• No results found

Sample Short Circuit Calculation

N/A
N/A
Protected

Academic year: 2021

Share "Sample Short Circuit Calculation"

Copied!
5
0
0

Loading.... (view fulltext now)

Full text

(1)

Fault Location:

Service Voltage: 400

Generator No-Load Voltage: 420 +5% of the Service Voltage

Supply Cable Parameters:

Busbar Length: 15 mtr

Busbar CSA: 400 sqmm

No. of bars per Phase: 1

Transformer Impedance:

Transformer kVA: 1500 kVA

Transformer Impedance: 7.06 mΩ

Elements contributing to the Fault: X (mΩ) R (mΩ)

Transformer: (Reactance) 7.06 X trafo = Z trafo

Transformer: (Resistance) 1.41 R trafo = X trafo x 0.2

Circuit Breaker: 0.15

Busbar: (Reactance) 2.25 X cable = 0.15 x Length

Busbar: (Resistance) 0.86 R cable = (23mΩ x Length) / (Phase CSA)

Sum of the Fault Elements: X (mΩ) R (mΩ)

Total Reactance: 9.46

Total Resistance: 2.27

Total Impedance: 9.726 mΩ

Short Circuit Fault Currents:

Short Circuit Fault Current (Steady State): 24.93 kA Isc = No Load Voltage / (sqrt (3) x Impedance)

Calculated value of k: 1.50

Short Circuit Fault Current (Peak): 52.76 kA Iscpk = Isc x k x sqrt (2)

Average Reactance per Metre of a Busbar = 0.15mΩ (Based on only 1No. Transformer feeding the Main Board)

Average Reactance for an MCB = 0.15mΩ From Generator to Main Distribution Board

For a 1500kVA Transformer: Usc = 6%

Conductor Resistivity per Metre (with an MCB) = 0.023Ω

Steady State Fault Current Isc

Peak Asymmetrical Fault Current Iscpk Volts

Volts

Calculation for Short Circuit Fault Current

At the Main Switchboard. PROJECT:- STEP ERC office

(2)

Fault Location:

Service Voltage: 400

Transformer No-Load Voltage: 420 +5% of the Service Voltage

Supply Cable Parameters:

Cable Length: 70 mtr

Cable CSA: 95 sqmm

No. of Cores per Phase: 1

Elements contributing to the Fault: X (mΩ) R (mΩ)

Circuit Breaker: 0.15

Cable: (Reactance) 5.6 X cable = 0.08 x Length

Cable: (Resistance) 16.95 R cable = (23mΩ x Length) / (Phase CSA)

Circuit Breaker: 0.15

Upstream Values at the Main SWB: 0.00 0.00 Refer to the S/C Calculation for the Main SWB

Sum of the Fault Elements: X (mΩ) R (mΩ)

Total Reactance: 5.90

Total Resistance: 16.95

Total Impedance: 17.945 mΩ

Short Circuit Fault Currents:

Short Circuit Fault Current (Steady State): 13.51 kA Isc = No Load Voltage / (sqrt (3) x Impedance)

Calculated value of k: 1.02

Short Circuit Fault Current (Peak): 19.50 kA Iscpk = Isc x k x sqrt (2)

Average Reactance for an MCB = 0.15mΩ

Conductor Resistivity per Metre (with an MCB) = 0.023Ω

Peak Asymmetrical Fault Current Iscpk Average Reactance for an MCB = 0.15mΩ

Steady State Fault Current Isc

Average Reactance per Metre of a 3 Phase Cable = 0.08mΩ From the Generator to Main Distribution Board

Volts

Calculation for Short Circuit Fault Current

Sub Main Distribution Board 0S-EDB82C01. PROJECT:- Camp Accommodation and Recreation

Volts

(3)

Fault Location:

Service Voltage: 400

Transformer No-Load Voltage: 420 +5% of the Service Voltage

Supply Cable Parameters:

Cable Length: 30 mtr

Cable CSA: 25 sqmm

No. of Cores per Phase: 1

Elements contributing to the Fault: X (mΩ) R (mΩ)

Circuit Breaker: 0.15

Cable: (Reactance) 2.4 X cable = 0.08 x Length

Cable: (Resistance) 27.60 R cable = (23mΩ x Length) / (Phase CSA)

Circuit Breaker: 0.15

Upstream Values at MDB 5.90 16.95 Refer to the S/C Calculation for 0S-EDB82C01

Sum of the Fault Elements: X (mΩ) R (mΩ)

Total Reactance: 8.60

Total Resistance: 44.55

Total Impedance: 45.370 mΩ

Short Circuit Fault Currents:

Short Circuit Fault Current (Steady State): 5.34 kA Isc = No Load Voltage / (sqrt (3) x Impedance)

Calculated value of k: 1.02

Short Circuit Fault Current (Peak): 7.71 kA Iscpk = Isc x k x sqrt (2)

Distribution Board 0S-EDB82C10 in the Recreation Block.

Calculation for Short Circuit Fault Current

PROJECT:- STEP ERC Building

Volts Volts

Average Reactance for an MCB = 0.15mΩ

Peak Asymmetrical Fault Current Iscpk Steady State Fault Current Isc

Average Reactance per Metre of a 3 Phase Cable = 0.08mΩ Conductor Resistivity per Metre (with an MCB) = 0.023Ω From Main Distribution Board to DB1

Average Reactance for an MCB = 0.15mΩ

(4)

Fault Location:

Service Voltage: 400

Transformer No-Load Voltage: 420 +5% of the Service Voltage

Supply Cable Parameters:

Cable Length: 10 mtr

Cable CSA: 25 sqmm

No. of Cores per Phase: 1

Elements contributing to the Fault: X (mΩ) R (mΩ)

Circuit Breaker: 0.15

Cable: (Reactance) 0.8 X cable = 0.08 x Length

Cable: (Resistance) 9.20 R cable = (23mΩ x Length) / (Phase CSA)

Circuit Breaker: 0.15

Upstream Values at 0S-EDB82C10: 8.60 44.55 Refer to S/C Calculation for 0S-EDB82C10.

Sum of the Fault Elements: X (mΩ) R (mΩ)

Total Reactance: 9.70

Total Resistance: 53.75

Total Impedance: 54.616 mΩ

Short Circuit Fault Currents:

Short Circuit Fault Current (Steady State): 4.44 kA Isc = No Load Voltage / (sqrt (3) x Impedance)

Calculated value of k: 1.02

Short Circuit Fault Current (Peak): 6.40 kA Iscpk = Isc x k x sqrt (2)

Distribution Board 0S-EDB82C11 in the Recreation Block.

Calculation for Short Circuit Fault Current

PROJECT:- Camp Accommodation and Recreation

Volts Volts

Average Reactance for an MCB = 0.15mΩ

Peak Asymmetrical Fault Current Iscpk Steady State Fault Current Isc

Average Reactance per Metre of a 3 Phase Cable = 0.08mΩ Conductor Resistivity per Metre (with an MCB) = 0.023Ω From 0S-EDB82C10 to 0S-EDB82C11.

Average Reactance for an MCB = 0.15mΩ

(5)

Fault Location:

Service Voltage: 400

Transformer No-Load Voltage: 420 +5% of the Service Voltage

Supply Cable Parameters:

Cable Length: 10 mtr

Cable CSA: 16 sqmm

No. of Cores per Phase: 1

Elements contributing to the Fault: X (mΩ) R (mΩ)

Circuit Breaker: 0.15

Cable: (Reactance) 0.8 X cable = 0.08 x Length

Cable: (Resistance) 14.38 R cable = (23mΩ x Length) / (Phase CSA)

Circuit Breaker: 0.15

Upstream Values at 0S-EDB82C10: 8.60 44.55 Refer to S/C Calculation for 0S-EDB82C10.

Sum of the Fault Elements: X (mΩ) R (mΩ)

Total Reactance: 9.70

Total Resistance: 58.92

Total Impedance: 59.715 mΩ

Short Circuit Fault Currents:

Short Circuit Fault Current (Steady State): 4.06 kA Isc = No Load Voltage / (sqrt (3) x Impedance)

Calculated value of k: 1.02

Short Circuit Fault Current (Peak): 5.86 kA Iscpk = Isc x k x sqrt (2)

Conductor Resistivity per Metre (with an MCB) = 0.023Ω From 0S-EDB82C10 to 0S-EDB82C12.

Average Reactance for an MCB = 0.15mΩ

Steady State Fault Current Isc

Average Reactance per Metre of a 3 Phase Cable = 0.08mΩ Average Reactance for an MCB = 0.15mΩ

Peak Asymmetrical Fault Current Iscpk

Calculation for Short Circuit Fault Current

PROJECT:- Camp Accommodation and Recreation

Volts Volts

Distribution Board 0S-EDB82C12 in the Recreation Block.

References

Related documents

But during the scanning process of the blue conductor by the blue relay, it comes across the faulty resistor, that is present at the first position from the Arduino board, and

The three-phase symmetrical short-circuit calculation of the equivalent boundary nodes in the big data of the original northwest power grid in 2016 is obtained, and the short

6(a) shows that the average current of phase a is greater while phase b and c, respectively, is lower than zero between 0.2 and 0.3 s. For the RMS value, the magnitude of the phase

  Step# 10: group the (3) main distribution panel/box in one main general distribution  board MGDB and this will be the third level of distribution (LEVEL 3).  

Equipment; Metal clad Main distribution board surface/flush type as manufactured by FEDERAL ELECTRIC or MEM or BILLS including all MCB, back outlet connections to flush

The forces generated by short-circuit forces are very important for high- voltage bundle conductor lines, medium-voltage distribution lines, and substations, where spacer

6.3 Protective conductor between MV/LV transformer and the main general distribution board (MGDB) All phase and neutral conductors upstream of the main incoming circuit-breaker

Cable Bus is a power distribution system using insulat- ed single conductor power cables with support blocks that maintain cable spacing. Each phase consists of one