Improved Circuit Design

The Theory:
In her book The Cure For All Diseases , Dr. Hulda Clark gives a detailed description of the "Zapper" and the specifications of the electrical output that the Zapper is intended to produce. She even includes a schematic(circuit diagram) and instructions on how to build your own rudimentary zapper. Dr Clark's original specifications call for the electrical output of a Zapper to be: a positive offset square-wave of approximately 9 volts.

The Problem:
Most commercially available Zappers are prone to significant voltage drop and wave-form deterioration when an electrical load is connected to them. Typically, "9 volt" zappers will drop to below five volts and "12 volt" zappers fall below seven volts when operated under the "electrical load" encountered in typical usage. In comparison, the Multi-Zap Zapper will maintain a true square-wave and it's output voltage will drop only slightly to 8.25 volts under the same "electrical load".
The circuit given by Dr. Clark does produce a fairly good square-wave as long as an electrical load is not connected to the device. Although, as soon as there is a "load" or current draw applied, the square-wave distorts and looses it's shape and amplitude(voltage). By "load" we mean anything that draws current from the device. When one uses the zapper; by attaching the copper pipe and holding on to them, a "load" is applied to the device as the body draws in the electricity.
Most commercially available zappers are based on the schematic given in The Cure For All Diseases. Some manufacturers have added features like a low battery indicator or timer etc.,but most still utilize the same basic circuit for the "frequency generator" portion of their design. The annotated pictures below illustrate this point very well. They were taken directly from the screen of an oscilloscope.

1a) Typical Zapper - no load
This is the output taken from a typical zapper with no load connected. The dotted horizontal lines measure the amplitude or voltage of the wave. The dotted vertical lines measure the wavelength. (from which the frequency is derived) The Voltage (9 V) and frequency (30.97kHz) are shown at bottom of the picture.Notice the almost square shape of the wave.
1b) Typical Zapper - with electrical load (change picture by placing mouse pointer over it.)
Same Zapper as 1a) above,but with a person grasping onto the copper pipes that are connected to the device, thereby producing a typical electrical load. Notice the deformed square-wave and drastic voltage drop (to 4.13 volts).

 




The Solution:
We found a way to modify the zapper circuit to reduce the distortion and voltage drop that occurs under typical load conditions . Now, with the above illustration in mind, view the pictures below. They are the oscilloscope images of a Multi-Zap output taken under the identical conditions as above.

 

2a) Multi-Zap - no load
Similar to picture (1a) above. A well formed square-wave.
9.19 volts


2b) Multi-Zap - with electrical load (change picture by placing mouse pointer over it.)
Multi-Zap output, but with a person grasping onto the copper pipes that are connected to the device.(Same conditions as in picture 1b, above.) Notice that the square-wave shape has hardly changed as compared to the "no load" (2a) picture . Voltage dropped only slightly to 8.25 volts. Compare this to picture (1b), above.

 


12 volt Zapper drop to 6.6 volts under load - A few 12 volt zappers have appeared in recent years. We investigated and subsequently tested two different models and found that they too are prone to voltage drops and deformed square wave during actual use (electrical load) conditions.

3a) 12 volt zapper-no load
Well formed square wave at 12 volts.


3b) 12 volt zapper -with electrical load (change picture by placing mouse pointer over it.)
Observe that the voltage drops to 6.6 volts and the wave shape deforms significantly under a typical electrical load that simulates actual use conditions (same test conditions as above).



Conclusion:

Why a good square-wave is important.
A square-wave will inherently radiate multiple harmonic frequencies above it's base frequency. As the shape of the wave becomes less 'square' the relative strength of the 'radiated' harmonic frequencies diminishes. In other words, the truer the square-wave, the greater degree of harmonics will be produced.
Dr. Hulda Clark has noted that a significant attribute of 'Zapper' technology is the ability to generate strong harmonic frequencies. In several of her books she writes in detail of the importance of these harmonic frequencies. Since a true square-wave produces more harmonics then it follows that Zappers that generate good square-waves are more desirable than those that do so to a lesser degree.

 

 

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