(D1) · also written as a run, D1a xxx D1n
Magnetic Flux Intensity
Also written Distributed Inductance
Where it is first named
... interacting Distributed Capacitance (Cda xxx Cdn) and Distributed Inductance (D1a xxx D1n) of Figure (7-3) of Inductor Coil (614) of (7-1) with "Electrical Charging Effect" brought on by the dielectric value of water bath (85/Re), as pictorially illustrated in (650) of Figure (7-4).
How it is written
- (D1a xxx D1n) 2×
D1a xxx D1n is Meyer's shorthand for a run of the same thing: D1a is the first, D1n the last, and the x's stand for however many lie between. Every stage of the run is this one numeral.
Drawings 9
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3-4 Inner Core Bobbin · Voltage Intensifier Coil Assembly
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(FI) of Figure (7-3b) · Instant Explosion of Water
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Figure (7-3) · Inductance (FL)
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(640) of Figure (7-3) · Capacitance (Cd)
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Figure (7-3) · Multi-layer Coil
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Distributed Capacitance (Cda xxx Cdn) of Figure (7-3) · Electron Bounce Phenomenon
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The figure it sits on · WFC 426 - Illustrations
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"bifilar" wrapped coils (Figure 7-3) · Propagating Electrical Stress
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The figure it sits on · VIC Switchover Circuit
Where it is named · 2
Inductance (FL) 1×
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Distributed Inductance (D1a xxx D1n)
... interacting Distributed Capacitance (Cda xxx Cdn) and Distributed Inductance (D1a xxx D1n) of Figure (7-3) of Inductor Coil (614) of (7-1) with "Electrical Charging Effect" brought on by the dielectric value of water bath (85/Re), as pictorially illustrated in (650) of Figure (7-4).
Capacitance (Cd) 1×
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magnetic flux intensity (D1a xxx D1n)
Inductor (614) and Inductor (615) of Figure (7-1) as to (670) of Figure (7-6) is wound or coil-wrapped (see multi-layer equation Eq. 20) in such a manner as to increase the magnetic flux intensity (D1a xxx D1n) of Figure (7-3) as to (580) as to Figure (6-1) in reference to (710) of Figure (7-10) between the turns (618a xxx 618n) of coil-wrap (640).
