PassnThru
Well-known member
So I saw this on a floor heating site browsing around:
Is it true that 240V products generate more heat, heat up faster, cost less to run, and work more efficiently than 120V?
No, no, no and no. This is a big misconception that pops up in Internet forums. Let’s say you take two mat systems of the same square footage, one 120V and the other 240V. If they are designed with the same watts per square foot (the industry standard is 12 W/sf), both products will use the same amount of wattsand use the same amount of power. This is because a 120V system draws twice the amps per square foot of a 240V system, and that a 240V system draws half the amps per square foot of a 120V system. Ohm’s law tells us that when voltage decreases, amps increase proportionally. For example, let’s say you want to heat a 100 square foot area. According to the manufacturer’s specs, we know both systems use about 1200 watts, and we know the voltage, so we find the amps by using Ohm’s law: V x I = P, or P / V = I. (Numbers are approximate here):
1200 watts / 240 volts = 5.0 amps 1200 watts / 120 volts = 10 amps
They finish up with this which counts as a save I guess:
So while the 240V sounds like it has twice the power, it generates the same amount of heat (watts) per square foot as the 120V system, heats up at the same rate, and would cost about the same amount per square foot to heat the floor. And for standard power supplies of 120V and 240V, matching products are equally efficient (120V to 120V vs. 240V vs. 240V).
I know what they are trying to say and I believe they are right with my limited knowledge - but I hope the bolded portion was just an editing mistake.
Is it true that 240V products generate more heat, heat up faster, cost less to run, and work more efficiently than 120V?
No, no, no and no. This is a big misconception that pops up in Internet forums. Let’s say you take two mat systems of the same square footage, one 120V and the other 240V. If they are designed with the same watts per square foot (the industry standard is 12 W/sf), both products will use the same amount of wattsand use the same amount of power. This is because a 120V system draws twice the amps per square foot of a 240V system, and that a 240V system draws half the amps per square foot of a 120V system. Ohm’s law tells us that when voltage decreases, amps increase proportionally. For example, let’s say you want to heat a 100 square foot area. According to the manufacturer’s specs, we know both systems use about 1200 watts, and we know the voltage, so we find the amps by using Ohm’s law: V x I = P, or P / V = I. (Numbers are approximate here):
1200 watts / 240 volts = 5.0 amps 1200 watts / 120 volts = 10 amps
They finish up with this which counts as a save I guess:
So while the 240V sounds like it has twice the power, it generates the same amount of heat (watts) per square foot as the 120V system, heats up at the same rate, and would cost about the same amount per square foot to heat the floor. And for standard power supplies of 120V and 240V, matching products are equally efficient (120V to 120V vs. 240V vs. 240V).
I know what they are trying to say and I believe they are right with my limited knowledge - but I hope the bolded portion was just an editing mistake.

