A small encore from Reference:
1. Beeman, D. "Industrial Power Systems Handbook," First Edition, McGraw-Hill Book Company, Inc., 1955
Reference 1 Section "Selection and Application of Motors and Capacitors" on page 474 indicates "A recent development is the practice of connecting the capacitors directly at the motor terminals in order to permit switching the capacitors and motor as a unit. A typical installation is shown in Fig. 8.19. This unit arrangement is desirable because of the capacitors are always on when the motor is in operation. The power factor of an induction motor is quite good at full load, usually between 80 and 90%, depending on the motor speed and type of motor. At light loads, the power factor drops rapidly, as illustrated in Fig. 8.20. Generally, induction motors do not operate at full load, resulting in a low operating power factor. Even though the power factor of an induction motor varies materially from no load to full load, the motor kvars are essentially constant. This characteristic makes the induction motor a particularly attractive capacitor application; with a properly selected capacitor the operating power factor is excellent over the entire load range of the motor, as shown in Fig. 8.20, generally 95 to 98% at full load and higher at partial loads. The reason the power-factor curve with capacitor is so flat over the entire motor-load range is that the net kvar is low and varies only a little with load. The addition of capacitors for power-factor improvement does not change the motor performance characteristics, as the operating speed and shaft output depend upon motor load and applied voltage." Further down is stated that capacitor location at the motor terminal is advantageous since the capacitor and motor work as a unit, the capacitor is on according to motor needs, a separate switching device for capacitor is eliminated, etc. Apparently, the resonance issue is not a problem by a proper selection of the capacitor. Jack6238 post on Mar 24, 2001 somewhat overlooks that the total kvar of the paralleled capacitor with the motor inductance is smaller, therefore, this poses smaller problem than the motor inductance and the larger motor-inductive kvar.