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  1. #1
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    ali_g Guest

    Newbie question about performance curve



    Hello,

    I am a mature student and I’m trying to get to grips with a refrigeration problem I've been given.
    I would much prefer an explanation than an outright answer.
    But failing that, I might be able to reverse engineer an answer.

    Bear in mind that this is a university apparatus so looks nothing like a refrigerator, here goes...
    I am required to find electrical power of the electric motor (W_elec) using the equation W_elec = I_c x V x P_f.
    Where I_c is the current measured at the compressor and V is the supply voltage.
    Knowing this, I need to find the power factor (P_f) so I can draw a performance curve graph of motor shaft power v power factor.
    I do not have access to the motor or an energy monitor; all results MUST be calculated.

    I think I’m required to figure out how much energy it transferred into the refrigerant but don’t know how to go about it.
    I have 4 enthalpy readings and 2 pressure readings that I have added to an enthalpy chart (refrigerant R134a).

    I have details for the compressor;
    Bore = 40mm; stroke = 30mm; total swept volume = 75.5x10^-6 m^3 ; pulley ratio between compressor & motor = 3.17; torque arm radius = 0.165m.
    Compressor friction force = 5N

    I have recorded and calculated many values:
    Motor Shaft Power
    Heat transfer rate to Cooling Water
    Evaporator Heat Input
    Energy transferred into refrigerant by compressor
    Heat transfer rate from condenser to surroundings
    Heat transfer rate into evaporator
    Coefficient of Performance (COP) of refrigerator unit based on indicated power
    Coefficient of Performance (COP) of refrigerator unit based on motor power
    Volumetric efficiency of compressor



    Still have to find:

    Coefficient of Performance (COP) of refrigerator unit based on electrical input power (need electric power of motor)

    Isentropic efficiency of compressor (need to find h_ (2^’) from enthalpy chart)

    But have no idea where to go from here.

    Any help will be much appreciated.

    Thanks in advance.



  2. #2
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    Re: Newbie question about performance curve

    You have circular calculation, you either need to know your moter shaft power (power factor for calculation) or your Isentropic efficiency to work out what shaft power is required.
    and of course each of these will change if refrigerant working conditions change.

  3. #3
    ali_g's Avatar
    ali_g Guest

    Re: Newbie question about performance curve

    Smashing, thanks for the help.
    I have checked out my graph and have determined that my isentropic efficiency is 81%.

    Please pardon my ignorance but...
    I understand that the Power Factor (PF) = true power / apparent power but I just cant figure out the necessary info to calculate it.

    I have recorded data as follows:

    Refrigerant inlet temperature to compressor T1 ºC
    Refrigerant inlet temperature to condenser T2 ºC
    Refrigerant inlet temperature to expansion valve T3 ºC
    Refrigerant inlet temperature to evaporator T4 ºC
    Water inlet temperature to condenser T5 ºC
    Water outlet temperature from condenser T6 ºC
    Evaporating pressure p1 kN/m2 (gauge)
    Condensing pressure p2 kN/m2 (gauge)
    Refrigerant flow rate mr g/s
    Water flow rate mw g/s
    Brake force Fb N
    Compressor speed Nc rpm
    Compressor current Ic A
    Supply voltage V V
    Evaporator voltage VE V
    Evaporator current IE A

    So I have to assume I can calculate it but I don’t know how to go about it.

    Is there a default equation that I can use?

    Thanks again in advance for any pointers given.

  4. #4
    Join Date
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    Re: Newbie question about performance curve

    Average velocity is the distance between the final position coordinates and the initial all over time. Average speed is overall distance traveled all over time. The ratio of the first to the second is what I haven't noticed being mentioned here yet?
    Only the dogmatist says he will never change his mind. We all know that some of our opinions are wrong but none of us know which they are for if we did then they just wouldn't be our opinions. - JS Mill.

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