Sorry can't help myself
repost from Energetic
quantumuppercut
Let's say we have a ball and drop it from height H, the ball bounce back to the same height, the system is purely reactive. If the ball bounce back lower, there is some reactive, and if the ball doesn't bounce back, it's purely "resistive" in a sense.
The boiler is resistive if we treat the water as a resistive load. If there is reactive going on, then the system must contain inductance/capacitance. One can see the boiler as a coil.
It might be induction heating. If so, you're not alone. Induction heating is from magnetic energy. Now could it be that magnetic energy is free...
http://pesn.com/2011/10/05/9501927_Steorn_CEO_Posts_Overunity_Heater_Video/"...The purpose of the test is to determine if the coil fed with a quantity of AC power, can produce more heat than the same coil fed with the same quantity of DC power. In the paper, the formula needed to calculate the total AC power is presented. The AC input and DC input is configured to be as identical as possible. Actually, the power input during the AC run was .9 (point nine) watts, and in the DC run it was 1 (one) watt. The fact that the input power during the AC run was slightly less than in the DC run actually biases the test against the AC run. This makes the results of the test even more significant.
In the first test, 1 watt of DC power is fed into the coil wound around the nickel core. The temperature of the coil increases until it reaches an equilibrium point of 36.1 degrees. This is the point at which the power lost by the coil via heat dissipation matches the electrical input power. Even if the input power stayed on for hours longer, the temperature of the coil would not increase above this temperature.
In the second test, .9 watts is fed into the same coil wound around the same exact nickel core. Obviously, this test took place a period of time after the first one, after the temperature of the coil has dropped back to its original value. The result of AC being fed into the coil is that it rises to an equilibrium temperature of 41.1 degrees. This means that in the AC test, the temperature of the coil reached a temperature five degrees higher than in the DC test.
The higher equilibrium temperature obtained when the coil was powered with AC, indicates an anomalous gain of energy. The gain of energy is unexplainable, because the input power in both tests were almost identical -- actually slightly less when AC was utilized. As the paper continues, the author indicates that resistive heating cannot be the case for the increased temperature in the AC test run..
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