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  Products >> Thomson Linear Motion >> Super Ball Bushing Bearings, Closed Type    
Thomson Ball Bushing Bearings   (Closed Type) for Continuing-Supported Applications
PRECISION STEEL BALL BUSHING™ BEARINGS – INCH

 
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THOMSON BALL BEARINGS


Thomson Ball Bearings Super Smart
Closed Type
Thomson Ball Bearings Super Smart
Open Type
Thomson Ball Bearings Super
Closed Type
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Open Type
Thomson Ball Bearings Precision Steel
Closed Type
Thomson Ball Bearings Precision Steel
Open Type
 
  • Specs
  • Drawing
*Not Normally Recommended
**P=Preload, C=Clearance
ΔSee chart on bottom of this page.

NOTE:
Part number is for a standard item.
Other options available: With Integral Wipers (Nom. Dia. .500 thru 1.500), Nylon Balls, Dry-Packed or Stainless Steel (up to 1.000 only).
 
Thomson Precision Steel Bearings
 
 
Precision Steel Ball Bushing™ Bearings (Closed Type)
(Dimensions in inches)
Part Number Nominal
Diameter
Length
C
Distance Between
Retaining Grooves
C1
Ret. Ring
Groove Min.
C2
No.
of Ball
Circ.
D
TA-4812 .250 .750/.735 .515/.499 .039 3 .5000/.4996
TA-61014 .375 .875/.860 .640/.624 .039 4 .6250/.6246
TA-81420 .500 1.250/1.235 .967/.951 .046 4 .8750/.8746
TA-101824 .625 1.500/1.485 1.108/1.092 .056 4 1.1250/1.1246
TA-122026 .750 1.625/1.610 1.170/1.154 .056 5 1.2500/1.2496
TA-162536 1.000 2.250/2.235 1.759/1.741 .068 5 1.5625/1.5621
TA-203242 1.250 2.625/2.605 2.009/1.991 .068 6 2.0000/1.9995
TA-243848 1.500 3.000/2.980 2.415/2.397 .086 6 2.3750/2.3745
TA-324864 2.000 4.000/3.980 3.195/3.177 .103 6 3.0000/2.9994
TA-406080 2.500 5.000/4.975 3.978/3.958 .120 6 3.7500/3.7492
TA-487296 3.000 6.000/5.970 4.728/4.708 .120 6 4.5000/4.4990
TA-6496128 4.000 8.000/7.960 6.265/6.235 .139 6 6.0000/5.9988

...above table continued
Part Number Working
Bore
Diameter
T
Recommended
Housing Bore
Precision Steel Ball
Bushing
Bearing/LinearRace
    Fit Up**
Precision Steel
Ball Bushing
Bearing Mass
lb
DynamicΔ
Load
Capacity
lbf
Normal Fit Press Fit
TA-4812 .2500/.2495 .5005/.5000 .4995/.4990 .0015C/.0005C .02 19
TA-61014 .3750/.3745 .6255/.6250 .6245/.6240 .0015C/.0005C .06 37
TA-81420 .5000/.4995 .8755/.8750 .8745/.8740 .0015C/.0005C .08 85
TA-101824 .6250/.6245 1.1255/1.1250 1.1245/1.1240 .0015C/.0005C .16 150
TA-122026 .7500/.7495 1.2505/1.2500 1.2495/1.2490 .0015C/.0005C .21 200
TA-162536 1.0000/.9995 1.5630/1.5625 1.5620/1.5615 .0015C/.0005C .38 350
TA-203242 1.2500/1.2494 2.0010/2.0000 1.9993/1.9983 .0015C/.0004C 1.10 520
TA-243848 1.5000/1.4994 2.3760/2.3750 2.3743/2.3733 .0016C/.0005C 1.43 770
TA-324864 2.0000/1.9992 3.0010/3.0000 2.9992/2.9982 .0020C/.0005C 2.75 1100
TA-406080 2.5000/2.4990 3.7510/3.7500 * .0023C/.0005C 5.50 1800
TA-487296 3.0000/2.9988 4.5010/4.5000 * .0026C/.0005C 9.50 2600
TA-6496128 4.0000/3.9980 6.0010/6.0000 * .0036C/.0004C 20.20 5000


 
 
Load/Life Graph (Lines indicate limiting load for given BALL BUSHING Bearing)
Thomson Products Determining Ball Bushing Bearing Size
To determine the proper Ball Bushing bearing size, enter the chart with the maximum load of the most heavily loaded bearing and the required travel life. Mark where the two lines intersect. All Ball Bushing bearing sizes that pass through or above and to the right of this point may be suitable for this application.

Note: For the purpose of using this chart:
Load on Most Heavily
Loaded Bearing
= Maximum Applied Load
K0
where:
K0 = the Load Correction Factor, which can be determined from the Polar Graph below.





Dynamic Load Capacity Correction Factor, K0
The Dynamic Load Capacity is based on a rated travel life of 2 million inches. The actual Dynamic Load Capacity can be affected by the orientation of the bearing or the direction of the applied load. For dynamic load correction factors, see polar graphs below.

Thomson Products
TA-4812
TA-61014
TA-81420
TA-101824
TA-122026
TA-162536
TA-203242
TA-243848
TA-324864
TA-406080
TA-487296
TA-6496128

Polar Graphs
The actual Dynamic Load Capacity of a Ball Bushing bearing is determined by the orientation of the bearing or direction of the applied load. The load Correction Factor Ko is found by knowing the direction of the applied load relative to the orientation of the bearing’s ball tracks and referring to the polar graph. To determine the actual Dynamic Load Capacity, multiply the proper correction factor by the Dynamic Load Capacity listed in the product table.
     
 
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