Photo AI

2.1 State THREE advantages of a three-phase distribution system over a single-phase distribution system - NSC Electrical Technology Power Systems - Question 2 - 2017 - Paper 1

Question icon

Question 2

2.1-State-THREE-advantages-of-a-three-phase-distribution-system-over-a-single-phase-distribution-system-NSC Electrical Technology Power Systems-Question 2-2017-Paper 1.png

2.1 State THREE advantages of a three-phase distribution system over a single-phase distribution system. 2.2 Draw a fully labelled representation diagram of a three... show full transcript

Worked Solution & Example Answer:2.1 State THREE advantages of a three-phase distribution system over a single-phase distribution system - NSC Electrical Technology Power Systems - Question 2 - 2017 - Paper 1

Step 1

State THREE advantages of a three-phase distribution system over a single-phase distribution system.

96%

114 rated

Answer

  1. Load Distribution: A three-phase system allows for more balanced load distribution across phases, which can enhance efficiency and minimize power losses.

  2. Voltage Levels: Two voltages are available (line voltage and phase voltage), allowing for better adaptability in various applications.

  3. Equipment Versatility: Three-phase supply systems are typically more versatile because they can operate in both star and delta configurations, facilitating different operational needs.

Step 2

Draw a fully labelled representation diagram of a three-phase generated voltage waveform in a three-phase system.

99%

104 rated

Answer

The diagram consists of three sinusoidal voltage waves that are phase-shifted by 120 degrees from each other. Label the lines corresponding to the phases (R, Y, B) and reference the line voltages (+Vm and -Vm) as well as the zero voltage line. Ensure to indicate the phase angles clearly.

Step 3

State ONE disadvantage of using the two-wattmeter method to measure power in a three-phase system.

96%

101 rated

Answer

One disadvantage of the two-wattmeter method is that its accuracy can reduce significantly if the power factor is either leading or lagging. This can lead to incorrect readings of power consumption.

Step 4

Calculate the Line voltage

98%

120 rated

Answer

To find the line voltage ( VLV_L), use the formula:

V_L = rac{S}{ rac{ ext{√3}}{3} imes I_L} Substituting the values:

V_L = rac{25 imes 10^3}{ rac{ ext{√3}}{3} imes 38} = 379.84 V

Step 5

Calculate the Phase voltage

97%

117 rated

Answer

To calculate the phase voltage ( VPHV_{PH}), use the formula:

V_{PH} = rac{V_L}{ ext{√3}} Substituting the line voltage:

V_{PH} = rac{379.84}{ ext{√3}} = 219.31 V

Step 6

Calculate Impedance per phase

97%

121 rated

Answer

To calculate the impedance per phase ( ZPHZ_{PH}), use the formula:

Z_{PH} = rac{V_{PH}}{I_{PH}} Substituting values:

Z_{PH} = rac{219.31}{38} = 5.77 ext{ Ω}

Step 7

Describe how Eskom could benefit if consumers improved the power factor of their systems.

96%

114 rated

Answer

Improving power factor can help Eskom reduce energy wastage, resulting in more efficient energy distribution. This means that more power will be available for consumers and could potentially decrease the generation costs, as better power factor reduces the burden on the generation capacity.

Join the NSC students using SimpleStudy...

97% of Students

Report Improved Results

98% of Students

Recommend to friends

100,000+

Students Supported

1 Million+

Questions answered

;