Page 7 - Vibrations-2
P. 7

=−1
                                                           1
                                                                             2
                                    = 10log        10   (        ∑  )
                                                                          
                                                                 =0


                 ________________________________________


        One algorithm for calculating log                          10(x)



                                                                                      8
                             log () =  +               1       + ⋯  ( )
                                                                               8
                                  10
                                                    0
                                                                 2                   2
                                       
        Where  =  ∙ 2


         C  = -1.332183622                  C = 4.909769401                    C  = -12.05022337
                                                                                 2
                                              1
           0
         C  = 22.36407471                   C  = -28.96563148                  C  =25.42144201
           3
                                                                                 5
                                              4
         C  = -14.41930397                  C  = 4.772579384                   C  = -0.7005197015
           6
                                              7
                                                                                 8

        This is for a digital device.



                _________________________________________


        Very often if you need to determine the amount of noise a


        machine is producing, you would use one of these hand-

        held devices.

























                                                            6
   2   3   4   5   6   7   8   9   10   11   12