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How to Measure and Calculate Vacuum Cleaner Suction Power in Watts?

Radzimir85 59187 19
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  • #1 14573994
    Radzimir85
    Level 9  
    Hello,
    How to calculate the suction power of a vacuum cleaner (or how to measure it) to get the power given in Watts?
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  • #2 14574026
    Anonymous
    Anonymous  
  • #3 14574042
    Radzimir85
    Level 9  
    I need this information for a couple of vacuum cleaner models. Unfortunately, the manufacturer does not provide such data. Is there anyone who could check this parameter for me?
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  • #4 14574061
    Anonymous
    Anonymous  
  • #5 14574090
    Radzimir85
    Level 9  
    I have data from the manufacturer for air flow and pressure.
    I need a suction power in Watts so that I can relate to competing devices.
    Previously, this parameter was not needed by anyone, until suddenly everyone asks for it.
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  • #6 14574110
    bearq
    Level 39  
    What are these vacuum cleaners? Enter their full name
  • #8 14574311
    bearq
    Level 39  
    Unfortunately, I did not find anything at home.
    The effectiveness of the vacuum cleaner is described by the following
    parameters (which manufacturers should take into account on
    nameplates, and what is usually not
    do):
    - air flow in cubic meters per second (m3 / s)
    - air flow velocity in meters per second (m / s)
    - suction power, negative pressure (also the height of the water column), in Pascals (Pa)

    cleaning power [air watts] = air flow [m3 / s] × suction [Pa]
  • #9 14574364
    Radzimir85
    Level 9  
    I found the following data:
    - air flow in cubic meters per second: 32 l / s = 0.032 m3 / s
    - air velocity in meters per second (m / s)
    - suction power, negative pressure (also the height of the water column), in pascals 2300 mmH2O = 22554 680.39 Pa

    Therefore:
    cleaning power [air watts] = 0.032 m3 / s × 22 554 680.39 Pa = 721 749.77 W

    Something's not working out. From what I read, vacuum cleaners reach a maximum of 500W
  • Helpful post
    #10 14574431
    Szybki Elektron
    Level 25  
    Radzimir85 wrote:
    - suction power, negative pressure (also the height of the water column), in pascals 2300 mmH2O = 22554 680.39 Pa

    Unfortunately, the 2300mm water column is 22,554,674 Pa
    The calculations must take into account that the air flow should be given at a given negative pressure. Producers may overstate it by specifying free movement - this value "looks" better.
  • #11 14574464
    dzi_dziuś
    Home appliances specialist
    Comparing the data you provided (32 l / s) with the service data of zelmer vacuum cleaners, I can say that 32 l / s is not a big deal. It is quite sufficient for effective cleaning, although in Zelmer machines this parameter reached 38l / s.
  • #12 14574469
    Radzimir85
    Level 9  
    After correcting my error, it still comes out of 710.47 W. The vacuum cleaner has a 620 W motor, so this calculation at first glance seems to be far from the truth.
    The manufacturer gives the air flow of 44 l / s at the inlet to the engine and 31.5 l / s through the suction nozzle. However, they agree that the negative pressure is given as a constant value of 2300 mmH2O.
    Can you recommend someone from the Tri-City area who would take such a vacuum cleaner, did the appropriate tests and gave the correct values?

    Added after 5 [minutes]:

    Today I do not mean the debate which vacuum cleaner is better and which is worse. As I wrote, the manufacturer gives the air flow of 44 l / s at the inlet to the engine and 31.5 l / s through the suction nozzle. Maybe the zelmer gives a value of 38 at the inlet to the engine. I don't know and I'm not going to compare myself with the competition here.
    I just mean having real data so as not to mislead customers.
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  • #13 14575015
    Anonymous
    Anonymous  
  • #14 14575102
    Radzimir85
    Level 9  
    Is there any way to measure this?
  • #16 14575168
    Radzimir85
    Level 9  
    The negative pressure is known. At least at some point ... It's 2300mmH2O
  • #17 14583562
    pawem1
    Level 25  
    See here is the characteristics of the vacuum cleaner blower motor http://dev.ametekfsm.com/Bulletins/116119-00.pdf
    if you divide l / s and kPa by 2 and multiply the results together, you will get more suction power, i.e. Air Watts, i.e. 31.5 l / s * 0.5 * 23 kPa * 0.5 = 181.125 Air Watt + -

    Here are pdf characteristics of several vacuum cleaners www.ces.clemson.edu/courses/me322/pdf/vacuum also almost simple graphs.

    Converter: (Air Flow (in CFM) x Vacuum (in inches of water lift)) / 8.5 = Air Watts

    This whole Air Watt, i.e. the suction power, is rather just an advertising gimmick.
  • #18 14584146
    Anonymous
    Anonymous  
  • #19 14586653
    Anonymous
    Anonymous  

Topic summary

The discussion revolves around calculating the suction power of vacuum cleaners, specifically how to derive this value in Watts from parameters like air flow and pressure. Participants highlight that suction power cannot be directly equated to motor power in Watts, as it depends on various factors including turbine design and airflow characteristics. Methods for measuring air flow and pressure are suggested, such as using a foil bag and a force gauge. The importance of accurate measurements is emphasized, particularly for comparing different vacuum cleaner models. Specific data from manufacturers is referenced, including air flow rates and negative pressure values, with calculations provided to illustrate the discrepancies between theoretical and actual performance. The conversation also touches on the marketing implications of "Air Watts" as a measure of suction power.
Summary generated by the language model.
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