Page 32 - Vibrations
P. 32

You need to be able to find the smaller


            components.







        The Impulse Function – Vibration Diagnostic



        The impulse Function is defined as,


                                                                      ′
                                                 = ( −  )


                                                It is a single event which occurs at

                                                t = t’.



                                                The Fourier Transform of this will

                                                give you the spectral content.



                                                     +∞
                                  () = ∫              ( − ′)      

                                                   −∞


        Using the property,




                                                                                   ′
                                                       ′
                                   ∫ ( −  )() = ( )




                                                () =         ′


        And



                                                 ∗
                                               () =         − ′


        Therefore,


                                                              2
                                                 |()| = 1





                                                           31
   27   28   29   30   31   32   33   34   35