Free Solid State/mechanical energy

[lancaIV]

"Mathieusche Funktion",Time-related,
a part of the parametric generator science,
( f.e. Prof. Ferdinand Cap publication ,Austria )  
but also entrance to plasma-/quantum physics.

S
 dL

[Charlie_V]

Maximumgravit,

That quote you found is very very interesting.  I didn't think that a circuit with very high Q would produce an audible sound even if it isn't plugged up.  That is amazing, I wonder how high the Q has to be? 

Audible noise means that something is physically vibrating.  This might make sense why the masses have to be the same.  You know, the Q of a circuit can be adjusted without adjusting the resonant frequency that its at.  For a series LC circuit, all you do is increase inductance and reduce capacitance (making sure that you keep the same ratio so they remain at the same resonant frequency).

[Trump]

Server,

    Looks like the server is starting to mess up again. I will start to back up some messages so if it craps out on us again we will not lose the messages. I am not sure what is going on with this server. I will get a hold of Stephen and ask him what is going on. to bad we could not have this on the Google forum, they seem to be a lot more stable. OK I just backed up pages 50 to 55. We sure don't want to lose the messages like we did in the past.


     Trump

[barbosi]

...
In this light we can say there is no such thing as capacitance, capacitance is a word, it describes the electrostatic stress fields in matter, in an object or between objects.
There is no such thing as inductance, inductance is a word, it describes the motion of electrostatic forces, moving things tend to remain moving as stationary things tend to remain stationary unless acted upon by external stress fields.
...

From "The Science of Oneness" - Chapter 5.4.2:
(http://www.divinecosmos.com/index.php?option=com_content&task=category&sectionid=6&id=19&Itemid=36)

Michael Faraday was the first to determine that magnetic fields were continually rotating ? and in scientific terms this means that magnetism is a dynamic field. However, he also discovered that:

The electric fields do not move at all; they require the dynamic movement of the magnetic wave to propel themselves forward.

The scientific term that was chosen to describe something that does not move is static, so the electric field was called an electrostatic field.

This can be visualized in a very simple way. If you think about an object that floats on the surface of the ocean, it is only the movement of the wind and water that would cause it to move forward ? and the behavior of the electric field is very similar. If you only looked at the electric part of this waveform by itself, there would be no directional movement within it. If you ask an engineer why the magnetic field is dynamic and the electric field is static, you will probably get ?That?s just the way it is? as your answer. And yet, this is of very obvious importance, as the electromagnetic waveform is the primary means by which energy travels in our universe.

So electrostatic field has the power and magnetic field has the motion. Electromagnetic field is the power in motion or electrostatic force surfing on magnetic waves. I think Grumpy will have a comment at this point saying the motion is not coming from magnetic field but rather from "torsion" or "tempic" field. We'll see...

Also remember Tesla's words:

"It is well known that an electric circuit compacts itself like a spring with a weight attached to it. Such a spring vibrates at a definite rate, which is determined by two quantities, the pliability of the spring and the mass of the weight. Similarly an electric circuit vibrates, and its vibration, too, is dependent on two quantities, designated as electrostatic capacity and inductance. The capacity of the electric circuit corresponds to the pliability of the spring and the inductance to the mass of the weight."

It looks to me the other way around:
- mass (aka inductance, aka magnetism) suggests the power (?)
- pliability (aka capacity, aka electrostatic field) suggests the motion (?)

And here I'm stuck!

This last thing about the mass, reminds me about a question I addressed in all those lost postings: Erfinder said related to his device something about mass of primary being equal to mass of secondary coils. Could this be the reason of transferring the whole "mass" of power from primary to secondary?

[midnight_blue]

hello all,

I have been doing some calculations from Quote from erfinder in ? Reply #67 on: February 15, 2007, 02:31:48 PM

185000 miles per second (speed of traversing currents) / 925 (frequency of circuit) = 200 miles (length of stationary wave) X ? = 50 miles (length of secondary coil)

Play around with this formula until you have a secondary length of 144 inches.  144 inches should be based on a 22.5 mm inch. 

144 inches = 0.227272727 miles (repeating sequences like these are important)

First 144/5280 = .0272727 must be a typo there. Anyway to arrive at this the frequency is greater than 185000
185000/185000 = 1 X 1/4 = .25

185000/2000000=.0925 X 1/4 = .023125 so just slightly less than 2,000,000 this right??
I can not come to this frequency for the life of me. Could be I'm getting extremely tired. And on some things(size of coils, number of turns, etc. I used what I thought to be accurate. Anyone worked on this get a better answer ? I come up with 4521.6 hertz.
Posting some formulas for you...

Ohm's Laws
V = I x R = P / I = SQRT(P x R)
I = V / R = SQRT(P / R) = P / V
R = V / I = P / (I^2) = V^2 / P
P = I x V = I^2 x R = V^2 / R
Where:
V = Voltage in Volts
I = Current in Amps
R = Resistance in Ohms
P = Power in Watts
Resonate Frequency
Fo = 1 / (2 x pi x SQRT(L x C))
Where:
Fo = Resonant frequency in Hertz
pi = 3.14159...
SQRT = Square root function
L = Inductance in Henries
C = Capacitance in Farads
Reactance
Xl = 2 x pi x F x L
Xc = 1 / (2 x pi x F x C)
Where:
Xl = Inductive reactance in Ohms
Xc = Capacitive reactance in Ohms
pi = 3.14159...
F = Frequency in Hertz
L = Inductance in Henries
C = Capacitance in Farads
RMS
Vpeak = Vrms x SQRT(2) For sine waves only
Where:
Vpeak = Peak voltage in volts
Vrms = RMS voltage in Volts RMS
SQRT = Square root function
Energy
E = 1/2 x C x V^2 = 1/2 x L x I^2
Where:
E = Energy in Joules
L = Inductance in Henries
C = Capacitance in Farads
V = Voltage in Volts
I = Current in Amps
Power
P = E / t
Where:
P = Power in Watts
E = Energy in Joules
t = Time in Seconds
Helical Coil
Lh = (N x R)^2 / (9 x R + 10 x H)
Where:
Lh = Inductance in micro-Heneries
N = number of turns
R = Radius in inches
H = Height in inches
Flat spiral
Lf = (N x R)^2 / (8 x R + 11 x W)
Where:
Lf = Inductance in micro-Heneries
N = number of turns
R = Average radius in inches
W = Width in inches
Conical Primary
L1 = (N x R)^2 / (9 x R + 10 x H)
L2 = (N x R)^2 / (8 x R + 11 x W)
Lc = SQRT(((L1 x sin(x))^2 + (L2 x cos(x))^2) / (sin(x)+cos(x)))
Where:
Lc = Inductance in Microhenries
L1 = helix factor
L2 = spiral factor
SQRT = Square root function
N = number of turns
R = average radius of coil in inches
H = effective height of the coil in inches
W = effective width of the coil in inches
X = rise angle of the coil in degrees
Resonant Primary Capacitance
Cltr = I / (2 x pi x Fl x V)
Where:
Cltr = Resonant capacitor value in Farads
I = NST rate current in Amps
pi = 3.14159...
Fl = AC line frequency in Hertz
V = NST rated voltage in Volts
Static Gap Primary LTR Capacitance
Cres = I / (4 x Fl x V)
Where:
Cres = Resonant capacitor value in Farads
I = NST rate current in Amps
Fl = AC line frequency in Hertz
V = NST rated voltage in Volts
Sync Gap Primary LTR Capacitance
Cltr = 0.83 x I / (BPS x V)
Where:
Cltr = The LTR cap size in Farads
I = The NST rated current in Amps
V = The NST rated voltage in Volts
BPS = The break rate (120 or 100 BPS)
Top Voltage
Vt = Vf x SQRT(Ls / (2 x Lp))
Where:
Vt = Peak top voltage in Volts
Vf = gap firing voltage in Volts
SQRT = Square root function
Ls = Secondary inductance in Heneries
Lp = Primary inductance in Heneries
PFC Capacitors
Cpfc = Vo x Io / (2 x pi x Fl x Vi^2)
Where:
Cpfc = Power factor correction capacitance in Farads
Vo = NST output voltage in Volts
Io = NST output current in Amps
pi = 3.14159...
Fl = AC line freqeuncy in Hertz
Vi = NST input voltage in Volts
Power-BPS
P = BPS x 1/2 x Cp x Vf^2
Where:
P = Coil power in Watts
BPS = Breaks per second
Cp = Primary capacitance in Farads
Vf = Gap firing Voltage
Transformers
Vi x Ii = Vo x Io
Where:
Vi = Input voltage in Volts
Ii = Input current in Amps
Vo = Output voltage in Volts
Io = Output current in Amps
Primary Peak Current
IPpeak = Vf / SQRT(Lp / Cp)
Where:
IPpeak = Peak primary loop current Amps
Vf = Firing Voltage in Volts
SQRT = Square root function
Lp = Primary inductance in Heneries
Cp = Primary capacitance in Farads
Surge Impedance
Zs = SQRT(Lp / Cp)
Where:
Zs = Surge impedance in Ohms
SQRT = Square root function
Lp = Primary inductance in Heneries
Cp = Primary capacitance in Farads
Secondary "Q" Factor
Q = 2 x pi x Fo x Ls / Rac
Where:
Q = "Q" factor
Fo = Fundamental frequency in Hertz
Ls = Secondary inductance in Heneries
Rac = Secondary "AC" resitance in Ohms
Freau Spark Length Formula
L = 1.7 x SQRT (P)
L = Maximum spark length in Inches