
Inch
Radial
11"
13"
1"
19700 lbf
8.6 lbs
274.64
KG110CPO
KAYDON
Inch
Radial
11"
13"
1"
19700 lbf
8.6 lbs
274.64
KG110XP0
KAYDON
Inch
Four Point Contact
11"
13"
1"
19700 lbf
49250 lbf
8.6 lbs
599.9
NA110AR0
KAYDON
Inch
Angular Contact
11"
11.5"
0.25"
3940 lbf
2810 lbf
0.5 lbs
290.18
NA110CP0
KAYDON
Inch
Radial
11"
11.5"
0.25"
3410 lbf
0.52 lbs
192.44
Consistent Cross-Section Across Sizes
The defining characteristics of constant section (CS) bearings is their fixed radial cross-section (the dimension between the bore and the outer diameter, and the width), which remains almost constant within a variety of bore diameter ranges in a specific series.
Unlike standard bearings where the cross-section increases with bore size, this “constant bearing” characteristic ensures predictable dimensions regardless of the shaft size chosen from that series, simplifying multi-shaft system designs.
Optimized Space Utilization
The constant section (CS) bearings design excels in applications in the limited space (particularly radial space), but varying shaft sizes might be needed.
Because the cross-section doesn’t grow significantly with the bore, designers can accommodate larger shafts without increasing the housing diameter or overall machine envelope.
If you need to upgrading shaft capacity within an existing design footprint, or standardizing housing components across different models, the constant section (CS) bearing will be your ideal choice.
Simplified Design and Inventory
In constant section (CS) bearings, the “constant” of the cross-section simplifies the design process. Engineers can often utilize similar or identical housing bore dimensions for multiple shaft sizes within the same CS bearing series.
This standardisation can lead to reduced design complexity, easier manufacturing setups, and potentially lower inventory costs, because a series of products may only require a relatively small number of relevant unique components (such as casings or seals).
FREQUENTLY ASKED QUESTIONS
What's the main difference between Constant Section and standard bearings?
The key difference is how the cross-section behaves as the bore size changes within a series.
Constant section (CS) bearings maintain a nearly identical cross-section, while standard bearings have a cross-section that increases with the bore diameter.
Are Constant Section bearings always "thin"?
While many Constant Section (CS) Bearings are also thin section bearings (small cross-section relative to bore), the term "constant section" specifically emphasizes the consistency of that cross-section across different sizes, not just its absolute thinness.
What applications benefit most from Constant Section bearings?
Applications requiring compact design across multiple, similar machines with varying shaft sizes, or where standardizing housing components is advantageous. Examples include robotics, semiconductor equipment, and medical devices.
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