The electric field component of a wave in free space is given by E = 50sin(107t + kz)j^ V/m. Which one of the following is the correct inference that can be drawn from this expression?
Consider the following
For a lossless transmission line, we can write:
1. Zin = -jZ0 for a shorted line with l = λ/8
2. Zin = ±j∞ for a shorted line with l = λ/4
3. Zin = -jZ0 for an open line with l = λ/2
4. Zin = Z0 for a matched line of any length
Select the correct answer using the options given below:
Match List-I with List-II for a transmission line with a series impedance Z = R + jωLΩ/m and a shunt admittance Y = G + jωC mho/m, and select the correct answer:
List-I (Parameters)
List-II (Values)
a. Characteristic impedance Z0
1. ZY
b. Propagation constant γ
2. YZ
c. The sending-end input impedance ZS when the line is terminated in its characteristic impedance Z0
The electric field on the surface of a perfect conductor is 2 V/m. The conductor is immersed in water with ∈ = 80 ∈0. The surface charge density on the conductor is (∈=36π10−9)F/m
A coaxial-cable with an inner diameter of 1 mm and outer diameter of 2.4 mm is filled with a dielectric of relative permittivity 10.89. Given μ0=4π×10−7H/m,ε0=36π10−9F/m.
The characteristic impedance of the cable is
From a solution of wave equation in a conducting medium we can determine various parameters. In the light of this, match List-I with List-II and select the correct answer using the options given below the lists:
Consider a rectangular coordinate system (x, y, z) with unit vectors ax, ay and az. A plane wave travelling in the region z ≥ 0 with electric field vector E = 10cos(2 × 108t + βz)ay is incident normally on the plane at z = 0, where β is the phase constant. The region z ≥ 0 is in the free space and the region z < 0 is filled with a lossless medium (permittivity ε = ε0, permeability µ = 4µ0, where ε0 = 8.85 × 1012 F/m and µ0 = 4π × 10-7 H/m).
The value of the reflection coefficient is