When Tesla studied magnetic field vectors he found some interesting observations that he wrote about. These were his studies of electrostatic voltages when B an H magnetic vector fields were not part of mathematic algorythms which I talked about in some recent posts.
See here: http://nrgnair.com/MPT/zdi_tech/tesla/common/radiant/TRE1.htm
Some people must have thought to themselves 'what are these algorythms' of which I spoke?
Tesla was a smart cookie, he had a natural understanding of mathematics and electronical engineering and could envision circuits inside his mind and tell people what a circuit would do before they even built it. He was born with a natural ability to do this which made him different from his contemporaries, just like Einstein was born with the ability to understand the macro and macro field physics - Tesla was the same but with Magnetic and Electric field physics.
Tesla discovered some significant things about coils operating in vector B and H cancelled fields.
It would take hours to go through the tiny details so I'm just going to be promp about it.
Firstly, inductors with cancelled magnetic fields or balanced magnetic fields are not seen as an inductor by the circuit but are seen as a capacitor.
Why is this?
Well firstly, induction is a calculation of a linear equasion and reactance to the magnetic field vectors. If the magnetic vectors are neutral then mathematic equasions concerning them change dramatically in electrostatic field theory.
This stands to reason because those B and H vectors are neutralized in any equasion but the coil still has reactance 90 degrees out of phase to the cancelled fields.
Where is the reactance?
Tesla tells us that reactance in a coil (that has neutral B and H vectors) is in a 360 degrees circle around every winding of the coil. So every winding has a reactance to wires to the left, right, top and bottom of it and that the reactance is purely capacitive in the beginning of an equasion.
What does that mean?
It means that in coils that have insulated wire and the wires are beside each other, the very first property of the coil is the dielectric relationship between the wires and the capacitive ability of that dielectric layer. All other reactances such as resistance and inductance are paracitic of the capacitance and its dielectric layer.
You said inductance was cancelled, why did you talk about inductance again?
This inductance is 90 degrees out of phase with the cancelled B and H vectors and is caused by capacitance and is totally paracitic of it.
To explain it we must imagine a massive string of capacitors wired in series that are 90 degrees out of phase with current. When you connect all the caps together the legs that you solder together are the resistance in the circuit and have an inductance value. In terms of a coil its the thickness of the wire because the thickness of the wire is the connection between the capacitive regions. For it to be capacitive there has to be a gap between each respective capacitor or a 'defined seperation'. If there is no defined seperation,each capacitor in series would neutralize its neighbour with a dead short, therfore a resistance must exist between each defined capacitor. Now Tesla tells us that the more resistive the material is between the capacitors the more we can load it with voltage.
That means the resistance of the wire is important to define the capacitors but not the linear resistance of the wire, the resistance of the thickness of the wire!
The induction of the thickness of the wire.
Tesla measured this inductance to be very different to normal B and H vector values. He found that it travelled at multples of the speed of light and so did Moray and Dollard. Mainstream science argues that this is impossible because of Einsteins laws but Tesla was 50 times smarter than Maxwell, Faraday and Einstein all put together. Tesla wasn't the only one to prove Einstein wrong, modern calculations in Quantum entanglement have proven without any shadaow of doubt that energy can travel 1000's of times the speed of light. Einstein was a shill to keep people from probing into stuff they don't want probing like Tesla was doing.
Tesla found that the self capacitance of coil wire was related to its thickness and its sideways resistance and it had feck all to do with its linear resistance and linear inductance properties like Maxwell was saying. Maxwell couldn't cancel a linear vector potential if it smacked him in the face, he knew nothing about electrostatic potentials across wire like Tesla did.
Tesla knew that you could create massive electrostatic field potentials in coils depending on its resistive value and thickness of the wire to define capacitive regions devided by resistance zones, the more resistive those zones are, the more voltage could be obtained and the greater the number of turns, the more capacitance.
The inductance and resistance though in this 90 degrees out of phase mode is purely paracitic of the capacitance and as the resistance gets higher so does the voltage until you reach a point where its just an electrostatic potential that cancels the inductance, the resistance and the reactance value is just purely electrostatic. In other words the charge value overides any reactances.
How can we use this info in Meyer VICS?
We need to cancel the Magnetic vector fields in Stan's inductors and I've talked about how to contruct chokes so that we do this. We need to allow current to pass through his VIC at 5Khz and shunt it through the water and we know how to do that. We need to ping the inductors at 10Khz which is the second harmonic and I've showed how to do that by narrowing the 50% duty cycle, as the pulse narrows the 10Khz pings get stronger and stronger and the chokes get more and more energized.
The chokes need to be self resonant at where you ping them with the harmonic, the wire in the coils needs to be highly resistive 90 degrees out of phase not resistive at linear measurements and pretty thick gauge wire. If you had thin wire you won't be able to create the capacitive zones we talked about, for capacitance zones that can be high voltage they need high resistance because in each cross section of the wire is two semicircles of opposing charge. I have drawn a picture to show this.
We are nearly there trust me. The next part will deal with impedance matching the coils so you can get the electrostatic energy out of the chokes and into a cell without introducing current back into the situation.
So its the big momma, the biq question. How did Meyer match the coils charactaristics into his line and tubes?
To answer this we must go back to Tesla and listen to what he has to say. We have become so embroiled by Maxwell, Faraday and Lens that we cannot sometimes see the wood for the trees but Tesla has been telling us all along.
First of all we have to determine what device we are dealing with and what the circuit see's. Tesla says and is correct by assuming the choke acts like a capacitor not like an inductor because the vector fields are missing. Therefore we cannot try to match the coils impedance because all calculations concerning such do not exist.
There is only the 90 degrees out of phase voltage field and its properties to contend with and the only factor in this arrangement that we can match is its dc resistance. Tesla tells us that the wires transporting the electrostatic field must match its dc resistance.
The coil's mode of transport is across its windings not its linear electrical length where the vectors fields have been cancelled!
So to match the coil to the cell we are matching a bank of small capacitors to a large capacitor at the same dc resistance. The dc resistance of the line in between the chokes and the tubes MUST match the total dc resistance of the choke.
To measure this you need an identical coil of the same gauge wire with no insulation I would imagine then measure its dc resistance across the windings NOT through the wire. I need to have a think about this and see what Tesla has to say but if anyone has any input on this it would be very much appreciated.
Nav.
See here: http://nrgnair.com/MPT/zdi_tech/tesla/common/radiant/TRE1.htm
Some people must have thought to themselves 'what are these algorythms' of which I spoke?
Tesla was a smart cookie, he had a natural understanding of mathematics and electronical engineering and could envision circuits inside his mind and tell people what a circuit would do before they even built it. He was born with a natural ability to do this which made him different from his contemporaries, just like Einstein was born with the ability to understand the macro and macro field physics - Tesla was the same but with Magnetic and Electric field physics.
Tesla discovered some significant things about coils operating in vector B and H cancelled fields.
It would take hours to go through the tiny details so I'm just going to be promp about it.
Firstly, inductors with cancelled magnetic fields or balanced magnetic fields are not seen as an inductor by the circuit but are seen as a capacitor.
Why is this?
Well firstly, induction is a calculation of a linear equasion and reactance to the magnetic field vectors. If the magnetic vectors are neutral then mathematic equasions concerning them change dramatically in electrostatic field theory.
This stands to reason because those B and H vectors are neutralized in any equasion but the coil still has reactance 90 degrees out of phase to the cancelled fields.
Where is the reactance?
Tesla tells us that reactance in a coil (that has neutral B and H vectors) is in a 360 degrees circle around every winding of the coil. So every winding has a reactance to wires to the left, right, top and bottom of it and that the reactance is purely capacitive in the beginning of an equasion.
What does that mean?
It means that in coils that have insulated wire and the wires are beside each other, the very first property of the coil is the dielectric relationship between the wires and the capacitive ability of that dielectric layer. All other reactances such as resistance and inductance are paracitic of the capacitance and its dielectric layer.
You said inductance was cancelled, why did you talk about inductance again?
This inductance is 90 degrees out of phase with the cancelled B and H vectors and is caused by capacitance and is totally paracitic of it.
To explain it we must imagine a massive string of capacitors wired in series that are 90 degrees out of phase with current. When you connect all the caps together the legs that you solder together are the resistance in the circuit and have an inductance value. In terms of a coil its the thickness of the wire because the thickness of the wire is the connection between the capacitive regions. For it to be capacitive there has to be a gap between each respective capacitor or a 'defined seperation'. If there is no defined seperation,each capacitor in series would neutralize its neighbour with a dead short, therfore a resistance must exist between each defined capacitor. Now Tesla tells us that the more resistive the material is between the capacitors the more we can load it with voltage.
That means the resistance of the wire is important to define the capacitors but not the linear resistance of the wire, the resistance of the thickness of the wire!
The induction of the thickness of the wire.
Tesla measured this inductance to be very different to normal B and H vector values. He found that it travelled at multples of the speed of light and so did Moray and Dollard. Mainstream science argues that this is impossible because of Einsteins laws but Tesla was 50 times smarter than Maxwell, Faraday and Einstein all put together. Tesla wasn't the only one to prove Einstein wrong, modern calculations in Quantum entanglement have proven without any shadaow of doubt that energy can travel 1000's of times the speed of light. Einstein was a shill to keep people from probing into stuff they don't want probing like Tesla was doing.
Tesla found that the self capacitance of coil wire was related to its thickness and its sideways resistance and it had feck all to do with its linear resistance and linear inductance properties like Maxwell was saying. Maxwell couldn't cancel a linear vector potential if it smacked him in the face, he knew nothing about electrostatic potentials across wire like Tesla did.
Tesla knew that you could create massive electrostatic field potentials in coils depending on its resistive value and thickness of the wire to define capacitive regions devided by resistance zones, the more resistive those zones are, the more voltage could be obtained and the greater the number of turns, the more capacitance.
The inductance and resistance though in this 90 degrees out of phase mode is purely paracitic of the capacitance and as the resistance gets higher so does the voltage until you reach a point where its just an electrostatic potential that cancels the inductance, the resistance and the reactance value is just purely electrostatic. In other words the charge value overides any reactances.
How can we use this info in Meyer VICS?
We need to cancel the Magnetic vector fields in Stan's inductors and I've talked about how to contruct chokes so that we do this. We need to allow current to pass through his VIC at 5Khz and shunt it through the water and we know how to do that. We need to ping the inductors at 10Khz which is the second harmonic and I've showed how to do that by narrowing the 50% duty cycle, as the pulse narrows the 10Khz pings get stronger and stronger and the chokes get more and more energized.
The chokes need to be self resonant at where you ping them with the harmonic, the wire in the coils needs to be highly resistive 90 degrees out of phase not resistive at linear measurements and pretty thick gauge wire. If you had thin wire you won't be able to create the capacitive zones we talked about, for capacitance zones that can be high voltage they need high resistance because in each cross section of the wire is two semicircles of opposing charge. I have drawn a picture to show this.
We are nearly there trust me. The next part will deal with impedance matching the coils so you can get the electrostatic energy out of the chokes and into a cell without introducing current back into the situation.
So its the big momma, the biq question. How did Meyer match the coils charactaristics into his line and tubes?
To answer this we must go back to Tesla and listen to what he has to say. We have become so embroiled by Maxwell, Faraday and Lens that we cannot sometimes see the wood for the trees but Tesla has been telling us all along.
First of all we have to determine what device we are dealing with and what the circuit see's. Tesla says and is correct by assuming the choke acts like a capacitor not like an inductor because the vector fields are missing. Therefore we cannot try to match the coils impedance because all calculations concerning such do not exist.
There is only the 90 degrees out of phase voltage field and its properties to contend with and the only factor in this arrangement that we can match is its dc resistance. Tesla tells us that the wires transporting the electrostatic field must match its dc resistance.
The coil's mode of transport is across its windings not its linear electrical length where the vectors fields have been cancelled!
So to match the coil to the cell we are matching a bank of small capacitors to a large capacitor at the same dc resistance. The dc resistance of the line in between the chokes and the tubes MUST match the total dc resistance of the choke.
To measure this you need an identical coil of the same gauge wire with no insulation I would imagine then measure its dc resistance across the windings NOT through the wire. I need to have a think about this and see what Tesla has to say but if anyone has any input on this it would be very much appreciated.
Nav.