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QUESTION 6: THREE-PHASE MOTORS AND STARTERS 6.1 Name TWO continuity tests to be performed on a three-phase motor - NSC Electrical Technology Power Systems - Question 6 - 2022 - Paper 1

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QUESTION 6: THREE-PHASE MOTORS AND STARTERS 6.1 Name TWO continuity tests to be performed on a three-phase motor. 6.2 Explain the term cogging with reference to in... show full transcript

Worked Solution & Example Answer:QUESTION 6: THREE-PHASE MOTORS AND STARTERS 6.1 Name TWO continuity tests to be performed on a three-phase motor - NSC Electrical Technology Power Systems - Question 6 - 2022 - Paper 1

Step 1

6.1 Name TWO continuity tests to be performed on a three-phase motor.

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Answer

  1. Continuity test between the ends of each coil.
  2. Continuity test between the frame of the motor and earth.

Step 2

6.2 Explain the term cogging with reference to induction motors.

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Answer

Cogging is the tendency of the rotor rod to remain stuck under a stator tooth due to the direct magnetic attraction between the two.

Step 3

6.3 State TWO advantages of cage-type induction motors over wound rotor-type motors with slip rings and brushes.

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Answer

  1. Less maintenance due to the absence of slip rings and brushes.
  2. Explosion-proof construction because of the absence of brushes and slip rings that cause sparking.

Step 4

6.4 Name TWO applications of squirrel-cage induction motors where constant speed and torque is essential.

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Answer

  1. Cranes.
  2. Conveyor belts.

Step 5

6.5 Label points A, B and C on the characteristic curve in FIGURE 6.5.

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Answer

A - Pull-up torque B - Breakdown torque C - Full load torque

Step 6

6.6 Differentiate between synchronous speed and rotor speed.

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Answer

Synchronous speed is the speed at which the magnetic field in the stator rotates.

Rotor speed is the speed at which the rotor rotates in an attempt to reach the synchronous speed.

Step 7

6.7.1 Synchronous speed of the motor.

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Answer

The synchronous speed (nsn_s) is calculated as:

n_s = rac{60 imes f}{p}

Substituting the given values: n_s = rac{60 imes 50}{3} = 1000 ext{ r/min}

Step 8

6.7.2 Percentage slip.

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Answer

The percentage slip is calculated using the formula:

ext{Percentage Slip} = rac{n_s - n_r}{n_s} imes 100

Substituting the values:

ext{Percentage Slip} = rac{1000 - 950}{1000} imes 100 = 5 ext{ \\%}

Step 9

6.8.1 Name TWO types of losses other than copper losses that influence efficiency of the motor.

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Answer

  1. Iron losses.
  2. Mechanical losses.

Step 10

6.8.2 Calculate the efficiency of the motor.

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Answer

The efficiency (ηη) can be calculated as:

η = rac{P_{in} - ext{losses}}{P_{in}} imes 100

Substituting the values:

η = rac{5000 - 600}{5000} imes 100 = 88 ext{ \\%}

Step 11

6.8.3 Calculate the output power of the motor.

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Answer

The output power (PoutP_{out}) can be calculated as:

Pout=PinimesηP_{out} = P_{in} imes η

Substituting the values:

Pout=5000imes0.88=4400W=4.4kWP_{out} = 5000 imes 0.88 = 4400W = 4.4kW

Step 12

6.9.1 Identify component T.

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Answer

Timer.

Step 13

6.9.2 Explain the purpose of having TWO overload units in the circuit.

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Answer

Each overload unit monitors the current drawn by each motor independently.

Step 14

6.9.3 Identify the error in the circuit.

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Answer

The MC2 N/O, auxiliary contact (Hold contact) connected in parallel with the start button is omitted.

Step 15

6.9.4 Explain how this error affects the operation of the circuit.

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Answer

The moment the start button is released, MC1 will de-energize, opening the MC1 N/O2 contact, disconnecting the parallel section of the control circuit, disabling timer T1, thus MC2 will not be energized.

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