Pioneering the Applications of Interphasal Resonances 
http://tech.groups.yahoo.com/group/teslafy/ 

   ----- Forwarded Message ----- From: [email protected] [teslafy] 
<[email protected]>To: "[email protected]" 
<[email protected]>Sent: Sunday, May 26, 2019, 2:30:56 PM EDTSubject: 
[teslafy] Comment made on symmertrical derivatives
     

https://www.quora.com/What-does-the-e-constant-represent-in-calculus
Philip Lloyd, I have also been HOD maths in 3 prestigious New Zealand Schools 
made a comment here as follows;
The constant “e” represents all sorts of things in mathematics but the answer 
particularly relevant to Calculus is the amazing fact that the derivative of 
e^x equals itself!
My reply;

It seems very true that things we consider fantastic are only fantastic to us, 
as if we have seen some privileged light on the matter. As such some 
generalizations leading to analogies can be made here. I considered it 
fantastic that in the study of very loosely coupled large resonant circuits 
driven at wall supply frequency that your description given here as a function 
that has a derivative identical to itself to be absolutely identical to my 
research into magnetic field actions between coils where the cause and effect: 
which are normally interpreted to have reciprocal actions in time; were instead 
symmetrical! Indeed the concept of a derivative as an instantaneous slope 
reading as explained in calculus itself applies in the magnetic field change in 
time as expressed by i=dq/dt. Secondarily the induced voltage received on a 
secondary is applied as a derivative where di/dt = V/L ; essentially meaning 
that that the induced voltage on the secondary is 90 degrees out of phase with 
the primary amperage change in time. Now because each transmission and 
receiving side has cancelling reactances the amperes that develope are not 
inhibited by this factor/ and the induced amperage is then proportional to V. 
In the above equations we can replace e^(x) with dq/dt =i and find that that 
this measured quantity i; interpreted as a derivative proportional to the 
sending primary current i; is in fact a derivative of itself for this specific 
unique situation of symmetrical results whereby the measured i quantity is the 
same irrespective of the resistance of the receiving coil.

Forward & Reverse Operations of 60hz Resonant Transformations.

fwd operation @ 25 volts @2:35 
https://www.flickr.com/photos/harvich/46127172765/in/dateposted-public/

bkwd operation comment @ 25 volts @4:27 
https://www.flickr.com/photos/harvich/40076241583/in/dateposted-public/
  
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