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Network parameter transformation

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Presentation on theme: "Network parameter transformation"— Presentation transcript:

1 Network parameter transformation

2 S-matrix conversion from Z-matrix

3 S-matrix property for Lossless network
incident power reflected power Lossless network, incident power = reflected power Unitary matrix

4 Example 4.5 S-parameter 계산
Port 2가 matched load 로 termination된 경우 port 1의 return loss Port 2가 short되었을 때 port 1의 return loss.

5 Reciprocal network port N port M
Port N에 전류원 Ix를 연결했을 때 port M에 전압 Vy가 측정되면 → Port M에 전류원 Ix를 연결했을 때 port N에 전압 Vy가 측정된다.

6 S-matrix property for Reciprocal network

7 A shift in reference planes

8 Generalized Scattering parameters
Port별로 연결된 transmission line의 임피던스가 다른 경우

9 Vector network analyzer

10 4.4 Transmission (ABCD) parameter

11 Z-to-ABCD transform Reciprocal network인 경우

12

13 Example 4.6

14 Figure (p. 188) A coax-to-microstrip transition and equivalent circuit representations. (a) Geometry of the transition. (b) Representation of the transition by a “black box.” (c) A possible equivalent circuit for the transition [6].

15 Figure 4. 23 (p. 199) Some common microstrip discontinuities
Figure (p. 199) Some common microstrip discontinuities. (a) Open-ended microstrip. (b) Gap in microstrip. (c) Change in width. (d) T-junction. (e) Coax-to-microstrip junction.

16 Properties of Z(ω) and Γ(ω)
(A signal is a Real number function)

17 Equivalent voltage and current
TEM인 경우 unique

18 Rectangular waveguide Z0
Figure 4.2 (p. 163) Electric field lines for the TE10 mode of a rectangular waveguide.

19 Example 4.2 Figure 4.3 (p. 167) Geometry of a partially filled waveguide and its transmission line equivalent for Example 4.2.

20 Electromagnetic energy and power flow
Time averaged electric field energy stored in volume V Time averaged magnetic field energy stored in volume V Poynting theorem Circuit analogy V

21 Example


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