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High Precision Ball Bearings - Kraftmek

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Form and running accuracy<br />

Low vibration level and high running accuracy are ensured<br />

by random sample production control on the rings and<br />

the balls. Form accuracy and surface finish are checked<br />

by using advanced precision measuring instruments,<br />

the runouts of assembled bearings are checked 100%.<br />

Apart from highly advanced manufacturing machines<br />

constant production control ensures the uniform quality<br />

of GMN high precision ball bearings.<br />

Sophisticated measuring systems and quality assurance<br />

methods ensure a high degree of accuracy, low friction,<br />

a high degree of quiet running, highest speeds and a<br />

long service life.<br />

Vibration<br />

The vibration level depends, among other things, on:<br />

• Form accuracy and surface finish of raceways and<br />

balls<br />

• Cage design<br />

• Cleanliness and method of lubrication<br />

<strong>Ball</strong> pass frequency f AR on the outer ring<br />

Z<br />

f AR = · f i ·<br />

2<br />

<strong>Ball</strong> pass frequency f iR on the inner ring<br />

Z<br />

f iR = · f i ·<br />

2<br />

D<br />

1 – W<br />

cos <br />

T 0 [1/sec]<br />

D<br />

1 + W<br />

cos <br />

T 0 [1/sec]<br />

A 100% vibration test is carried out with all GMN high<br />

precision ball bearings. The spectral analysis carried out<br />

regularly by taking random samples gives information<br />

on the inner and outer ring as well as ball form accuracy.<br />

The vibration spectrum of a ball bearing is essentially<br />

discreet, the dominating frequencies are design related.<br />

The specific frequencies of a bearing can be calculated<br />

with the aid of the formulae shown opposite.<br />

<strong>Ball</strong> spin frequency f w<br />

f<br />

f w = i T D<br />

· – W<br />

cos 2 <br />

2 T<br />

0 [1/sec]<br />

D W<br />

Cage rotation frequency f K<br />

f<br />

f K = i D<br />

· 1 – W<br />

cos <br />

2 T 0 [1/sec]<br />

f i<br />

= Shaft frequency 1/sec<br />

D w<br />

= <strong>Ball</strong> diameter in mm<br />

T = Pitch diameter in mm<br />

Z = Number of balls<br />

0<br />

= Contact angle<br />

…about the product<br />

19

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