It is known that the voltage along the transmission lines is: Vej2 +2e z for z < 0 V(z)= -1e² +V₂e²² for z>0 The length
Posted: Thu May 05, 2022 2:08 pm
It is known that the voltage along the transmission lines is: Vej2 +2e z for z < 0 V(z)= -1e² +V₂e²² for z>0 The length of the resistor is very small (<<< 2). Determine the values of constants V and V 5 Carefully consider the voltages on the two transmission lines below: K(z)-3.0-1.0 en V K₂ (2₂)=Ae² V where A is an unknown constant, of the second transmission line is also The characteristic unknown. A(z) I₂ (Z₂) K(z) Zot 4052 100, < Zo2 = ?? V₂ (2₂) 0 Apply boundary conditions to determine the values of unknown constant A and characteristic impedance Zoe- 6 A lossless tranmission line of length of length is terminated with a normalized load impedance of: z₁ = 2.0+jx₁. All that is known about load reactance x is that it is positive (x₂ > 0). The normalized input impedance of this transmission line is: z = 0.2 Use a Smith Chart to determine the length of this transmission line in wavelengths. Determine the value of load Z that will result in the maximum absorbed power. How much power would this be? Z, -100+ √50 W Z 7 1.0 Z₁ = 50 (= λ/8 0 4/6