FIGURE 5.1 below shows the rotor of an induction motor - NSC Electrical Technology Power Systems - Question 5 - 2021 - Paper 1
Question 5
FIGURE 5.1 below shows the rotor of an induction motor. Answer the questions that follow.
5.1 Name parts A and B.
5.1.2 State ONE important advantage of using this... show full transcript
Worked Solution & Example Answer:FIGURE 5.1 below shows the rotor of an induction motor - NSC Electrical Technology Power Systems - Question 5 - 2021 - Paper 1
Step 1
Name parts A and B.
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Part A is the 'End ring' and Part B is the 'Bearing'.
Step 2
State ONE important advantage of using this type of a rotor compared to using a motor with brushes and slip rings.
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This type of rotor requires less maintenance due to the absence of brushes and slip rings, which eliminates any sparks and reduces arcing.
Step 3
Give ONE reason why the rotor bars are skewed.
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The rotor bars are skewed to help reduce cogging, which refers to the locking tendency of the rotor.
Step 4
Slip
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Slip is defined as the difference between the synchronous speed (vs) and the rotor speed (vr) of an induction motor expressed as a percentage.
Step 5
Commissioning
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Commissioning is the process of connecting the electric motor to the power supply and ensuring all preliminary checks (electrical and mechanical) have been completed before operation.
Step 6
State ONE type of mechanical inspection that must be conducted after installation and before commissioning.
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Inspect the mounting bolts to check if they are properly tightened.
Step 7
Pole pairs per phase
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To calculate the number of pole pairs per phase, divide the total number of poles by 3.
Pole pairs per phase = rac{12}{3} = 4.
Step 8
Synchronous speed of the motor
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The synchronous speed can be calculated using the formula:
n_s = rac{f imes 60}{p}
where f=50Hz and p=12 poles:
n_s = rac{50 imes 60}{12} = 250
Therefore, the synchronous speed of the motor is 1500 RPM.
Step 9
Rotor speed with a 3% slip
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Using the synchronous speed calculated previously, the rotor speed can be calculated using the formula: