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Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1...

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Passive RLC Networks 1
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Page 1: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Passive RLC Networks

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Page 2: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Parallel RLC TankParallel RLC Tank

Resonant Frequency:

L=1 nH, C=1 pF  f=5 GHz

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Page 3: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Q (Quality Factor)Q (Quality Factor)

It is Proven that:

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Page 4: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Series RLC NetworkSeries RLC Network

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Page 5: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Q of the Capacitor and InductorQ of the Capacitor and Inductor

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Page 6: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Equivalent Series and Parallel CircuitsEquivalent Series and Parallel Circuits

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Page 7: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Equivalent Series and Parallel CircuitsEquivalent Series and Parallel Circuits

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Page 8: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Equivalent Series and Parallel CircuitsEquivalent Series and Parallel Circuits

If Q2>>1

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Page 9: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Equivalent Series and Parallel CircuitsEquivalent Series and Parallel Circuits

If: 

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Page 10: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

The L‐MatchThe L Match

Upward Impedance Transformer

Downward Impedance Transformer

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p

Page 11: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

The π‐MatchThe π Match

Π‐match as cascade of  L‐matches

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Page 12: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

The T‐MatchThe T Match

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Page 13: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Impedance Transformation by Means of a Capacitor Divider

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Page 14: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Impedance Transformation by Means of an Inductor Divider

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Page 15: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Tapped Capacitor MatchTapped Capacitor Match

Tap: an intermediate point in an electric circuit where a connection may be made. 

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Page 16: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Tapped Inductor MatchTapped Inductor Match

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Page 17: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Double‐Tapped MatchDouble Tapped Match

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Page 18: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Example#1Example#1Determine L, C in order to have good matching between RL and Rs. BW=? 

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Page 19: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.
Page 20: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

Example#2Example#2Determine L, C1, C2 in order to have good matching between RL and Rsover the 15 MHz bandwidth.

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Page 21: Passive RLC Networks - KNTUPassive RLC Networks 1. Parallel RLC Tank Resonant Frequency: L=1 nH, C=1 pF Îf=5 GHz 2. Q (Quality Factor) It is Proven that: 3. Series RLC Network 4.

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