IIT Madras Course , Prof. Shanthi Pavan

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IIT Madras Course , Prof. Shanthi Pavan

Contents:

Course overview and introduction,The Butterworth approximation,The Chebyshev approximation,The Chebyshev approximation (contd),The Chebyshev approximation (contd), the Inverse Chebyshev approximation,The Inverse Chebyshev approximation (contd),Synthesis of doubly terminated all-pole LC ladders filters,Synthesis of doubly terminated LC ladders (contd),Synthesis of doubly terminated LC ladders with finite zeros of transmission.

Network sensitivity - low sensitivity of doubly terminated ladders,Introduction to frequency transformations,Frequency (reactance) transformations (contd) - properties of the driving impedance of lossless LC networks- Tellegen's theorem and positive real functions,Driving point impedance of LC networks (contd), Low Pass-to-Low Pass, Low Pass-to-Band Pass, Low Pass-to-High Pass and Low Pass-to-Band Stop transformations,The Richard's Transformation, RC-CR transformation,Emulation of an inductor with a capacitor and controlled sources, the gyrator, a second order transconductor capacitor filter.

Cascade of biquads realization of high order low pass filters, equivalence of the parallel RLC and series RLC circuits with their Gm-C counterparts,The idea of Dynamic Range in active filters - impedance scaling and its effect on dynamic range,Introduction to noise in electrical networks,Introduction to noise in electrical networks (contd), the idea of node scaling,Dynamic range scaling in active filters. Lecture 21 - Biquad Ordering,Active Ladder Emulation / Leapfrog Filters, Effect of Transconductor nonidelaities (parasitic capacitance/output resistance),Effect of Transconductor Nonidealities (contd) - parasitic poles,Viewing the Gm-C biquad as a Double Integrator Loop, Revisiting the Effect of Finite Gain of the Transconductors,

Single-ended Versus Differential Filters, Introducing the Differential-pair Based Fully Differential Transconductor, the Need for Common-mode Feedback,Common-mode Feedback (continued) Common-mode Feedback (continued), examples of Common-mode Detectors,Stability of the Common-mode Feedback Loop,Common-mode Positive Feedback in Gyrators,Common-mode Positive Feedback in Gyrators (contd), Noise in the Differential Pair,Noise in the Differential Pair (contd), Linearity of the Differential Pair, Cascoding to Improve Output Impedance,Noise in Cascodes, Layout Considerations and Multi-finger Transistors. Lecture 33 - Linearizing the Differential Pair, Resistive Degeneration,

Noise in Degenerated Transconductors, The Folded Cascode and Noise Analysis Lecture 35 - Stabilizing filter bandwidth over process and temperature - the resistor servo loop, master-slave loops,Turning the filter into a VCO to estimate center frequency, example of a practical precision fixed-gm bias circuit,Introduction to accurate measurement and characterization techniques for active filters,Introduction to Active-RC filters,Active-RC filters (contd), the use of an OTA instead of an opamp, swing and noise considerations, single stage OTAs,Multistage OTAs for use in CMOS Active-RC filters,The Miller compensated opamp in active-RC filters, noise considerations,noise in active-RC filters,Distortion and Intermodulation in filters, miscellaneous discussion on fixed gm-bias circuits

Course overview and introduction,The Butterworth approximation,The Chebyshev approximation,The Chebyshev approximation (contd),The Chebyshev approximation (contd), the Inverse Chebyshev approximation,The Inverse Chebyshev approximation (contd),Synthesis of doubly terminated all-pole LC ladders filters,Synthesis of doubly terminated LC ladders (contd),Synthesis of doubly terminated LC ladders with finite zeros of transmission.

Network sensitivity - low sensitivity of doubly terminated ladders,Introduction to frequency transformations,Frequency (reactance) transformations (contd) - properties of the driving impedance of lossless LC networks- Tellegen's theorem and positive real functions,Driving point impedance of LC networks (contd), Low Pass-to-Low Pass, Low Pass-to-Band Pass, Low Pass-to-High Pass and Low Pass-to-Band Stop transformations,The Richard's Transformation, RC-CR transformation,Emulation of an inductor with a capacitor and controlled sources, the gyrator, a second order transconductor capacitor filter.

Cascade of biquads realization of high order low pass filters, equivalence of the parallel RLC and series RLC circuits with their Gm-C counterparts,The idea of Dynamic Range in active filters - impedance scaling and its effect on dynamic range,Introduction to noise in electrical networks,Introduction to noise in electrical networks (contd), the idea of node scaling,Dynamic range scaling in active filters. Lecture 21 - Biquad Ordering,Active Ladder Emulation / Leapfrog Filters, Effect of Transconductor nonidelaities (parasitic capacitance/output resistance),Effect of Transconductor Nonidealities (contd) - parasitic poles,Viewing the Gm-C biquad as a Double Integrator Loop, Revisiting the Effect of Finite Gain of the Transconductors,

Single-ended Versus Differential Filters, Introducing the Differential-pair Based Fully Differential Transconductor, the Need for Common-mode Feedback,Common-mode Feedback (continued) Common-mode Feedback (continued), examples of Common-mode Detectors,Stability of the Common-mode Feedback Loop,Common-mode Positive Feedback in Gyrators,Common-mode Positive Feedback in Gyrators (contd), Noise in the Differential Pair,Noise in the Differential Pair (contd), Linearity of the Differential Pair, Cascoding to Improve Output Impedance,Noise in Cascodes, Layout Considerations and Multi-finger Transistors. Lecture 33 - Linearizing the Differential Pair, Resistive Degeneration,

Noise in Degenerated Transconductors, The Folded Cascode and Noise Analysis Lecture 35 - Stabilizing filter bandwidth over process and temperature - the resistor servo loop, master-slave loops,Turning the filter into a VCO to estimate center frequency, example of a practical precision fixed-gm bias circuit,Introduction to accurate measurement and characterization techniques for active filters,Introduction to Active-RC filters,Active-RC filters (contd), the use of an OTA instead of an opamp, swing and noise considerations, single stage OTAs,Multistage OTAs for use in CMOS Active-RC filters,The Miller compensated opamp in active-RC filters, noise considerations,noise in active-RC filters,Distortion and Intermodulation in filters, miscellaneous discussion on fixed gm-bias circuits

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video lectures from iit professors.... not available in NPTEL.....
video Lectures on "Active Filter Design" by Dr.Shanthi Pavan , IIT Madras
for more videos .... www.satishkashyap.com
for free ebooks.....www.ebook29.blogspot.com
Lecture 1 - Course overview and introduction.
Lecture 2 - The Butterworth approximation
Lecture 3 - The Chebyshev approximation
Lecture 4 - The Chebyshev approximation (contd)
Lecture 5 - The Chebyshev approximation (contd), the Inverse Chebyshev approximation
Lecture 6 - The Inverse Chebyshev approximation (contd).
Lecture 7 - Synthesis of doubly terminated all-pole LC ladders filters
Lecture 8 - Synthesis of doubly terminated LC ladders (contd).
Lecture 9 - Synthesis of doubly terminated LC ladders with finite zeros of transmission.
Lecture 10 - Network sensitivity - low sensitivity of doubly terminated ladders
Lecture 11 - Introduction to frequency transformations.
Lecture 12 - Frequency (reactance) transformations (contd) - properties of the driving
impedance of lossless LC networks- Tellegens theorem and positive real functions.
Lecture 13 - Driving point impedance of LC networks (contd), Low Pass-to-Low Pass, Low
Pass-to-Band Pass, Low Pass-to-High Pass and Low Pass-to-Band Stop transformations
Lecture 14 - The Richards Transformation, RC-CR transformation
Lecture 15 - Emulation of an inductor with a capacitor and controlled sources, the
gyrator, a second order transconductor capacitor filter.
Lecture 16 - Cascade of biquads realization of high order low pass filters, equivalence
of the parallel RLC and series RLC circuits with their Gm-C counterparts.
Lecture 17 - The idea of Dynamic Range in active filters - impedance scaling and its
effect on dynamic range
Lecture 18 - Introduction to noise in electrical networks.
Lecture 19 - Introduction to noise in electrical networks (contd), the idea of node
scaling.
Lecture 20 - Dynamic range scaling in active filters.
Lecture 21 - Biquad Ordering.
Lecture 22 - Active Ladder Emulation Leapfrog Filters, Effect of Transconductor
nonidelaities (parasitic capacitanceoutput resistance).
Lecture 23 - Effect of Transconductor Nonidealities (contd) - parasitic poles.
Lecture 24 - Viewing the Gm-C biquad as a Double Integrator Loop, Revisiting the Effect
of Finite Gain of the Transconductors.
Lecture 25 - Single-ended Versus Differential Filters, Introducing the Differential-pair
Based Fully Differential Transconductor, the Need for Common-mode Feedback
Lecture 26 - Common-mode Feedback (continued).
Lecture 27 - Common-mode Feedback (continued), examples of Common-mode Detectors.
Lecture 28 - Stability of the Common-mode Feedback Loop
Lecture 29 - Common-mode Positive Feedback in Gyrators.
Lecture 30 - Common-mode Positive Feedback in Gyrators (contd), Noise in the
Differential Pair.
Lecture 31 - Noise in the Differential Pair (contd), Linearity of the Differential Pair,
Cascoding to Improve Output Impedance
Lecture 32 - Noise in Cascodes, Layout Considerations and Multi-finger Transistors.
Lecture 33 - Linearizing the Differential Pair, Resistive Degeneration.
Lecture 34 - Noise in Degenerated Transconductors, The Folded Cascode and Noise Analysis
Lecture 35 - Stabilizing filter bandwidth over process and temperature - the resistor
servo loop, master-slave loops.
Lecture 36 - Turning the filter into a VCO to estimate center frequency, example of a
practical precision fixed-gm bias circuit.
Lecture 37 - Introduction to accurate measurement and characterization techniques for
active filters.
Lecture 38 - Introduction to Active-RC filters.
Lecture 39 - Active-RC filters (contd), the use of an OTA instead of an opamp, swing and
noise considerations, single stage OTAs
Lecture 40 - Multistage OTAs for use in CMOS Active-RC filters.
Lecture 41 - The Miller compensated opamp in active-RC filters, noise considerations,
noise in active-RC filters .
Lecture 42 - Distortion and Intermodulation in filters, miscellaneous discussion on fixed gm-bias circuits

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- 1.AFD01 - Course overview and introduction.(Active Filter Design)
- 2.AFD02 - The Butterworth approximation
- 3.AFD03 - The Chebyshev approximation
- 4.AFD04 - The Chebyshev approximation (contd)
- 5.AFD05 - The Chebyshev approximation (contd), the Inverse Chebyshev approximation
- 6.AFD06 - The Inverse Chebyshev approximation (contd).
- 7.AFD07 - Synthesis of doubly terminated all-pole LC ladders filters
- 8.AFD08 - Synthesis of doubly terminated LC ladders
- 9.AFD09 - Synthesis of doubly terminated LC ladders with finite zeros of transmission.
- 10.AFD10 - Network sensitivity - low sensitivity of doubly terminated ladders
- 11.AFD11 - Introduction to frequency transformations.
- 12.AFD12 - Frequency (reactance) transformations (contd)
- 13.AFD13 - Driving point impedance of LC networks (contd), Low Pass-to-Low Pass transformations
- 14.AFD14 - The Richards Transformation, RC-CR transformation
- 15.AFD15 - Emulation of an inductor with a capacitor and controlled sources
- 16.AFD16 - Cascade of biquads realization of high order low pass filters
- 17.AFD17 - The idea of Dynamic Range in active filters
- 18.AFD18 - Introduction to noise in electrical networks.
- 19.AFD19 - Introduction to noise in electrical networks (contd), the idea of node scaling
- 20.AFD20 - Dynamic range scaling in active filters.
- 21.AFD21 - Biquad Ordering.
- 22.AFD22 - Active Ladder Emulation Leapfrog Filters, Effect of Transconductor nonidelaities
- 23.AFD23 - Effect of Transconductor Nonidealities (contd) - parasitic poles.
- 24.AFD24 - Viewing the Gm-C biquad as a Double Integrator Loop
- 25.AFD25 - Single-ended Versus Differential Filters
- 26.AFD26 - Common-mode Feedback (continued).
- 27.AFD27 - Common-mode Feedback , examples of Common-mode Detectors.
- 28.AFD28 - Stability of the Common-mode Feedback Loop
- 29.AFD29 - Common-mode Positive Feedback in Gyrators.
- 30.AFD30 - Common-mode Positive Feedback in Gyrators (contd), Noise in the Differential Pair.
- 31.AFD31 - Noise in the Differential Pair (contd), Linearity of the Differential Pair,
- 32.AFD32 - Noise in Cascodes, Layout Considerations and Multi-finger Transistors.
- 33.AFD33 - Linearizing the Differential Pair, Resistive Degeneration.
- 34.AFD34 - Noise in Degenerated Transconductors, The Folded Cascode and Noise Analysis
- 35.AFD35 - Stabilizing filter bandwidth over process and temperature
- 36.AFD36 - Turning the filter into a VCO to estimate center frequency,
- 37.AFD37 - Introduction to accurate measurement and characterization techniques for active filters.
- 38.AFD38 - Introduction to Active-RC filters.
- 39.AFD39 - Active-RC filters (contd), the use of an OTA instead of an opamp
- 40.AFD40 - Multistage OTAs for use in CMOS Active-RC filters
- 41.AFD41 - The Miller compensated opamp in active-RC filters,noise in active-RC filters
- 42.AFD42 - Distortion and Intermodulation in filters, fixed gm-bias circuits

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