Question

3. What is the impedance Zin looking into the network? There is a 50 ohm transmission line of electrical length 90 degrees inserted between nodes A and B. Note 90°/(360°/λ) = 0.25 λ. Zin TLIN TLIN R TL8 TL9 R6 L L6 Z=31.0 Ohm Z=50.0 Ohm R=100 Ohm {-t} L=16 nH {-t) R= E=90 {t} E=103 {t} F=0.5 GHz F=0.5 GHz

Name: 3 what is the impedance zin looking into the network there is a 50 ohm transmission line of electrical length 90 degrees inserted between nodes a and b note 90360 025 zin tlin tlin r tl8 tl9 17885
Uploaded: 2022-07-04T05:34:25-08:00
Duration: 3 min 53 s
Channel: Madhur L
Description: 3 what is the impedance zin looking into the network there is a 50 ohm transmission line of electrical length 90 degrees inserted between nodes a and b note 90360 025 zin tlin tlin r tl8 tl9 17885

          3. What is the impedance Zin looking into the network? There is a 50 ohm transmission line of
electrical length 90 degrees inserted between nodes A and B. Note 90°/(360°/λ) = 0.25 λ.
Zin
TLIN
TLIN
R
TL8
TL9
R6
L
L6
Z=31.0 Ohm
Z=50.0 Ohm
R=100 Ohm {-t} L=16 nH {-t)
R=
E=90 {t}
E=103 {t}
F=0.5 GHz
F=0.5 GHz

3 what is the impedance zin looking into the network there is a 50 ohm transmission line of electrical length 90 degrees inserted between nodes a and b note 90360 025 zin tlin tlin r tl8 tl9 17885

Added by Megan W.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Madhur L

07/04/2022

Step 1

The inductance is given as L = 16 nH, and the frequency is f = 0.5 GHz. The impedance of an inductor is given by: $$Z_L = j\omega L = j(2\pi f)L$$ $$Z_L = j(2\pi \times 0.5 \times 10^9)(16 \times 10^{-9}) = j(2\pi \times 0.5 \times 16) = j50.265 \Omega$$ Show more…

Show all steps

Thanks for your feedback!

3. What is the impedance Zin looking into the network? There is a 50 ohm transmission line of electrical length 90 degrees inserted between nodes A and B. Note 90°/(360°/λ) = 0.25 λ. Zin TLIN TLIN R TL8 TL9 R6 L L6 Z=31.0 Ohm Z=50.0 Ohm R=100 Ohm {-t} L=16 nH {-t) R= E=90 {t} E=103 {t} F=0.5 GHz F=0.5 GHz