1. For a transmission line with length L, characteristic impedance Zo, and propagation constant ẞ, find the following network parameters. (a) S-parameter (b) ABCD parameter L Port 1 Ζο, β Port 2
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- Transmission Lines Communication Principles Example: A lossy TL has a length of 200 Km and its characteristic impedance is Za 683-j1382. The load Zn = Zo is connected to this TL and it source impedance is equal to 5002 with a voltage source of 10 V.r.m.s, the propagation constant for this TL is measured as 7-0.0074+j0.0356 per km. Calculate E., Is. P, and ER, IR. PR-consider a transmission line with zl=3.346+j77.299 ohm assume that sb=100mva and vb=735kv find the per unit impedance convert the impedance using a new base of 200 mva and 345 kv3. Expression for characteristic impedance Zo of a transmission line in terms of L and C the transmission line is: a) v(C/L) b) v(CL) c) V(L/C) d) 1/v(LC)
- 2. A three-phase transmission line has parameters Xc-6 k 2, R-3.25 2 and X₁-25 92, and delivers 300 MW to a load with both ends of the line at 230 kV. Draw a pi equivalent per-phase circuit of the line. On a per-phase basis, calculate the active power delivered to the load, the reactive power of the line and the active power delivered by the source. Based on these calculations can the equivalent circuit be simplified further?Which of the following parameter/s is represented as connected in shunt in the equivalent circuit for Transmission Lines? O A. RESISTANCE WITH THE INDUCTANCE O B. CONDUCTANCE ONLY OC. CONDUCTANCE AND CAPACITANCE O D. CAPACITANCE ONLYAY-connected load consisting of three equal impedances of ZL = 22 230° N has a terminal line to line voltage of 4.4 kV. The impedance of each of the three lines connecting the load to a bus at a substation is ZTL = 1.4 Z75° N. Find the line-to-line voltage at the substation bus. Insert the magnitude in kV of the line-to-line voltage at the substation bus below:
- Q1: The parameters of long three-phase transmission line 200 km with 50 Hz are l = 1.3 mH/km, c = 9 nF/km, and r = 0.2 1/km Find ABCD constants.The VSWR on an 50-Ohm transmission line is 5. The distance between successive voltageminima is 80 cm while the distance from the load to the first minimum is 30 cm. What are thereflection coefficient and load impedanceA transmission line of 50 Q characteristic impedance is terminated with a 100 Q resistance. Find the minimum impedance measured on the line.
- Consider a long radial line terminated in its characteristic impedance Zc. Determine the following: (a) V1/I1, known as the driving point impedance. (b) | V2 |/V1|, known as the voltage gain, in terms of al. (c) | I2 |/| I1 |, known as the current gain, in terms of al. (d) The complex power gain, S21/S12, in terms of al. (e) The real power efficiency, (P21/P12)=, terms of al. Note: 1 refers to sending end and 2 refers to receiving end. (S21) is the complex power received at 2; S12 is sent from 1.13 For the circuit shown, if Van = 120<0 %3D Vrms. Then the value of the line current la is..A. * a A b B Z = 25+j15 Q W2 C 12.35<-30.96 23.84<-74.93 6.17<-0.96 O 2.76<55.82 5.61<-45.7 none of the above ll eleInput L20 L2 50 100 50 100 50 ... Z20 Z19 Z18 The figure above shows 40 linked transmission lines with characteristic impedances of Zei = 100 2 and Ze2 = 50 2. Assume the input to line 40 is a 50 ohm line. Assume the pair of transmission lines, 1 and 2, are repeated 10 times. (a.) If the individual line sections have their electri- cal lengths have ß1 L1 = 01 = 02 = B2 L2 = 1/2, Calculate the in input impedance at the input at z = Z20. (b.) Calculate the reflection coefficient r at the input.