Circuit Resistance

Total VIC "Circuit Resistance" to D.C. current flow is expressed and determined by:
(Eq 9)

Where,
(Rl) is the resistive value of Secondary Pickup Coil (52) of Figure (7-8) plus Magnetic Field
strength of primary coupling field (71) in direct relationship to inductance field strength (Rp) which is
determined by the number of turns of wire that make up secondary coil-wrap (52), (Z2) is determined by
inductance field strength (FL1) and resistive value (RS1) (typically 11.6 KQ) of
RE: VIC Matrix Circuit Memo WFC 426
Stanley A. Meyer 7- 11
stainless steel (s/s) wire-coil (56) (LI) when being exposed to external magnetic coupling field
strength (Rp), (Z3) is determined by inductance field strength (FL2) and resistive value (RS2)
(typically 11.6KQ) of stainless steel (sls) wire-coil (62)(L2) when being exposed to the same
external magnetic coupling field strength (Rp) ... each choke-coil (LIIL2) being of the same
impedance value since both coil-wraps (56/62) are Bifilar wound together onto a single spool-
bobbin, (Re) is the dielectric property of water and it's resistive value is typically (78.54 Q) since
"rain water" (85f) contains less than 20ppm of any type of contaminates due to Water Evaporation
Process (530) of Figure (5-6). (see VIC Matrix Circuit 690 of Figure 7-8 as to Water Chan (760) of
Figure (7-15), once again)