OP
uksel
saying V=I.R is fine, for DC theory
it is 100% correct, but i assure this is the formula for DC. when considering AC it becomes complex when you have to consider much more, ie. impedance, frequency, reactance, inductance etc.
when calculating AC power/current you are looking to give a single state value (of voltage) which is an RMS value (Route Means Squared), because as you know AC voltage is not constant it goes on positive and negative cycles up between approx +/-330V. the formula i think also includes the frequency of the supply voltage (how often the sine wave crosses 0V in a full cycle) and the peak/lowest value of voltage on the sine wave, this is then calculated to give an RMS value. I'm babbling a bit now because i can't find the best way to explain what i'm saying
i'll get onto google and see if i cant get a clearer answer
it is 100% correct, but i assure this is the formula for DC. when considering AC it becomes complex when you have to consider much more, ie. impedance, frequency, reactance, inductance etc.
when calculating AC power/current you are looking to give a single state value (of voltage) which is an RMS value (Route Means Squared), because as you know AC voltage is not constant it goes on positive and negative cycles up between approx +/-330V. the formula i think also includes the frequency of the supply voltage (how often the sine wave crosses 0V in a full cycle) and the peak/lowest value of voltage on the sine wave, this is then calculated to give an RMS value. I'm babbling a bit now because i can't find the best way to explain what i'm saying
i'll get onto google and see if i cant get a clearer answer