It is expressed in Volt-Amperes not Watts.
The load size in watts is what determines the size of UPS needed. Add up all of the load wattages that you would like to have an uninterrupted power supply. Some UPS units are rated in VA output, for the purposes of this calculation VA is the same as watts. There are many UPS calculators on line if you need any help deciding what to connect to it. Remember the larger the UPS the more the cost is going to be. Read the discuss page for calculator.
Ohms law states that V = I * R I = V/R R = V/I P = I*V Where V = Voltage, I=Current, R = Resistance and P = Power or Watt Watt is the amount of electricity flowing through a line which is (Voltage times Current in (Amperage) = Power or watts) To find the power dissipated by a resistor of 1000 ohms, we first find the current I. The voltage is given as 200volts. Therefore I = V/R = 200/1000 = 0.2Amps We said Power or Watt = I*V Therefore the Power or watts dissipated by a resistor of 1000 ohms will be P=I*V = 200*0.2 = 40 Watts
Use 100 watts
Carbon or to be specific diamonds because if you do research you will find out they can withstand about 10,000 watts of electricity
20,000 watts
UPS power is not specified in watts.However VA is the equivalent of watts, assuming no phaseshift in the load.
maximum power out put is 500 watts
ohms and watts
VA and Watts
UPS batteries are typically rated at how many ampere hrs they can supply. IF your 20 Watt device is supplied by 120V then it draws 1/6 amps. (Watts = Amps * Volts for a resistive load). If your UPS were rated for 1 A Hr you could power your device for 6 hours.
If the load wattage is 3570 watts then that is what the load wattage draws. Now by using the expression "draws" maybe you meant to say amps. If it is amperage that you are looking for then the answer can not be given without knowing what the voltage of the system the UPS is tied into.The equation to use is A = Watts/Volts.If a UPS nameplate output rating is 2010 watts then that is the maximum that the UPS is designed for by the manufacturer. Applying a greater load that what the UPS is rated for will void the warranty. Match the load wattage to the UPS's output when calculating what size is needed to operate correctly. This can be done by adding up all of the device wattages that will be connected to it. If the device does not have a wattage shown use the equation above to find the wattage.
My neighbor is running two UPS (Uninterrupted power supplies) computer back-up power supplies. One is 865watts, one is 600 watts. She plugs the sump into a UPS and plugs that UPS into the other UPS. She said one 865 watts isn't enough. They burn-out too fast. The other 600 watts allows it to run 2-3 days (as needed) during a power outage. I don't know how big her sump is. Could make a big difference if its 1/2 or 1/3 hp. I bought 1200 watts in one UPS. It arrives this week. I hope its enough power. I run a 6500 watt Briggs/Stratton generator to power the house and recharge the UPS when the sun rises. 'Cause otherwise, its too loud and wakes the neighbors!
1HP = 746 watts 15 HP = 11190 watts = 11.19 kW You would need a generator of at least 13kW. UPS Distributor for 15 Years.
Watts or Amps? Amps would be the alternator, don't know where you would find watts. Volts X Amps = Watts, for example 12 Volts X 55 Amp Alternator = 660 Watts
The load size in watts is what determines the size of UPS needed. Add up all of the load wattages that you would like to have an uninterrupted power supply. Some UPS units are rated in VA output, for the purposes of this calculation VA is the same as watts. There are many UPS calculators on line if you need any help deciding what to connect to it. Remember the larger the UPS the more the cost is going to be. Read the discuss page for calculator.
To find phone numbers for specific UPS departments, one should check out the official UPS website. UPS's main phone number is 1-800-PICK-UPS. They can also be contacted through email on their website.
To find watts in kilowatts multiply kilowatts by 1000. In this case, 26 x 1000 = 26, 000 watts.