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(Rp1) · also written as a run, Rp1a xxx Rp1n

Coupling Inductance

Also written excitation External Magnetic Field · External Magnetic Field · electromagnetic coupling field · Mutual Inductance Fields

Where it is first named

… ng-Core (190) of Figure (3-23) as to VIC Coil Assembly (580) of Figure (6-1) enters into and passes through both Inductors (L1/L2) simultaneously and offers not only further electron-flow restriction (Rp1/Rp2) to both Inductor Chokes (56/62) but automatically increases voltage potential (xxx V g xxx Vh xxx Vn) of opposite voltage intensity of equal magnitude (66/67) across Resonant Cavity (140 -170)
— Inductance Reactance (Rs - Cd - FL)

How it is written

Rp1a xxx Rp1n is Meyer's shorthand for a run of the same thing: Rp1a is the first, Rp1n the last, and the x's stand for however many lie between. Every stage of the run is this one numeral. A pair before the letters, 583/602a, is a run of two things that go together, one of each per stage.

Drawings 28

Where it is named · 8

Inductance Reactance (Rs - Cd - FL) 1×

  1. … ng-Core (190) of Figure (3-23) as to VIC Coil Assembly (580) of Figure (6-1) enters into and passes through both Inductors (L1/L2) simultaneously and offers not only further electron-flow restriction (Rp1/Rp2) to both Inductor Chokes (56/62) but automatically increases voltage potential (xxx V g xxx Vh xxx Vn) of opposite voltage intensity of equal magnitude (66/67) across Resonant Cavity (140 -170)

    Read it there → · on Figure (6-1)

Transformer Action 2×

  1. Coupling Inductance (Rp1)

    (M) is the mutual inductance of each transformer coil (26/52) being in parallel relationship with fields aiding Coupling Inductance (Rp1) and (Rp2) in (690) of Figure (7-8) is further expressed in the following equation:

    Read it there → · on Figure (7-8)

  2. External Magnetic Field (Rp1/Rp2)

    (M) is the mutual inductance of choke coils (L1/L2) since Transformer Magnetic Field (Rp) is the excitation External Magnetic Field (Rp1/Rp2) by way of Unipolar Pulsing Core (53).

    Read it there →

Electron Bounce Phenomenon 2×

  1. Coupling Inductance (Rp1)

    Coupling Inductance (Rp1) and (Rp2) in (690) of Figure (7-8) is further expressed in the following equation: Where, (Lt cc) is the total inductance of Choke Coils (FL1 - FL2), (L1) and (L2) are the inductance of each individu …

    Read it there → · on Figure (7-8)

  2. excitation External Magnetic Field (Rp1/Rp2)

    … Transformer (26 - 53 - 52) magnetic field (Rp) with aiding fields, (M) is the mutual inductance of choke coils (L1/L2) since Transformer Magnetic Field (Rp) is the excitation External Magnetic Field (Rp1/Rp2) by way of Unipolar Pulsing Core (53).

    Read it there →

Propagating Electrical Stress 3×

  1. electromagnetic coupling field (Rp1)

    The energized "Resonant Charging Choke" (56) of Figure (7-1) as to Figure (10-1) by way of input voltage-pulses (49a xxx 49n) creates an electromagnetic coupling field (Rp1) of Figure (7-8) due to its self-inductance (640) of Figure 7-3B) crosses over and passes through electrically ground connected Resonant Charging Choke (62), as so illustrated in Figure (10-1)

    Read it there → · on Figure (7-8)

  2. Mutual Inductance Fields (Rp1/Rp2)

    ... forming "Mutual Inductance Fields" (Rp1/Rp2) once secondary coil (62) is electromagnetically energized by primary coil (56) and vice versa

    Read it there →

  3. … id "bifilar" wrapped coils (Figure 7-3) as to (990) of Figure (10-3) encourages the compounding effect (increasing magnetic field-strength during each pulsing cycle) of electromagnetic field-strength (Rp1a xxx Rp1n - Rp2a xxx Rp2n) (mutual induction) when applied Pulse-Voltage frequency (49a xxx 49n) of Figure (3-34) passes through the positive energized Resonant Charging Choke (56).

    Read it there → · on Figure (3-34)