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        <title>impedance_inverter - [Definition] </title>
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        <description>Impedance inverter

Definition

An impedance inverter changes an output impedance $Z_{out}$ to its inversely proportional value $Z_{in}$, multiplied by a value K²:

$$Z_{in}=\frac{K^2}{Z_{out}}$$

K is a reactance (in ohm), and is called the characteristic impedance of the inverter.

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        <description>Admittance inverter

Definition

An admittance inverter changes an output admittance $Y_{out}$ to its inversely proportional value $Y_{in}$, multiplied by a value J²:

$$Y_{in}=\frac{J^2}{Y_{out}}$$

J is a susceptance (in siemens), and is called the characteristic admittance of the inverter.

For the ABCD matrix of an admittance inverter, it holds that A=0 and D=0, with the ABCD matrix of a two-port network defined as:
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        <description>Parity-time symmetric WPT

PT symmetry

One of the main challenges of near-field WPT, in particulary IPT, is the sensitivity of the system towards changes in distance between transmitter and receiver, misalignment, load variation and changes in frequency. As a result, practial WPT systems often experience unstable behaviour. $x$$-x$$L_1$$L_2$$t$$-t$$R_1$$R_2$$R_L$$-R_N$$V_1 (I_1)$$V_2 (I_2)$$-R_N$$R_L$$$\begin{bmatrix}
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