Apply conjugate matching to derive the expressions for power supplied and captured considering antenna impedance.

For the matching techniques of the terminated transmission line: (NOTE: More than one answer)Select one or more:a.Conjugate match does not ensure the maximum power transfer from source to loadb.Low pass matching network is suitable for high load impedancec.High pass matching network is suitable for high source impedanced.It provides standing wave pattern in the transmission linee.Conjugate match is desirable at it matches the source impedance with the load impedance

Assume that the antenna gains of BS and MS are 6 dBi and 2 dBi, respectively. Corresponding antenna heights are 10 m and 1.5m, respectively and they operate in an environment where the ground plane can be treated as perfectly conducting. The BStransmits with a maximum of 40W and the MS with a power of 0.1W. The center frequency `of the links (duplex) are both at 900MHz, even if uplink and downlink frequencies differ from each other. Using plane-earth propagation assumption,a. Calculate how much received power is available at the output of the BS and MS receive antennas, as a function ofdistance d.b. Assuming that the receiver sensitivity of both BS and MS is −140 dBW, examine the range of the downlink and theuplink?c. In order that the range of the uplink and the downlink be the same, interpret the relation between the sensitivities of theBS and MS receivers?d. If the BS antenna height is lowered to 10 m, examine the effect on reception in terms of distance?

A radiated power of 5 W is produced by a resonant antenna. Its directional radiation intensity represented by: U = B0cos3θ (W/unit solid angle)    0 ≤ θ ≤ π/2;  0 ≤ ϕ ≤ 2πFind the(a)    maximum power density (in W/m2) at a distance of 1500m (assuming far field distance).(b)    Directivity of the antenna (dimensionless and in dB)(c)    Gain of the antenna with an efficiency of 85% (dimensionless and in dB)

Calculate antenna gain, if power backscattered by antenna (Ps) is 25 percent of power transmitted (Pt) and assuming the proportional area intercepted by the target is half the area of a sphere with radius equal to range, R. 2.0 1/2 4.0 1/4

At a distance of 20 m from a hypothetical isotropic antenna is radiating in free space, the total electric field (Eθ) is measured to be 1.5 V/m. Find the(a)    power density (Wrad) and(b)    power radiated (Prad)