trying to reproduce the Ainslie heater circuit results
Hello all.
i represent a group of an experienced electrical engineers who try to reproduce the great work Ainslie did. However my colleagues are much more skeptical than I am, while they are the experts an I am only a software engineer...
so i would very appreciate your help in getting the required "harmonics" or oscillation that are need to get OU (by Ainslie claims).
First, see the attached images . They result from replicating Ainslie's circuit, not with the 555 timer circuit, but with an external signal generator (as AInslie also described in another doc).
the current data i have for the circuit applies to the images i attached:
Batteries starting voltage: 26.81v.
Wire gauge: do not know. Seems standard, not thick. Wires not short, not long.
Batteries type: 4.5AH, 12V ,gel, lead acid. (2 bat.)
Freq: 2.399 khz, duty cycle 3-4% (duty cycle calculated from the scope output that showed 16-18us)
Ringing wavelength: about 400khz (from the highest wave to the lowest – until it drops to flat line)
Ringing freq: 6.94 mhz (measured between highest wave to the next one)
Ringing highest amplitude: 255 mv
Shunt resistor: 4 in parallel, 1 ohm, 2 watt, current sensing resistors
R1 pot. value: 134.4 ohm (we used 500 ohm pot., 10 turns, small, blue, cubed resistor with a tiny screw)
MOSFET – exactly like Ainslie's
Load resistor – Ohmite, exactly like Aaron's. (measured to be 10 micro-henries, measure was taken the in 500khz range, +-20% accuracy of the measure)
Osciloscope: Fluke PM3392A, 200 MHZ, 2 + 2 Channel Combiscope
sumary of my questions so far:
1. Do you think our oscilloscope is not accurate enough to be used in this experiment ? what scope do we need – what are its minimum requirements ?
2. please describe the exact harmonics/sub-harmonics/self-oscillation that is needed to get COP>1. please describe it for non-electrical engineers like me... (as simple as possible) so we can know what to expect to see in our scope, and only then we'll start to measure the energy gain.
2a. also in the folllwing doc: "Open-Source-Evaluation-of-Power-Transients- Generated-to-Improve-Performance-Coefficient-of-Resistive-Heating-Systems.pdf" - what is the difference between the harmonics in the "good" tests (that gained COP>1) and the bad ones ? (I assume the waveforms related to this pdf are in the Panacea-Bocaf PDF, 14MB file)
2b. i see our waveforms are exactly like the ones Aaron described, but not like the ones appear in the videos/pdf. what are the right ones ?
3. we plan to test the energy on the load resistor by using a hand-maid calorimeter - put the load resistor inside a thermos can , put in it distilled water and measure the temp. rise of the water. we think this is a much more accurate way to measure than Ainslie's, since her way is problematic for the following reasons:
a. the heat on the resistor can vary according to the exact measure point on its surface/core
b. some of the heat vanishes to the surroundings, and it hard to measure how much. using a sealed environment that is isolated from the surroundings like a thermos can give much more accurate results.
what do you think ?
4. if we can get a true RMS meter of 10Mhz/100Mhz range, do you think it can measure the in/out power exactly ? so we won't need the temp. measure anymore, and the measure of the input battery power will be instant and simple ?
5. in the current situation (as described in the images), can we expect gain of COP>1 ?
thanks in advance,
Gad
Hello all.
i represent a group of an experienced electrical engineers who try to reproduce the great work Ainslie did. However my colleagues are much more skeptical than I am, while they are the experts an I am only a software engineer...
so i would very appreciate your help in getting the required "harmonics" or oscillation that are need to get OU (by Ainslie claims).
First, see the attached images . They result from replicating Ainslie's circuit, not with the 555 timer circuit, but with an external signal generator (as AInslie also described in another doc).
the current data i have for the circuit applies to the images i attached:
Batteries starting voltage: 26.81v.
Wire gauge: do not know. Seems standard, not thick. Wires not short, not long.
Batteries type: 4.5AH, 12V ,gel, lead acid. (2 bat.)
Freq: 2.399 khz, duty cycle 3-4% (duty cycle calculated from the scope output that showed 16-18us)
Ringing wavelength: about 400khz (from the highest wave to the lowest – until it drops to flat line)
Ringing freq: 6.94 mhz (measured between highest wave to the next one)
Ringing highest amplitude: 255 mv
Shunt resistor: 4 in parallel, 1 ohm, 2 watt, current sensing resistors
R1 pot. value: 134.4 ohm (we used 500 ohm pot., 10 turns, small, blue, cubed resistor with a tiny screw)
MOSFET – exactly like Ainslie's
Load resistor – Ohmite, exactly like Aaron's. (measured to be 10 micro-henries, measure was taken the in 500khz range, +-20% accuracy of the measure)
Osciloscope: Fluke PM3392A, 200 MHZ, 2 + 2 Channel Combiscope
sumary of my questions so far:
1. Do you think our oscilloscope is not accurate enough to be used in this experiment ? what scope do we need – what are its minimum requirements ?
2. please describe the exact harmonics/sub-harmonics/self-oscillation that is needed to get COP>1. please describe it for non-electrical engineers like me... (as simple as possible) so we can know what to expect to see in our scope, and only then we'll start to measure the energy gain.
2a. also in the folllwing doc: "Open-Source-Evaluation-of-Power-Transients- Generated-to-Improve-Performance-Coefficient-of-Resistive-Heating-Systems.pdf" - what is the difference between the harmonics in the "good" tests (that gained COP>1) and the bad ones ? (I assume the waveforms related to this pdf are in the Panacea-Bocaf PDF, 14MB file)
2b. i see our waveforms are exactly like the ones Aaron described, but not like the ones appear in the videos/pdf. what are the right ones ?
3. we plan to test the energy on the load resistor by using a hand-maid calorimeter - put the load resistor inside a thermos can , put in it distilled water and measure the temp. rise of the water. we think this is a much more accurate way to measure than Ainslie's, since her way is problematic for the following reasons:
a. the heat on the resistor can vary according to the exact measure point on its surface/core
b. some of the heat vanishes to the surroundings, and it hard to measure how much. using a sealed environment that is isolated from the surroundings like a thermos can give much more accurate results.
what do you think ?
4. if we can get a true RMS meter of 10Mhz/100Mhz range, do you think it can measure the in/out power exactly ? so we won't need the temp. measure anymore, and the measure of the input battery power will be instant and simple ?
5. in the current situation (as described in the images), can we expect gain of COP>1 ?
thanks in advance,
Gad
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