Notes:
- RF Inductor Calculator was developed to help users predict the RF characteristics of a single-layer solenoid-style air-core inductor.
+ This loaded dipole antenna calculator was developed to quickly estimate the inductance required for a coil-loaded dipole antenna, using
+ slider widgets.
Inputs via the slider widgets:
-
⌀a : Conductor diameter slider changes AWG from 0-40. Actual diameter displayed in decimal inches.
-
⌀b : Coil diameter in decimal inches.
-
c/a : 'c' is the winding-to-winding distance, measured from the conductor mid-points. The 'a' is the conductor diameter, so 'c/a' is the spacing ratio. (c/a >= 1.1)
- A low-value will increase the resistance due to the proximity effect.
-
N : Number of turns or windings.
-
f : The frequency of interest (MHz) for some of the calculations. Frequency dependent results are shown on the top-right.
+
f : The frequency of operation in MHz.
+
l : Length in percent compared to a half-wave dipole.
+
d : Distance of the coil/inductor from the feedpoint to the end, in percent.
+
AWG : Conductor diameter slider changes AWG from 0-40. Actual diameter displayed in decimal inches and millimeters.
Characteristics on the left are independent of frequency, while the characteristics on the right are dependent on the selected frequency.
Each of the graphic representations attempt to keep the relative geometry correct, without exceeding the drawing boundary. The coil diameter
@@ -62,15 +61,6 @@
SRF : Self-resonant frequency (MHz) for the unloaded coil.
wire : Length of wire required to wind the inductor.
-
Frequency dependent:[R] (Text goes RED when selected frequency > SRF. Inductor model is not accurate once SRF is exceeded.)
-
f : Selected frequency in MHz
-
δ : Skin depth due to skin effect (μm)
-
Rac : AC resistance is calculated using the skin effect and proximity resistance from empirical data collected by Medhurst using the spacing ratio, and length-to-diameter ratio.
-
Xₗ : Inductive reactance at the given frequency. (Ω) - pure inductive component, ignoring parasitic capacitance
-
Z : Complex impedance at the given frequency. (Ω) - includes losses due to series Rac and parallel parasitic C
-
|Z| : Impedance magnitude at the given frequency. (Ω)
-
Q : Effective Quality Factor of the inductor at the given frequency. - (|Z.im|/Z.re)