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Calculating Load KVA and Power Factor for 50KVA Transformer with 10kW Loads at 0.8 PF

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  • #1 21662510
    ASAD ALI
    Anonymous  
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  • #2 21662511
    Earl Albin
    Anonymous  
  • #3 21662512
    ASAD ALI
    Anonymous  
  • #4 21662513
    Earl Albin
    Anonymous  
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    Earl Albin
    Anonymous  
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    Earl Albin
    Anonymous  
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  • #7 21662516
    ASAD ALI
    Anonymous  
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  • #8 21662517
    ASAD ALI
    Anonymous  
  • #9 21662518
    ASAD ALI
    Anonymous  
  • #10 21662519
    Earl Albin
    Anonymous  
  • #11 21662520
    Power Transformers
    Anonymous  
  • #12 21662521
    ASAD ALI
    Anonymous  
  • #13 21662522
    Earl Albin
    Anonymous  

Topic summary

The discussion addresses calculating load KVA and power factor for a 50 KVA transformer supplying two 10 kW loads comprising resistive and inductive components. The transformer is rated at 50 KVA with a power factor (PF) of 0.8, implying a maximum active power capacity of 40 kW (50 KVA × 0.8). The load power factor differs from the transformer’s no-load power factor and depends on the load’s reactive (inductive) and active (resistive) power components. To find the load KVA when only kW is known, the formula KVA = kW / PF is used, where PF is the load power factor. Reactive power (kVAR) can be calculated using the relationship kVAR = √(KVA² - kW²). For example, with a 10 kW load and transformer rating, the reactive power is derived as √(50² - 40²) = 30 kVAR. The transformer’s power factor reflects losses including core and copper losses, while the load’s power factor depends on its inductive and resistive characteristics. Measuring the load power factor requires knowledge of both active and reactive power components. The transformer acts as an impedance reflecting device, and the allowable current (heat generation) is critical regardless of load type. The discussion emphasizes distinguishing transformer ratings from actual load parameters and calculating load power factor and KVA accordingly.
Summary generated by the language model.
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