(710)
Voltage Stepping Coil
Where it is first named
Inductor (614) is an insulated wire wound in a spiral pathway around Bobbin Cavity (580) of Figure (6-1) to form Voltage Stepping Coil (710) of Figure (7-10) as to (580) of Figure (6-1).
How it is written
- (710) 10×
Drawings 5
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(710) of Figure (7-10) · Inductance (FL)
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(710) of Figure (7-10) · Capacitance (Cd)
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... each bobbin cavity adhering to equation (Eq 20), as illustrated in (710) of Figure (7-10). · Transformer Action
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(710) of Figure (7-10) · Transformer Action
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Carries this number · WFC 426 - Illustrations
Where it is named · 10
Inductance (FL) 2×
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Voltage Stepping Coil (710)
Inductor (614) is an insulated wire wound in a spiral pathway around Bobbin Cavity (580) of Figure (6-1) to form Voltage Stepping Coil (710) of Figure (7-10) as to (580) of Figure (6-1).
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(710) of Figure (7-10)
Capacitance (Cd) 2×
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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).
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(710) of Figure (7-10)
Multi-layer Coil 2×
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… stributed inductance (Dla xxx Dln) of Figure (7-3) to intensify Inductance Field Strength (FLa xxx FLn) to function as a voltage multiplier in switch-off conditions (612a xxx 612n), as illustrated in (710) of ~ . Figure (7-10) as to VIC Coil Assembly (580) of Figure (6-1) and, is expressed:
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(710) of Figure (7-10)
Transformer Action 4×
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(Ns) is the number of turns of wire for each bobbin cavity (505) of Figure (6-1) as to (710) of Figure (7-10) that are electrically connected in series arrangement (505a xxx 505n) to form Secondary Coil-Wrap (52),
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(710) of Figure (7-10)
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... each bobbin cavity adhering to equation (Eq 20), as illustrated in (710) of Figure (7-10).
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(710) of Figure (7-10)
