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Updated the Notes

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miguel 2021-09-04 16:08:12 +10:00
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13
inductor.html
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@ -59,16 +59,21 @@
<li>&#8467; : Length of the coil (mm). Equal to c x N.</li>
</ul>
<u>Calculated parameters:</u>
<ul>
<ul> Frequency independent:
<li>L : Inductance is calculated using Nagaoka's equation incorporating his coefficient.</li>
<li>C : Capacitance is calculated using Knight's 2016 paper on self-resonance and self-capacitance of solenoid coils.</li>
<li>Rdc : DC resistance is calculated using conductor length divided by the conductor cross-sectional area, assuming a copper conductor.</li>
<li>SRF : Self-resonant frequency (MHz) for the unloaded coil. </li>
<li>X&#8343; : Inductive reactance at the given frequency. (&#937;)</li>
<li>|Z| : Impedance at the given frequency. (&#937;)</li>
<li>wire : Length of wire required to wind the inductor. </li>
</ul>
<ul> Frequency dependent: (Text goes <font color="red">RED</font> when selected frequency > SRF. Inductor model is not accurate once SRF is exceeded.)
<li>f : Selected frequency in MHz</li>
<li>&#948; : Skin depth due to skin effect (&#956;m)</li>
<li>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.</li>
<li>Q : Quality factor of device, based on reactance (X) &#247 resistance (Rac) at the given frequency.</li>
<li>X&#8343; : Inductive reactance at the given frequency. (&#937;)</li>
<li>Z : Complex impedance at the given frequency. (&#937;)</li>
<li>|Z| : Impedance magnitude at the given frequency. (&#937;)</li>
<li>Q : Effective Quality Factor of the inductor at the given frequency. (|Z.im|/Z.re)</li>
</ul>
</div>
</section>

13
inductor_imp.html
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@ -59,16 +59,21 @@
<li>&#8467; : Length of the coil (inches). Equal to c x N.</li>
</ul>
<u>Calculated parameters:</u>
<ul>
<ul> Frequency independent:
<li>L : Inductance is calculated using Nagaoka's equation incorporating his coefficient.</li>
<li>C : Capacitance is calculated using Knight's 2016 paper on self-resonance and self-capacitance of solenoid coils.</li>
<li>Rdc : DC resistance is calculated using conductor length divided by the conductor cross-sectional area, assuming a copper conductor.</li>
<li>SRF : Self-resonant frequency (MHz) for the unloaded coil. </li>
<li>X&#8343; : Inductive reactance at the given frequency. (&#937;)</li>
<li>|Z| : Impedance at the given frequency. (&#937;)</li>
<li>wire : Length of wire required to wind the inductor. </li>
</ul>
<ul> Frequency dependent: (Text goes <font color="red">RED</font> when selected frequency > SRF. Inductor model is not accurate once SRF is exceeded.)
<li>f : Selected frequency in MHz</li>
<li>&#948; : Skin depth due to skin effect (&#956;m)</li>
<li>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.</li>
<li>Q : Quality factor of device, based on reactance (X) &#247 resistance (Rac) at the given frequency.</li>
<li>X&#8343; : Inductive reactance at the given frequency. (&#937;)</li>
<li>Z : Complex impedance at the given frequency. (&#937;)</li>
<li>|Z| : Impedance magnitude at the given frequency. (&#937;)</li>
<li>Q : Effective Quality Factor of the inductor at the given frequency. (|Z.im|/Z.re)</li>
</ul>
</div>
</section>

13
inductor_lrg.html
Wyświetl plik

@ -61,16 +61,21 @@
<li>&#8467; : Length of the coil (mm). Equal to c x N.</li>
</ul>
<u>Calculated parameters:</u>
<ul>
<ul> Frequency independent:
<li>L : Inductance is calculated using Nagaoka's equation incorporating his coefficient.</li>
<li>C : Capacitance is calculated using Knight's 2016 paper on self-resonance and self-capacitance of solenoid coils.</li>
<li>Rdc : DC resistance is calculated using conductor length divided by the conductor cross-sectional area, assuming a copper conductor.</li>
<li>SRF : Self-resonant frequency (MHz) for the unloaded coil. </li>
<li>X&#8343; : Inductive reactance at the given frequency. (&#937;)</li>
<li>|Z| : Impedance at the given frequency. (&#937;)</li>
<li>wire : Length of wire required to wind the inductor. </li>
</ul>
<ul> Frequency dependent: (Text goes <font color="red">RED</font> when selected frequency > SRF. Inductor model is not accurate once SRF is exceeded.)
<li>f : Selected frequency in MHz</li>
<li>&#948; : Skin depth due to skin effect (&#956;m)</li>
<li>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.</li>
<li>Q : Quality factor of device, based on reactance (X) &#247 resistance (Rac) at the given frequency.</li>
<li>X&#8343; : Inductive reactance at the given frequency. (&#937;)</li>
<li>Z : Complex impedance at the given frequency. (&#937;)</li>
<li>|Z| : Impedance magnitude at the given frequency. (&#937;)</li>
<li>Q : Effective Quality Factor of the inductor at the given frequency. (|Z.im|/Z.re)</li>
</ul>
</div>
</section>

13
inductor_swg.html
Wyświetl plik

@ -59,16 +59,21 @@
<li>&#8467; : Length of the coil (inches). Equal to c x N.</li>
</ul>
<u>Calculated parameters:</u>
<ul>
<ul> Frequency independent:
<li>L : Inductance is calculated using Nagaoka's equation incorporating his coefficient.</li>
<li>C : Capacitance is calculated using Knight's 2016 paper on self-resonance and self-capacitance of solenoid coils.</li>
<li>Rdc : DC resistance is calculated using conductor length divided by the conductor cross-sectional area, assuming a copper conductor.</li>
<li>SRF : Self-resonant frequency (MHz) for the unloaded coil. </li>
<li>X&#8343; : Inductive reactance at the given frequency. (&#937;)</li>
<li>|Z| : Impedance at the given frequency. (&#937;)</li>
<li>wire : Length of wire required to wind the inductor. </li>
</ul>
<ul> Frequency dependent: (Text goes <font color="red">RED</font> when selected frequency > SRF. Inductor model is not accurate once SRF is exceeded.)
<li>f : Selected frequency in MHz</li>
<li>&#948; : Skin depth due to skin effect (&#956;m)</li>
<li>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.</li>
<li>Q : Quality factor of device, based on reactance (X) &#247 resistance (Rac) at the given frequency.</li>
<li>X&#8343; : Inductive reactance at the given frequency. (&#937;)</li>
<li>Z : Complex impedance at the given frequency. (&#937;)</li>
<li>|Z| : Impedance magnitude at the given frequency. (&#937;)</li>
<li>Q : Effective Quality Factor of the inductor at the given frequency. (|Z.im|/Z.re)</li>
</ul>
</div>
</section>