Page 51 - Prosig Catalogue 2005
P. 51

SOFTWARE PRODUCTS
                                    HOW TO MEASURE NOISE & VIBRATION IN ROTATING MACHINES

        How  To  Measure  Noise


        & Vibration  In Rotating


        Machines


        In this article we will look at the basic steps behind a simple rotating                                       Training & Support
        machinery study. We won’t look in great detail at some of the techniques
        involved – we deal with these elsewhere in this handbook and on the
        Noise & Vibration Measurement Blog at http://blog.prosig.com. This   Figure 2: Frequency spectrum of the entire noise signal
        material is suitable for a newcomer to the field who understands the basic   data into sections and look at a series of spectra generated from those
        concepts of noise & vibration analysis, but has not dealt with rotating   segments. This is done with a “Hopping FFT”. This takes a fixed length
        machinery before.                                     section of the time history, performs an FFT and then moves along a small
        Why do we need to measure noise & vibration in        increment and repeats the process. This produces a series of FFT spectra
        rotating machines?                                    spread across the whole time period of the test as seen in Figure 3.
        The analysis of rotating machinery is central to refinement activities in
        automotive and general industry. It also allows engineers to trace faults in
        gearboxes, transmission systems and bearings.
        Every rotating part in a machine generates vibration, and hence noise,                                         Condition Monitoring
        as a result of small imperfections in the balance or smoothness of the
        components of the machine.  In  addition,  there are so-called  “blade-
        passing” phenomena associated with blades of fans and pumps. In every
        case, we can relate the frequency of the vibration to the speed of the
        rotating machine. For example, a fan with five equally spaced blades will
        generate noise at five times the speed of rotation and sometimes at higher
        multiples still depending on the number of supports used to hold the fan
        in place. If these are close to the blades, then the frequency becomes the
        product of the number of blades and the number of supports.  Figure 3: A classic waterfall plot (frequency v time)
        These vibrations act as a forcing function on the structure of the machine   Figure 3 is what most people visualize when they think of a waterfall plot.
        or vehicle, where they are mounted. The most severe effects occur when   This data can be represented in many different ways. One of the most
        the frequency of excitation generated by the rotating part matches one of   popular and useful is an intensity or color plot as seen in Figure 4.
        the natural frequencies of the structure. These “coincidence” frequencies
        are often the target of much design effort to limit the effects, whether                                       Software
        they be fatigue, vibration or resulting noise.
        With variable speed machines, it is a considerable challenge to reduce
        noise  and  vibration  to acceptable levels.  The  rotating  components are
        often transmitting very large amounts of power and, unfortunately, even
        very small amounts of power, converted to vibration or noise, can produce
        undesirable effects.
        Analyzing Data From Rotating Machinery
        Let’s assume we have captured a noise or vibration  signal  from some
        sort of rotating machine while we accelerate it through it’s entire speed
        range. We will use a short noise signal recorded from a 4-cylinder race car
        engine. In figure 1 we can see the time history of the signal.      Figure 4: An intensity or color plot
                                                              The  plot  shows frequency along  the bottom axis  and  time runs  from   Hardware
                                                              bottom to top. It is clear that the red lines seen on the left part of the
                                                              map represent the rising frequencies as the engine accelerates over time.
                                                              So these are the effects due to rotation that we are interested in. What
                                                              we are still missing, though, is any information about the speed of the
                                                              engine.
                                                              Analyzing Speed Of Rotation
                                                              We need to know the speed of the engine across the time period of our
                                                              test. There are several ways to obtain this, but the most accurate is to
                                                              capture some sort of tacho signal.  Ideally,  a  tacho signal  should  be a
                                                              square wave or pulse.  It can be anything  from  a once per revolution
                                                              pulse measured from some moving part of the engine to several thousand
                    Figure 1: Time history of noise signal    pulses per revolution generated by an encoder. Figures 5 and 6 show our
                                                              tacho signal at two different times in our test.         System Packages
        The simplest way to analyze the frequency content of this data would be   Our  signal  was  generating  two  pulses  per  revolution.  Both  figures
        to calculate the auto-spectrum. We see the result in Figure 2.  show 0.1s of data so it is clear that in Figure 6 the engine was rotating
        Because the engine  we were testing was changing  speed it is  almost   significantly  quicker  than  in  Figure  5.  It  is  plain  that  our  signal  is  not
        impossible to draw any meaningful results from this spectrum. It is clear   a  clean  square wave,  but  so  long  as  the tacho  processing  algorithm
        we need a different approach. Our first approach might be to segment the   is  sophisticated and  robust enough  this  is  not important.  The tacho



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