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Zeros as Bandwidth Enhancer
Contents
• Bandwidth
• Why to increase Bandwidth
• Techniques of bandwidth enhancing
1. Shunt Peaked Amplifier
2. Shunt Series Peaked Amplifier
3. Shunt & Double Series Peaked Amplifier
Bandwidth
• Its a measure of the width of a range of frequencies
• Bandwidth is the difference between the upper and lower
frequencies in a continuous set of frequencies.
• It is typically measured in Hertz
Why to Increase Bandwidth?
• The main reason for bandwidth enhancement is to increase the
Operating Region of the device.
• In MOS transistors, bandwidth can be extended by increasing the load
impedance.
• There are many techniques of enhancing the bandwidth like Series-
Shunt Peaking amplifiers, Frequency Doublers etc.
One of the way to achieve this is to add a zero in the transfer function
of output impedance of the amplifier by using circuitry like shunt-
series peaking.
• Gain of CS Amplifier α Load
Impedance
• As frequency increases; Impedance of
Capacitor decreases
• If an Inductance is connected in series
with Capacitive Load, then
Impedance of load increases with
increase in frequency
• Addition of an Inductance => Addition
of zero in the Load Impedance
Shunt Peaked Amplifier
Shunt Peaked Amplifier(contd..)
shunt peaked amplifier Model of shunt peaked amplifier
Output Impedance:
• The output impedance of RLC network is given by:
• As frequency increases:
1. The term in numerator increases, The magnitude Z(s) increases
• As frequency decreases
2. The term will also increase magnitude of Z(s)
• => As Z(s) increases, the Bandwidth increases.
Issue with the above approach: Choice of L
For a given value of R & C, there is no single optimum value of L that
we can choose.
Solution
• Choose a term arbitrary term ‘m’ given by:
• By choosing a value of ‘m ‘ that leads to desired behavior of the
circuit, we can possibly maximize the bandwidth
• Taking
We can extend Bandwidth to 1.85 times as larger than
uncompensated circuit.
Condition m = (R^2)C/L Normalized Bandwidth
Maximum Bandwidth 1.41 1.85
Maximum flat frequency response 2.41 1.72
No shunt peaking Infinite 1
Similar Techniques
• Shunt-Series Peaking
• Shunt and Double Series Shunt Peaking
Shunt-Series Peaking
Series shunt peaking
• Much better Bandwidth Extension
method
• The Bandwidth Boost is by complex
poles ; introduced in the Load
Transfer function.
• L1 is chosen as earlier
• L2 can be chosen as:
Shunt and Double Series Peaking
• Introduction of L3 delays the diversion
of current into rest of the network=>
the transistor drives only its output
capacitance for some time
• Rise time increases=>Bandwidth
increases
• Bandwidth & Delay trade-off
Double-Series shunt peaking
Thank You

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Bandwidth Enhancing Techniques Using Zeros

  • 2. Contents • Bandwidth • Why to increase Bandwidth • Techniques of bandwidth enhancing 1. Shunt Peaked Amplifier 2. Shunt Series Peaked Amplifier 3. Shunt & Double Series Peaked Amplifier
  • 3. Bandwidth • Its a measure of the width of a range of frequencies • Bandwidth is the difference between the upper and lower frequencies in a continuous set of frequencies. • It is typically measured in Hertz
  • 4. Why to Increase Bandwidth? • The main reason for bandwidth enhancement is to increase the Operating Region of the device. • In MOS transistors, bandwidth can be extended by increasing the load impedance. • There are many techniques of enhancing the bandwidth like Series- Shunt Peaking amplifiers, Frequency Doublers etc. One of the way to achieve this is to add a zero in the transfer function of output impedance of the amplifier by using circuitry like shunt- series peaking.
  • 5. • Gain of CS Amplifier α Load Impedance • As frequency increases; Impedance of Capacitor decreases • If an Inductance is connected in series with Capacitive Load, then Impedance of load increases with increase in frequency • Addition of an Inductance => Addition of zero in the Load Impedance Shunt Peaked Amplifier
  • 6. Shunt Peaked Amplifier(contd..) shunt peaked amplifier Model of shunt peaked amplifier
  • 7. Output Impedance: • The output impedance of RLC network is given by:
  • 8. • As frequency increases: 1. The term in numerator increases, The magnitude Z(s) increases • As frequency decreases 2. The term will also increase magnitude of Z(s) • => As Z(s) increases, the Bandwidth increases.
  • 9. Issue with the above approach: Choice of L For a given value of R & C, there is no single optimum value of L that we can choose.
  • 10. Solution • Choose a term arbitrary term ‘m’ given by:
  • 11. • By choosing a value of ‘m ‘ that leads to desired behavior of the circuit, we can possibly maximize the bandwidth • Taking We can extend Bandwidth to 1.85 times as larger than uncompensated circuit.
  • 12. Condition m = (R^2)C/L Normalized Bandwidth Maximum Bandwidth 1.41 1.85 Maximum flat frequency response 2.41 1.72 No shunt peaking Infinite 1
  • 13. Similar Techniques • Shunt-Series Peaking • Shunt and Double Series Shunt Peaking
  • 14. Shunt-Series Peaking Series shunt peaking • Much better Bandwidth Extension method • The Bandwidth Boost is by complex poles ; introduced in the Load Transfer function. • L1 is chosen as earlier • L2 can be chosen as:
  • 15. Shunt and Double Series Peaking • Introduction of L3 delays the diversion of current into rest of the network=> the transistor drives only its output capacitance for some time • Rise time increases=>Bandwidth increases • Bandwidth & Delay trade-off Double-Series shunt peaking