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Refer to FIGURE 6.1 below and answer the questions that follow - NSC Electrical Technology Power Systems - Question 6 - 2021 - Paper 1

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Question 6

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Refer to FIGURE 6.1 below and answer the questions that follow. --- FIGURE 6.1: EXPLODED VIEW OF A THREE-PHASE MOTOR 6.1.1 Name parts A, B and C. 6.1.2 Explain h... show full transcript

Worked Solution & Example Answer:Refer to FIGURE 6.1 below and answer the questions that follow - NSC Electrical Technology Power Systems - Question 6 - 2021 - Paper 1

Step 1

6.1.1 Name parts A, B and C.

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Answer

A – Terminal Box (Wiring Cover) B – Motor frame (Enclosure/Housing/Stator) C – Rotor

Step 2

6.1.2 Explain how a rotating magnetic field is created in the stator windings.

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Answer

A rotating magnetic field is created by connecting the three-phase supplies to the stator windings. Each coil generates an alternating magnetic field at alternating intervals (120°). The coils are uniformly distributed around the stator, producing the impression of a rotating magnetic field that moves around the stator.

Step 3

6.1.3 State TWO applications of squirrel-cage induction motors.

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Answer

  1. Cranes
  2. Conveyor belt systems

Step 4

6.1.4 State TWO contributing factors that determine the speed of rotation in a three-phase induction motor.

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Answer

  1. Number of pole pairs
  2. Frequency of the supply

Step 5

6.2.1 Is this motor connected in star or in delta?

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Answer

This motor is connected in delta.

Step 6

6.2.2 State how the direction of rotation of this motor can be reversed.

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Answer

The direction of rotation can be reversed by swapping any TWO of the supply lines.

Step 7

6.2.3 Name TWO important procedures to follow before testing the insulation resistance of the motor in FIGURE 6.2.

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Answer

  1. Disconnect the supply lines from the motor.
  2. Remove the internal connecting plates.

Step 8

6.3.1 Synchronous speed.

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Answer

The synchronous speed can be calculated using the formula: n_s = rac{f imes 60}{p} For this motor, where p = 4 and f = 50 Hz: n_s = rac{50 imes 60}{4} = 750 ext{ rpm}

Step 9

6.3.2 Percentage slip if the rotor speed is 700 r/min.

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Answer

The percentage slip is calculated as: ext{Slip} = rac{n_s - n_r}{n_s} imes 100 Where:

  • ns=750extrpmn_s = 750 ext{ rpm} (synchronous speed)
  • nr=700extrpmn_r = 700 ext{ rpm} (rotor speed) Thus, ext{Slip} = rac{750 - 700}{750} imes 100 = 6.67 \%

Step 10

6.3.3 Output power.

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The output power can be calculated using the formula: P = rac{ ext{√3} imes V_L imes I_L imes ext{cos} θ imes η}{100} By substituting the values:

= 3021.04 ext{ W} \ \ = 3.02 ext{ kW}$$

Step 11

6.4.1 Name the component that prevents MC1 from automatically energising when the power is restored after a power failure.

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Answer

MC1 N/O2

Step 12

6.4.2 State the function of MC1 N/O2.

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Answer

MC1 N/O2 is a hold-out contact ensuring that MC2 can only be energised if MC1 is energised.

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