need a step by step solution, I do not understand much from the Smith Chart
finally, using the Smith chart it was easy to calculate the reflection coefficient. Steps involved are
1) calculate the normalized load impedance using the formulae ==>Z normalized= Zl/Zo
2)plot the Zl on the Smith chart(ie..,the point of intersection of R and X circles)
3) calculate the distance from center and draw a constant VSWR circle with that length as radius
4) extend the line from the point where VSWR circle meet with the horizontal line and measure the value of reflection coefficient directly from Smith chart
But, to get the precise and accurate value measure theoretically from the formulae mentioned above
A 50-Ω lossless transmission line is terminated in a load of22 275Ω Calculate the reflections cau...
A 5042 lossless transmission line is terminated in a load of 12tj4 Ω. Calculate the reflections caused by the mismatch. Use the Smith Chart to match this transmission line to the load applying the two methods discussed in class to eliminate these reflections. Explain all design process and justify your selection of the most efficient solution along the methods and among the two methods. Proof that the reflections are eliminated with your design. your steps of the RUBRIC EVALUATION VALUE...
INSTRUCTIONS: Answer the following exercise in the most organized, clean and legible way. Points will be taken out for not complying with these. All your answers must be justified in equations and in ONE Smith Chart. This quiz is to be answered in pair of two students and turned in by the next class at the beginning 10 minutes of class. No work will be received afterwards A 50-Ω lossless transmission line is terminated in a load of 22+i27.5 Ω...
Consider a 50 Ω lossless transmission line terminated in a load impedance ?? = (100 − ?50) Ω. Find ?(?) and Γ(?) at a distance ? = 0.1λ.
USE QUARTER-WAVE METHOD 11.56 A 50 2 lossless transmission line that is 20 ml 120 + j220 Ω ossless transmission line that is 20 m long is terminated into a load. To perfectly match, what should be the length and location of a short-circuited stub line? Assume an operating frequency of 10 MHz. am 11.56 A 50 2 lossless transmission line that is 20 ml 120 + j220 Ω ossless transmission line that is 20 m long is terminated into...
A 60 Ω lossless transmission line is terminated by a 60 +
A 50-2 transmission line is terminated by a load of 75 -j 40 2. Use a Smith chart to design the single-stub tuner that requires the least amount of transmission line. You must submit your Smith chart
A lossless transmission line is terminated with a 100Ω load. If the SWR on the line is 1.25, find the two possible values for the characteristic impedance of the line.
2.2 A lossless transmission line of length 0.3A is terminated with a load impedance as shown below. Find the reflection cocfficient at the load, the SWR on the line, the return loss, and the input impedance to the linc. に0.3A ス14-40+/20 Ω
Match a load impedance of 100 ‐ j100 Ω to a 50 Ω transmission line using a parallel inductor (next to the load) and a series capacitor. Calculate component values at 1 GHz using Smith Chart. Show all calculations on Smith Chart.
SET 1 1. A lossless transmission line of length 1-0.3? is terminated with complex load impedance ZL- 30 + j20 ? and characteristic impedance Z0-75 ?. Using formulae, calculate (7 Marks) (4 Marks) (5 Marks) (14 Marks) i. The input impedance to the line Zin in ?; The input admittance to the line Yin in S; i The distance to first minimum from the load; Use Smith Chart to all above parameters iv.