Radiant power from Solid State Hairpin circuit

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Evostars posted this 19 April 2019

I made an advanced solid state hairpin circuit producing radiant power.

 

It is based on a high side switched coil (L1) producing a negative back EMF impulse.

This impulse is injected into a series resonant bifilar pancake coil (L2).

The – BEMF impulse, replaces the sparkgap.

 

This L2 coil also has a positive DC offset, charged by the – back EMF.

The L2 coil equals the stout bars in the hairpin circuit.

 

L2 is loose coupled (4,5cm) to L3 (bigger bifilar pancake coil) that is parallel resonant. So both L2 and L3 resonate on the same frequency. L2 is series resonant (low impedance, so impulse can pass to positive of power suppy, giving the L2 a kick) and L3 is parallel resonant (high impedance).

 

L3 is parallel loaded with a 28W 230V light bulb, that lights up brightly.

The current and voltage of L3 are in phase. This is rather unique, as it is 4,5 cm distanced from the series resonant L2 (current and voltage 90 degrees out of phase). Radiant power is produced.

 

Here is the link to the video explaining it all. All info that is needed for replication is included.

 

Here is the link to the schematic:

https://imgur.com/a/sh1JOwE

a quad core computer in my pocket, but a car still needs fuel

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Zanzal posted this 19 April 2019

Hey Evostars, thank you for sharing your schematic I looking forward to watching your video when it is released.

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Vidura posted this 19 April 2019

Hey Evostars Great work,thanks for sharing. I was following your videos before, but was not aware that you are member of the forum, as you did not post a lot. What do you think about the possibility to couple the three coils at certain distance, if it would give the same input power reduction as in the former test? Regards Vidura.

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solarlab posted this 21 April 2019

Hi Evostars,

Excellent work, thanks!

This paper might be of interest:

http://engineering.nyu.edu/power/sites/engineering.nyu.edu.power/files/uploads/AC%20Power%20Theory%20from%20Poynting%20Theorem,%20Accurate%20Identification%20of%20Instantaneous%20Power%20Components%20in%20Nonlinear%20Switched%20Circuits.pdf

Happy Easter...

  • In brief, a possible take-away: Power [p(t)] {eqn 8} and instantaneous Energy [w(t)] {eqn 9} are independant for a switched circuit (?).
  • "From basic physics, we know that power is the time derivative of energy. Consequently, there is no power (consumed or stored/restored) if energy does not change with time. Therefore, the instantaneous energy can be computed from the integral of the instantaneous power" ... "Equations (8) and (9) form a set of linearly independent equations" ... "A proof that (8) and (9) are linearly independent functions is given in the Appendix. Equation (9) can be seen mathematically as a moment of (8). However, this paper is centered in physics rather than in math." 

{this is an IEEE paper - therefore excess energy "does not, can not" exist - so, say it differently! "linearly independant functions?"} cool

Addendum Note: See Section "E." (starts on page 2109) in the above paper...

 

 

Aetherholic posted this 24 April 2019

Thank you Evostars for yet another masterpiece of experimentation, invention, superb presentation and documentation. Your Radiant Energy/Power series is developing into a classic.Cant wait for your next episode.

More power to the dielectric!

Best regards

 

Aetherholic - One truth, One field

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Experiments With Alternate Currents Of High Potential And High Frequency (February 1892).

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