![]() |
A LABVIEW miniexpert to identify bearing defects automatically![]() |
![]() |
![]() |
![]() |
| The test rigs with hydraulic jack, the test bearings and the variable
speed drive.
Not shown: a hydraulic unit for lube and high-pressure jack (100bars). |
One of the bearings tested FAG 1215TV test bearing: completely separable to introduce calibrated defects on races and balls. Inner bores are 75 mm. Shocks were measured with resonant accelerometers at first (fres at ca 5 KHz). Later normal off-shelf general-purpose accelerometers were used instead to use standard accelerometers from conventional monitoring system. Their response were digitally high-passed to eliminate low-frequency contributions of vibrations and get true shock signatures. |
| Raw signatures :Sound bearing: typically gaussian noise. Surface roughnesses in bearings exhibit very little spatial correlation. As a result, sound bearings tend to produce acoustic responses that are almost gaussian noise. Such a noise is characterized by a Kurtosis (random variable) close to 3. | ![]() |
| Outer race defect: Succession of shocks with about the same amplitude whose spacing can be derived from the B(all)P(assing)F(requency)O(uter) race characteristic frequency of the bearing, depending on the pitch diameter, the ball (roller) diameter, the number of the rollers (balls), the angle of contact (if any) and the shaft rpm. Rotational speed is 1500 rpm in this example obtained with a calibrated defect on the outer race of a SKF22NU15EC As all other responses they are digitally high-filtered from 2 KHz on. | ![]() |
| Inner race defect: Succession of shocks modulated over a period corresponding to a shaft rev. Shock spacing corresponds to a B(all)P(assing)F(requency)I(inner) race that can be computed from standard formulae, knowing the pitch diameter, the ball diameter, the speed and the contact angle. Shaft rpm is again 1500 rpm like in all following signatures. | ![]() |
| Roller (roller)surface defect: Same remark as before except that shock spacing corresponds to twice the characteristic B(all)S(pin)F(requency) and is modulated with a period corresponding to one cage rev. | ![]() |
| Suppose that a surface defect appears at the surface of a ball (roller)
as shown below. This defect will cause successive shocks as it encounters
either the inner or the outer race. If the load carried by the bearing
is vertical downward, such shocks tend to increase with the pressure between
roller and races. This pressure reaches a maximum when the contact between
the defect and the races are aligned with the load zone. That is the case
when the defect is below. As the positions of the contacts depart from
the vertical, the shocks they produce decrease in amplitude.. Shocks altogether
disappear when the ball is located in the upper part of the outer race
since there is no longer any pressure between the ball and either race.
In this reasoning, the outer race is supposed fixed and the bearing is
not preconstrained (look at suffix C which is C3 in the test bearings).
That is what one conveys in the left-hand-side representation of the bearing for one cage revolution. Blue circles indicate the positions of the ball defect with the inner race, whereas red circles have the same meaning with the outer race. Circle radii are proportional to shock intensities. They depend on some distribution of the load zone. In order to account for the attenuation of shock waves through the roller as sensed by an outboard accelerometer, one could further reduce the intensities of the blue circles, although this was not really observed with the experimental results from the test rig. The right-hand side bearing shows the position of contacts of the defects with the races over several cage revs. |
![]() |

