Page 37 - Industrial Power Engineering and Applications Handbook
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111 8  Industrial Power Engineering and Applications Handbook
         Table 1.9  Approximate values of efficiency and power factor at three-quarter and
         half  loads corresponding to values at full load

         % Efficiency                         Power factor
         Full load   Three-quarter loud   Half load   Full  load   Three-quurter loud  Half load

         94        93.5            92         0.9 1     0.89           0.83
         93        92.5            91         0.90      0.88           0.8 1
         92        92              91         0.89      0.86           0.78
         91         91             90         0.88       0.85          0.76
         90         91             90         0.87      0.84           0.75
         89         90             89         0.86      0.82           0.12
         88         89             88         0.85      0.8  I         0.70
         87         88             87         0.84       0.80          0.69
         86         87             86         0.83       0.79          0.67
         85         86             85         0.82       0.77          0.66
         84         85             84         0.8 I      0.76          0.65
         83         84             83         0.80       0.75          0.64
         82         82             81         0.79       0.74          0.62
         81         81             19         0.78       0.12          0.61
         80         80             I1         0.71       0.70          0.59
         79         79             16         0.76       0.69          0.57
         78         77             I4         0.75       0.68          0.56
         77         76             13         0.74       0.61          0.54
         76         75             12         0.73       0.65          0.52
         15         74             71         0.72       0.63          0.50
         72         70             64         0.70       0.63          0.50
         70         67             60         0.68       0.5 8         0.48
         65         62             61         0.65       0.56          0.46
         60         57             46         0.63       0.55          0.45
         55         51             45         0.60       0.5 I         0.42
         50         47             35         0.55       0.45          0.35


         extent of variation  in efficiency and power factor with   To meet this requirement, the use of  steel with a still
         load is universal for all makes of motors.     better silicon content and lower losses is imperative. A
                                                        cold-rolled  non-grain oriented (CRNGO) type of  sheet
         1.9  Effect of steel of  laminations on        steel  is  generally  used  for  such  applications,  in  the
              core losses                               thickness range of  0.35-0.5  mm, with  a higher  silicon
                                                        content of  the order of  2.0-1.8%  and losses as low as
         The steel of laminations plays a very significant role in   1 .O-1  .S W/kg.
         determining the heating and the power factor of a motor.   When  the correct  grade of  steel is not  available  the
         See Section 1.6.2A(iv). A better design with a judicious   core losses may assume a higher proportion and require
         choice of flux density, steel of laminations and its thickness   a reduction in output or a larger frame than necessary.
         are essential design parameters for a motor to limit the   The data provided above are only for general guidance,
         core losses to a low level.                    and may vary slightly from one manufacturer to another
           For a lower range of motors, say up to a frame size of   and according to the availability of the silicon-grade steel
         355, the silicon steel normally used for stator and rotor   at the time of  manufacture.
         core laminations  is universally 0.5-0.65  mm thick and
         possesses a high content of  silicon for achieving better   1.10  Circle diagram
         electromagnetic properties. The average content of siIicon
         in such sheets is of the order of 1.3-0.8%  and a core loss   This  is  a  very  useful  nomogram  to  determine  the
         of roughly 2.3-3.6  Wkg, determined at a flux density of   performance  of a motor with  the  help of  only no-load
         I  Wdm2 and a frequency  of  50 Hz. For medium-sized   and short-circuit test results. In slip-ring motors, it also
         motors, in frames 400-710,  silicon steel with a still better   helps to determine the external resistance required in the
         content of silicon, of the order of  1.3-1.8% having lower   rotor circuit to control the speed of the motor and achieve
         losses of the order of 2.3-1.8  W/kg is preferred, with a   the desired operating performance. Slip-ring motors are
         thickness of  lamination of 0.5-0.35 mm.       discussed in Chapter 5. The concept behind this nomogram
           For yet larger motors of  frame sizes 710 and above,   is that the locus of the rotor and the stator currents is a
         core losses play a more significant role, and require very   circle.  Consider  the  equivalent  circuit of  an  induction
         effective cooling to dissipate the heat generated. Cooling   motor as shown in Figure  1.15, where
         of larger machines, complicated as it is in view of their
         size and bulk, necessitating  core losses to be restricted   R, = stator resistance
         as low as possible.                              X, = stator reactance
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