1. Learning Objectives:
LO1: To provide an overview of MOS characteristics and its importance in analog
design.
LO2: To introduce the design and analysis of active loaded amplifiers with and without
feedback.
LO3:To provide a practical approach for design of operational amplifiers.
2. Course Outcomes:
CO1: Ability to understand MOS characteristics and the design of current
sources.
CO2: Ability to apply techniques to design actively loaded amplifiers with
and without feedback.
CO3: Ability to design and analyze operational amplifiers, comparators
and oscillators.
CO4: Ability to evaluate amplifier characteristics from top-level
specifications using circuit simulators.
3. Skills Acquired: Provides a platform to design CMOS amplifiers with the help of
industry standard tools.
4. Unit 1: MOS Large-Signal and Small-Signal Equivalents, Biasing, High-Frequency Modeling, Short
Channel, Subthreshold Operation, Leakage Current, MOS Diodes, Active Resistors, Capacitors, Current
Sink and Source, Cascode Current Mirrors, Gain-Boosting, Current and Voltage References, Supply
Independent Biasing, Sensitivity.
Unit 2: MOS Inverters, Active Load, Current Source Load, Push-Pull Load, Small Signal Gain,
Frequency Response, Miller Effect-3-dB Frequency Determination, Single-Stage MOS Amplifiers,
Common Gate - Common Drain, Cascode, Differential Amplifiers, Active Loaded Differential Pair,
Feedback Amplifiers, Negative Feedback, Loop Gain, Oscillators, Comparators.
Unit 3: Two-Stage CMOS Op-Amp Design, Gain and Frequency Response, Stability and Compensation
in CMOS Op-Amps, Miller Compensated Op-Amp, Lead-Lag Compensation, Case Study of ADA4528: A
Zero Drift and Ultralow Noise Op-Amp
Course Contents
5. 1. B. Razavi, Design of Analog CMOS Integrated Circuits, Tata McGraw Hill, 2002, Reprint 2015.
2. P. E. Allen and D. R. Holberg, CMOS Analog Circuit Design, Third Edition, Oxford Press, 2011.
3. P. R. Gray, P. J. Hurst, S. H. Levis and R. G. Meyer, Analysis and Design of Analog Integrated
Circuits, Fifth Edition, Wiley Student Edition, 2009.
4. A S. Sedra, K. C. Smith and A. N. Chandorkar, Microelectronic Circuits -Theory and Applications,
Seventh Edition, Oxford University Press, 2017.
References
7. Analog VLSI design refers to the process of designing and fabricating ICs
that primarily involve analog electronic components and circuits on a
single semiconductor chip.
Analog circuits deal with continuous signals, such as voltages and
currents, as opposed to digital circuits that work with discrete values (0s
and 1s).
Analog VLSI Design
8. Analog VLSI design involves creating complex systems on a chip that
can perform various functions, such as amplification, filtering, signal
conditioning, voltage regulation, and more.
Some common examples of analog VLSI circuits include operational
amplifiers, voltage regulators, analog-to-digital converters (ADCs), digital-
to-analog converters (DACs), and radio-frequency (RF) circuits.
Analog VLSI Design
Digital VLSI is a more mature field than analog
VLSI. This is because digital circuits are easier
to design and fabricate. Digital circuits also have
a wider range of commercial applications.
9. Designing analog VLSI circuits can be challenging due to the inherent
complexities of dealing with real-world phenomena like noise, signal
distortion, temperature effects, and process variations.
Designers need a deep understanding of semiconductor physics, analog
circuit theory, device modeling, and fabrication processes.
Analog VLSI design plays a crucial role in various applications, including
communications, sensor interfaces, audio and video processing, medical
electronics, and more.
It requires a combination of creativity, engineering expertise, and a solid
foundation in analog electronics to successfully design and produce
functional analog VLSI circuits.
Analog VLSI Design
10. Analog VLSI is a more challenging field to design than digital VLSI. This is because analog circuits are
more sensitive to noise and power consumption. Analog circuits also require a more thorough
understanding of semiconductor physics and device modeling.
Analog vs. Digital VLSI Design
15. Power: Passive Network
If ideal transformer is considered
If a passive network is considered
This will NOT guarantee either
voltage or current amplification
28. Negative Feedback
Instead of using fixed R use
variable R → R1
Resistive ratio will be
insensitive to changes in RL
This helps in analysing whether
a given network is able to drive
the connected load OR not.
29. Current and Voltage Sources
For an ideal voltage source if
the terminals are shorted,
the current ISC will be Ꝏ
30. Practical Current and Voltage Sources
Source resistance RS = 0.
This is practically NOT
possible
There exists a nonzero small
value of RS associated with
voltage source
31. Good voltage or current
source depends on the
relation between RS and RL
Consider RS = 100Ω
Current Source
Voltage Source
Practical Current and Voltage Sources
55. Example: Small Signal (Diode)
Linearized Resistance of Diode
Linearized Diode Circuit
Quiescent Voltage + Incremental
Quiescent Current + Incremental
56. Small Signal Analysis of Forward Bias Diode
Neglect the higher order terms
Based on the condition
Final condition of small signal
57. A two-port network is an electrical network with two pairs of
terminals to connect to external circuits.
Two terminals constitute a port if the currents applied to them
satisfy the essential requirement known as the port condition:
the current entering one terminal must equal the current
emerging from the other terminal on the same port.
The ports constitute interfaces where the network connects to
other networks, the points where signals are applied, or outputs
are taken.
Two - Port Network
58. A 2-port network in electronics is a fundamental concept used to
analyze and describe the behavior of electrical circuits or
systems with two input terminals and two output terminals.
These networks are used to model and understand the
interaction of electrical signals as they pass through various
components, such as amplifiers, filters, transformers, and
transmission lines.
Two - Port Network
The voltage at port 1 (V1)
The current at port 1 (I1)
The voltage at port 2 (V2)
The current at port 2 (I2)
59. Input Ports: These are the two terminals where electrical signals are
applied as inputs to the network. The signals entering the network can be
voltage or current, depending on the specific application.
Output Ports: These are the two terminals from which the network
delivers its output signals. Like the input, the output signals can also be
voltage or current.
Characteristics and Parameters of 2-port networks
60. Transfer Parameters (T-parameters): Another set of parameters used to describe 2-
port networks is the transfer parameters (T-parameters). These parameters relate input
to output in terms of voltage and current, providing insight into how the network
transforms signals.
Hybrid Parameters (H-parameters): Hybrid parameters describe the network in terms
of input current and output voltage (or vice versa). They are particularly useful for
analyzing transistors and other semiconductor devices.
Impedance Parameters (Z-parameters): Impedance parameters describe the network
in terms of input and output impedance, which is valuable for matching networks and
impedance transformations.
Admittance Parameters (Y-parameters): Admittance parameters describe the
network in terms of input and output admittance, which is also useful for certain types
of analysis.
Characteristics and Parameters of 2-port networks
61. 2-port networks are used extensively in Electronics, Telecommunications,
and RF (radio frequency) engineering to analyze, design, and optimize
circuits and systems.
They allow engineers to understand how components interact with signals
and to predict the overall performance of complex systems.
These networks are essential tools in fields such as microwave
engineering, antenna design, and amplifier design, among others.
Applications: Two-port Networks
62. 3-Step Process for Converting Non-linear to Linear
Step – 1:
Step – 2:
Step – 3:
Note the notation also
It is used to
figure out the
total current
and voltage
This kind of notations are
inconvenient in representation
63. Two-Port Non-linear Network Representation
To find out what
is the relation
between currents
I1 and I2
What is the
gain of the
system?
2-PORT Network
representation
64. Two-Port Non-linear Network
Current IDC is dropped from the
argument as it will NOT change the
argument
Quiescent Network
For neglecting
Incremental current
Quiescent Condition