(Solved): A receive antenna with the impedance of \( 76.6-j 3.7(\Omega) \) is connected to a feeder. Assumin ...

A receive antenna with the impedance of \( 76.6-j 3.7(\Omega) \) is connected to a feeder. Assuming that the loss resistance of the antenna is negligible. a) To have a complex conjugate impedance matching between the antenna and the feeder, the impedance of the feeder must be b) Assume that there is a complex conjugate impedance matching between the above antenna and the feeder. We can deduce that, at the position of the joint connection of the antenna and the feeder, c) Assuming that there is a complex conjugate impedance matching between the above antenna and the feeder and that the induced voltage on this receive antenna is \( 0.0461 \) (V). The maximum power (in microwatt \( (\boldsymbol{\mu} \mathbf{W}) \) ) which the antenna can deliver to the feeder is Notes: - Maximum power delivered to the feeder should be understood as the maximum power delivered to the resistance component of the impedance of the feeder. - Maximum power delivered to the resistance \( R_{T} \) is \( \frac{V_{R}^{2}}{4 R_{T}} \) (see Lecture 2).