LINEAR VIBRATIONTESTING AND ADJUSTINGFigure 2The total distance traveled by the weight, that is, fromone peak to the opposite peak, is referred to as thepeak-to-peak displacement.Figure 3This measurement is usually expressed in mils, whereone mil equals one thousandth of an inch (0.001 in). Itcan be used as a guide in judging vibration severity.Both average or root-mean-square (rms) are sometimesused to measure vibration. rms = 0.707 times peak ofvibration. These readings are meaningful in theoreticaldiscussions, but are of limited practical value.Another popular method used to determine themagnitude of vibration is to measure the vibrationvelocity. Note that the example is not only moving, butalso changing direction. This means that the speed ofthe weight is also constantly changing. At its limit ofmotion, the speed of the weight is "0." As it passesthrough the neutral position, its speed or velocity isgreatest.Figure 4The velocity is an extremely important characteristic ofvibration but, because of its changing nature, a singlepoint has been chosen for measurement. This is thepeak velocity and is normally expressed in inches persecond peak.Vibration acceleration is another important characteristicof vibration. It is the rate of change of velocity. In theexample, not that peak acceleration is at the extremelimit of travel where velocity is "0." As the velocityincreases, the acceleration decreases until it reaches "0"at the neutral point.Acceleration is normally referred to in units of "g" (peak)where one "g" equals the force of gravity at the earth'ssurface. (980.665 cm/se, 386.09 in/s2, 32.174 ft/s2Displacement, velocity, and acceleration a all used byvibration experts to diagnose particular problems.Displacement measurements tend to be a betterindication of vibration under condition of dynamic stressand are, therefore, most commonly used. Caterpillarhas standardized on displacement measurement.Velocity is a direct measure of vibration and, as such,provides the best overall indicator of machinerycondition. It does not, however, reflect the affect ofvibration on brittle material.The relationship between peak velocity and peak-to-peak displacement can be found by the followingformula:103
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