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How many KWh will one 250 Watt solar panel generate in one day Probably using 6.5 hours sunlight Southern California?
Use the formula: energy = power x time If energy is in watts and time is in hours, power will be in watt-hours. Divide that by 1000 to get kWh. Alternately, you can convert watt to kilowatt before doing the multiplication - in that case, kilowatt x hours = kilowatt-hours.
How do you convert 1500 killiwat hours to joule?
1 kilowatt = 1,000 watts1 watt = 1 joule per second1 hour = 3,600 seconds(1,500 kilowatt-hour) x (1,000 watt / kilowatt) x (1 joule / watt-second) x (3,600 second / hour) =(1,500 x 1,000 x 3,600) x (kilowatt - hour - watt - joule- second) / (kilowatt - watt - second - hour)= 5,400,000,000 joules
How do you convert watt into Celsius?
Not sure, but a thought that came up is by a combination of known equations: (1) DT=DQ/mc, DT=Difference in temperature (Kelvin) DQ=Difference in heat (Joule) m=mass (kg) c=specific heat (J/K*kg) (the increase in temperature is equal to the transfered heat divided by the mass of the object and its specific heat). (2) 1J=1W* 1s J=joule W=watt s=second By inserting (2) in (1) you get the relation between watt and celcius (Celcius=Kelvin-273). Hope this could be helpful..
How do you convert joules per second to watts per hour?
There is no equivalence. A Joule per second is a measure of power which is equivalent to a Watt. Not a Watt per second or a Watt per hour etc, just a Watt. The two units mentioned in the question measure different things (though I am not sure what Watts per hour measures) and, according to basic principles of dimensional analysis, conversion from one to the other is not valid.
How many kw consumption does a 20w bulb consume in 24 hours?
A 20-watt bulb consumes 20 watts of power. To calculate its consumption over 24 hours, multiply the wattage by the number of hours: 20 watts × 24 hours = 480 watt-hours. To convert watt-hours to kilowatt-hours (kWh), divide by 1,000: 480 watt-hours ÷ 1,000 = 0.48 kWh. Therefore, a 20-watt bulb consumes 0.48 kWh in 24 hours.
