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POWER CALCULATION whether the receiver is inductive or capacitive

Stanislaw elektryk12 7950 14
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Treść została przetłumaczona polish » english Zobacz oryginalną wersję tematu
  • #1 16933940
    Stanislaw elektryk12
    Level 7  
    Hello, I am looking for some way to determine whether a given receiver is inductive or capacitive in the AC waveform, I need to determine what I am dealing with, whether it is a coil or a capacitor.
    Is it possible to calculate exactly with the calculated active, reactive and apparent powers?
    calculate the exact value of capacitive and inductive power?
    Please give me some guidance suggestions.
    Is following the power triangle and trigonometry the right way?
    RESULTS
    ACTIVE POWER -32,499 W
    REACTIVE POWER -11.75 VaR
    APPARATIVE POWER -34.56 VA
    SHIFT ANGLE approx. 20 DEGREES
    COSINUS fi -0.9403935185
    I am looking for this formula to be able to determine what these receivers are and apply reactive power compensation.
    PLEASE HELP
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  • Helpful post
    #2 16934211
    Anonymous
    Level 1  
  • #3 16946600
    Stanislaw elektryk12
    Level 7  
    Buddy, did you give a formula to calculate the capacitive power? Thanks in advance,
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  • #4 16946655
    Anonymous
    Level 1  
  • #5 16946853
    bodzio507
    Level 30  
    Did you take these measurements?
    Is it a three-phase system?
  • #6 16947805
    mateusz25109
    Level 11  
    It would be best if you upload a schematic of this circuit. Then it will be easier to help you :)
  • #7 16947813
    Anonymous
    Level 1  
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  • #8 16947913
    bodzio507
    Level 30  
    If we have a measurement system, then after deflecting the meter we can determine the nature of the receiver.

    Kraniec_Internetów wrote:
    It seems to me that this is an existing installation with dozens if not hundreds of receivers.

    It is in such systems that the power factor changes every now and then and we have special regulating systems for this.
    Do you think hundreds of receivers use 32 W of power and 11 var of reactive power?
    I don't normally compensate for that,
  • #9 16947933
    Anonymous
    Level 1  
  • #10 16947956
    bodzio507
    Level 30  
    Kraniec_Internetów wrote:
    Depends on what meter.


    I mean an analog wattmeter. But the digital wattmeter should also show positive or negative power.

    Kraniec_Internetów wrote:
    Not necessarily. The devices can work continuously with the same power. For example, fans.

    This is of course possible. But much more often these are systems in which the receivers are turned on irregularly.

    Here we are to compensate the power in a given case.
    I think that you can choose a capacitor and if we turn it on and the current increases, it means that the receiver is capacitive, and when the current decreases, it is inductive.

    In my opinion, we have too little data to define it.
  • Helpful post
    #11 16947983
    Anonymous
    Level 1  
  • #12 16948065
    bodzio507
    Level 30  
    Kraniec_Internetów wrote:
    How do you want to measure reactive power with a wattmeter (active power meter)?

    This is possible in a three-phase system. You must turn on the wattmeter properly.
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  • #13 16948182
    Anonymous
    Level 1  
  • #14 16951876
    Stanislaw elektryk12
    Level 7  
    It is a single-phase system.
  • #15 16951918
    bodzio507
    Level 30  
    Then you have the answer above.

    And by the way, what are you compensating for?
    The current limitation will be small. You will spend more on a capacitor than you will save on electricity.

    Usually the reactive power is compensated to cos (phi) 0.95

Topic summary

The discussion revolves around determining whether a given AC receiver is inductive or capacitive based on power calculations. Key indicators include the signs of reactive power: negative for capacitive loads and positive for inductive loads. The participants suggest that ordinary multimeter measurements are insufficient, and specialized meters are recommended for accurate readings. Various formulas for calculating reactive power are mentioned, including S^2 = P^2 + Q^2. The conversation also touches on the implications of reactive power compensation, emphasizing that active power remains unchanged while reactive power can be adjusted using capacitors. The system in question is identified as single-phase, and considerations regarding cost-effectiveness of compensation are discussed.
Summary generated by the language model.
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