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부하변동에 따른 콘덴서투입 용량별 역률 추이?

◈. Power-factor trend in capacitor input capacity by load change?

1. Electric power conditions

P L C Name Area Apparent Power Current Power-factor before improvement (cosΘ₁) Power-factor after improvement (cosΘ₂)
CM234 Tub Return 41.58 kVA 63.17 A 0.7 0.9
CM201 Check-in 93.01 kVA 141.31 A 0.7 0.9
CM202 Check-in 166.44 kVA 252.87 0.7 0.9
CM208 ICS Backbone upper loop 147.70 kVA 224,40 0.6 0.9

2. Capacitor capacity computation

P L C Name Active Power Calculated
capacitor capacity
Installation required capacitor capacity Capacitor capacity at %L=13% installation Operation (working) capacitor capacity
CM234 29.10 kW 15.58 kvar 25 kvar 40 kvar (10 x 4Step) 34.78 kvar (8,69 x 4Step)
CM201 65.10 kW 34.86 kvar 50 kvar 60 kvar (15 x 4Step) 52.17 kvar (13.04 x 4Step)
CM202 116.50 kW 62.39 kvar 75 kvar 100 kvar (25 x 4Step) 87.03 kvar (21.75 x 4Step)
CM208 88.62 kW 75.22 kvar 100 kvar 120 kvar (30 x 4Step) 104.34 kvar (26.08 x 4Step)

◊. P L C Name CM234 ; Power-factor in capacitor input by load change

No. Load factor % Load capacity kW Power-factor by capacitor input step System compostion (based on operation capacity) Remarks
4 Step 3 Step 2 Step 1 Step
34.78 kvar 26.07 kvar 17.38 kvar 8.69 kvar
#1. 100% 29.10 kW (+)98.50% 99.23% 92.10% Number of Steps 4 X 8.69 kvar
Step function ratio 1:1:1:1
(+)Leading, lagging

 

Power-factor before improvement is computed with an premise of being steady at 70% regardless of load change. (that is, power-factor before improvement is equal to 70% in 100% of load factor or 30% of load factor at all times)

#2. 90% 26.19 kW (+)95.57% 99.96% 94.19%
#3. 80% 23.28 kW (+)99.50% 96.45% 83.96%
#4. 70% 20.37 kW (+)96.79% 98.63% 85.99%
#5. 60% 17.46 kW (+)90.40% 99.96% 88.63%
#6. 50% 14.55 kW (+)98.51% 92.10%
#7. 40% 11.64 kW (+)90.40% 96.45%
#8. 30% 8.73 kW (+)71.75% 99.96%

◊. The power-factor computation if 2 step of capacitor with 17.38kvar is put when using 20.37kW of load with 70% of load factor

◊. P L C Name CM201 ; Power-factor in capacitor input by load change

No. Load factor % Load capacity kW Power-factor by capacitor input step System compostion (based on operation capacity) Remarks
4 Step 3 Step 2 Step 1 Step
52.17 kvar 39.12 kvar 26.08 kvar 13.04 kvar
#1. 100% 65.10 kW 97.68% 92.22% Number of Steps 4 X 13.04 kvar
Step function ratio 1:1:1:1
(+)Leading, lagging

 

Power-factor before improvement is computed with an premise of being steady at 70% regardless of load change. (that is, power-factor before improvement is equal to 70% in 100% of load factor or 30% of load factor at all times)

#2. 90% 58.59 kW 99.16% 94.31% 86.68%
#3. 80% 52.08 kW 99.98% 96.56% 88.74%
#4. 70% 45.57 kW (+)99.23% 98.71% 91.26%
#5. 60% 39.06 kW (+)95.36% 99.98% 94.31% 82.44%
#6. 50% 32.55 kW (+)98,39% 97.68% 85.00%
#7. 40% 26.04 kW (+)90.07% 99.98% 88.74%
#8. 30% 19.53 kW (+)95.37% 94.31%

◊. The power-factor computation if 4 step of capacitor with 52.17kvar is put when using 65.10kW of load with 100% of load factor

◊. P L C Name CM202 ; Power-factor in capacitor input by load change

No. Load factor % Load capacity kW Power-factor by capacitor input step System compostion (based on operation capacity) Remarks
4 Step 3 Step 2 Step 1 Step
87.03 kvar 65.25 kvar 43.50 kvar 21.75 kvar
#1. 100% 116.50 kW 96.46% 90.84% Number of Steps 4 X 21.75 kvar
Step function ratio 1:1:1:1
(+)Leading, lagging

 

Power-factor before improvement is computed with an premise of being steady at 70% regardless of load change. (that is, power-factor before improvement is equal to 70% in 100% of load factor or 30% of load factor at all times)

#2. 90% 104.85 kW 98.23% 92.91% 85.54%
#3. 80% 93.20 kW 99.62% 95.23% 87.49%
#4. 70% 81.55 kW (+)99.88% 97.66% 89.91%
#5. 60% 69.90 kW (+)97.56% 99.62% 92.91% 81.57%
#6. 50% 58.25 kW (+)99.50% 96.45% 83.96%
#7. 40% 46.60 kW (+)93.47% 99.62% 87.49%
#8. 30% 34.95 kW (+)97.57% 92.91%

◊. The power-factor computation if 3 step of capacitor with 65.25kvar is put when using 104.85kW of load with 90% of load factor

◊. P L C Name CM208 ; Power-factor in capacitor input by load change

No. Load factor % Load capacity kW Power-factor by capacitor input step System compostion (based on operation capacity) Remarks
4 Step 3 Step 2 Step 1 Step
104.34 kvar 78.24 kvar 52.16 kvar 26.08 kvar
#1. 100% 88.62 kW 98.80% 91.17% Number of Steps 4 X 26.08 kvar
Step function ratio 1:1:1:1
(+)Leading, lagging

 

Power-factor before improvement is computed with an premise of being steady at 60% regardless of load change. (that is, power-factor before improvement is equal to 60% in 100% of load factor or 30% of load factor at all times)

#2. 90% 79.76 kW 99.96% 94.24% 82.71%
#3. 80% 70.89 kW (+)99.05% 97.46% 85.84%
#4. 70% 62.03 kW (+)94.42% 99.74% 89.71%
#5. 60% 53.17 kW (+)99.05% 94.31% 76.46%
#6. 50% 44.31 kW (+)91.78% 98.80% 80.20%
#7. 40% 35.44 kW (+)99.05% 85.84%
#8. 30% 26.58 kW (+)84.64% 94.32%

◊. The power-factor computation if 3 step of capacitor with 78.24kvar is put when using 70.89kW of load with 80% of load factor