CMOS Digital Integrated Circuits - Alexandria...

1 © CMOS Digital Integrated Circuits – 3rd Edition

CMOS Digital Integrated Circuits

Chapter 1 Introduction

S.M. Kang and Y. Leblebici

Some History

Invention of the transistor (BJT) 1947Shockley, Bardeen, Brattain – Bell Labs

Single-transistor integrated circuit 1958Jack Kilby – Texas Instruments

Invention of CMOS logic gates 1963Wanlass & Sah – Fairchild Semiconductor

First microprocessor (Intel 4004) 19702,300 MOS transistors, 740 kHz clock frequency

Very Large Scale Integration 1978Chips with more than ~20,000 devices

More Recently

Ultra Large Scale Integration

System on Chip (SoC)

20 ~ 30 million transistors in 2002

The chip complexity has increased by a factor of 1000 since its first introduction, but the term VLSI remained virtually universal to denote digital integrated systems with high complexity.

Some Leading-Edge Examples

Evolution of Minimum Feature Size

Moore’s Law

Evolution of Memory Capacity

YEAR 2002 2005 2008 2011 2014

TECHNOLOGY 130 nm 100 nm 70 nm 50 nm 35 nm

CHIP SIZE 400 mm2 600 mm2 750 mm2 800 mm2 900 mm2

NUMBER OFTRANSISTORS(LOGIC)

400 M 1 Billion 3 Billion 6 Billion 16 Billion

DRAMCAPACITY 2 Gbits 10 Gbits 25 Gbits 70 Gbits 200 Gbits

MAXIMUMCLOCKFREQUENCY

1.6 GHz 2.0 GHz 2.5 GHz 3.0 GHz 3.5 GHz

MINIMUMSUPPLYVOLTAGE

1.5 V 1.2 V 0.9 V 0.6 V 0.6 V

MAXIMUMPOWERDISSIPATION

130 W 160 W 170 W 175 W 180 W

MAXIMUMNUMBER OFI/O PINS

2500 4000 4500 5500 6000

Shrinking Device Dimensions

YEAR 2002 2005 2008 2011 2014

1.5 V 1.2 V 0.9 V 0.6 V 0.6 V

130 W 160 W 170 W 175 W 180 W

2500 4000 4500 5500 6000

Increasing Function Density

YEAR 2002 2005 2008 2011 2014

1.5 V 1.2 V 0.9 V 0.6 V 0.6 V

130 W 160 W 170 W 175 W 180 W

2500 4000 4500 5500 6000

Increasing Clock Frequency

YEAR 2002 2005 2008 2011 2014

1.5 V 1.2 V 0.9 V 0.6 V 0.6 V

130 W 160 W 170 W 175 W 180 W

2500 4000 4500 5500 6000

Decreasing Supply Voltage

5-layer cross-section of chip

Global

Intermediate

LocaE ·

.. - Passlmloo

Dlaleemric .,._ __ diffusl'on

barrier

System-on-Chip

Integrating all or most of the components of a hybrid system on a single substrate (silicon or MCM), rather than building a conventional printed circuit board.

1. More compact system realization

2. Higher speed / performance

• Better reliability

• Less expensive !

-::!l c:r. c::

.:.......:m ..... CSS

Comm µC

Audio Ollllplllt Processor

Audio ...... --1 FreqJJ@11cy

Synt~i1er

I MPEG·2 Yideo detoder

S,ste~n Frequency S y11tllesi zer

'"=i== c D/A A111d lo O llt?Llt.

Subp cture and OSD proce!Sor

Scalelf

-3 .e, 3

M emary · lnm~r I :'. M a_naget"Jlllllt 32-bit j Unit RISC CPU .,,,.

SD RAM

New Direction: System-on-Chip (SoC)

ASIC CoreMemory

Embedded ProcessorCore

AnalogFunctions

SensorInterface

The Y-Chart

Notice: There is a need for structured design methodologies to handle the high level of complexity !

Simplified VLSI Design Flow

Top-down

Bottom-up

Top-down vs. bottom-up design

• Top-down design adds functional detail.

- Create lower levels of abstraction from upper levels.

• Bottom-up design creates abstractions from low-level behavior.

• Good design needs both top-down and

bottom-up efforts.

VLSI Design Cycle

[ • l• I J• I e

Behavioral

' VHDL, C

10 St ructural .. w VHDL

t ' ] ... I 1 ... 1

X=(AB*CD)+ (A+D)

- ! Y=(A(B+q+

VLSI Design Cycle

• System Specification - A high level representation of the system - Considered factors

» Performance Fabrication Technology

» Functionality · H De)ignTechniques

» Physical dimensions (die size)

- Result Specs - size, speed, power, and

functionality

VLSI Design Cycle

• Architectural Design - RISC (Reduced Instruction Set Computer)

versus CISC (Complex Instruction Set Computer)

- Number of ALUs, Floating Point Units

- Number and structure of pipelines

- Cache size

- Prediction on die size, power, and speed based on existing design

- Early estimation are very important here

VLSI Design Cycle

Behavioral or Functional Design - Only behavior and timing without

implementation issue - Specify behavior based on Input+ output+

timing - Fast emulation and debugging for the

system always @(posedge elk);

begin if (enable_ == l 'bO)

data= O; else

data = dat.a + 1; end

HDL-Based Design

1980’sHardware Description Languages (HDL) were conceived to facilitate the information exchange between design groups.

1990’sThe increasing computation power led to the introduction of logic synthesizers that can translate the description in HDL into a synthesized gate-level net-list of the design.

2000’sModern synthesis algorithms can optimize a digital design and explore different alternatives to identify the design that best meets the requirements.

VLSI Design Cycle

• Logic Design - Control flow, word widths, register allocation,

arithmetic operations, and logic operations - RTL (Register Transfer Level) - HDL (Hardware Description Language) » Verilog - most popular » VHDL - Europe and Eastern » Literal + Timing Information

X= (AB• CD)+ (A-r D)

Y= (A(B- C)-r AC+ D)

Boolean Expression

Timing lnfonnarion

VLSI Design Cycle

• Logic Design - More actual simulation and testing

a----b----c----d----

sa 1 sa CJ Y

- High Level Synthesis: Produce a RTL description from a behavioral description of the design

VLSI Design Cycle

Circuit Design - Boolean Expression - Circuit Elements (Cells, Macros, Gates, Transistors) + Interconnection - Each component has specific timing and power

Info. - Circuit Simulation : Verify the correctness and

timing - Terms - Netlist, Schematic - Logic Synthesis Tools : RTL -- Netlist

VLSI Design Cycle

Physical Design - Netlist - Layout (Geometry Representation)

» Design rules of applied fabrication process - Layout Synthesis Tools

» Automatic conversion (Fully/Partially) » Area and performance penalty

- Crucial Challenges - Area/Delay

VLSI Design Cycle

Fabrication - Layout~ Photo-lithographic mask

» One mask for each layer - Wafer : Silicon crystal are grown & sliced - Deposition, and diffusion of various materials on

the wafer : each step uses one mask - Term : Tape Out, 8 inch/20cm, 12 inch/30cm

- -, 'I

'- ~ 52 ...... ,-

VLSI Design Cycle

Packaging, Testing, and Debugging - For PCB (Printed Circuit Board) : DIP (Dual In-line

Package), PGA (Pin Grid Array), BGA (Ball Grid Array), and QFP (Quad Flat Package)

- For MCM (Multi-Chip Modules): no packaged - Testing

» Before Package - Probe line testing » After Package - Tester machine applies test

patterns.

Structured Design Principles

Hierarchy: “Divide and conquer” technique involves dividing a module into sub-modules and then repeating this operation on the sub-modules until the complexity of the smaller parts becomes manageable.

Regularity: The hierarchical decomposition of a large system should result in not only simple, but also similar blocks, as much as possible. Regularity usually reduces the number of different modules that need to be designed and verified, at all levels of abstraction.

Modularity: The various functional blocks which make up the larger system must have well-defined functions and interfaces.

Locality: Internal details remain at the local level. The concept of locality also ensures that connections are mostly between neighboring modules,avoiding long-distance connections as much as possible.

Hierarchy of a 4-bit Carry Ripple Adder

Regularity

2-input MUX

VLSI Design Styles

Full Custom Design

Following the partitioning, the transistor level design of the building block is generated and simulated.

The example shows a 1-bit full-adder schematic and its SPICE simulation results.

Full Custom Design

The main objective of full custom design is to ensure fine-grained regularity and modularity.

Full Custom Design

A carefully crafted full custom block can be placed both along the X and Y axis to form an interconnected two-dimensional array.

Example:

Data-path cells

Full Custom SRAM Cell Design

Mapping the Design into Layout

Manual full-custom design can be very challenging and time consuming, especially if the low level regularity is not well defined !

VLSI Design Styles

Standard Cells

AND DFF INV XOR

Standard Cells

Rows of standard cells with routing channels between them

Memory array

Standard Cells

VLSI Design Styles

Mask Gate Array

Before customization

VLSI Design Styles

Field Programmable Gate Array

Internal structure of a CLB

• 1.2 Objective and Organization of the Book

Increasing Conl>lexily

Device Eleetronlcl

Two-Translstot Cin:ults

(ln1111ners)

Combinational and Sequential Logic Circuits .

. i Regular Structures , VLSI Sub-SystemS

ROMS, RAMs, Pl.As : Adde1'8, Multipliers . ···-----------------·-········ ..... ···---------------------------

System-Related Issues. Relabltlty, Manufaclurablllty, Tes1al>lllty

----- Breadth of Toplcs -----

Fig11rt 1.4. The ordering of topics covered in a typical digital integrated circuits course.

°'II""' Cln:uta

P1611r, J.S. Clan,ficalion of CMOS digilal circuit ty~s.

CVSL: Cascade Voltage Switch Logic NORA: NO RAce circuits TSPC: True-Single Phase Clock

TSPC L.ocfe Cl .......

1.3 A Circuit Design Example

Syst om Roquir oment.s

Architecture Definition and Logic O eslgn

Logic d iagr-am I description

, -------------------- ------------------------------------------------------------~ Teenno1<>gy

VLSI Design •nd ~yout Design A ·Uies Oovico Modola

·----------=~~~~-~·:~~~~:~~~~---------------~~~~~-~~~~~~:.~~=~~------_] Pass

Mask Genor-atlon

Silicon Processing

T o : Wt11fer Testing Packaging Reliability Ouoliticotion

Figure 1 .e The flow of c i rcuit design procech.•re-s.

One-bit Full-Adder Circuit Design:

Using O.Bum twin-well CMOS technology with specification:

1) Propagation delay times of sum and carry-out signals <1.2ns (worst) 2) Transition delay times of sum- and carry-out signals < 1.2ns (worst) 3) Circuit area < 1500 µ m2

4) Dynamic power dissipation (@V00 = 5V and fmax = 20MHz) < 1mW

FullAdder

sum_out carry_out

Sum out= AEBBEBC - = ABC+ABC+ABC+ABC

Carry_out =AB+ AC+ BC

Sum_out =ABC+ (A+B+C)carry_out

0 0 0 0 0 1 0 1 0 0 1 1 1 0 0 1 0 1 1 1 0 1 1 1

sum_out carry_out

0 0 1 0 1 0 0 1 1 0 0 1 0 1 1 1

~ A B c

r·-- ···•• •••••• •••• ••••••••••••••••• • ••• ••••••••,

~-··········---········ ········· ··· · ··· ···-··-·-·

························-··········-··························'

Figure 1. 7 Gate-level schematic of the one-bit full-adder circlit

carry_out

c---1 f-- A '"m

f--A A---1 e---1 f-e f--e -::

A---1 e---l c---l f-- c

Figure 1.8 Transistor-level schematic of the one-bit fuD·adder circuit.

,.----, a-, r e ,.____, o-, c-, 1-c ;lll'!Y. Wt

I-a Yoo

c---4 }-A r" l\lffl

c~ ~ A I-A l- 11

A~ 8~ ~8 A--l a--j c--l

Figure 1,9 Alternate transistor-level schematic of the one-bit full-adder circuit (note that the nMOS and pMOS networks are completely symmetric).

I 1 I. '

CO P"oly in verti::::··~~tal in horizontal. SUM Figure 1.10 Initial layout of the full-adder circuit using minimum-size transistors.

Area= 21X54 um2 = 1134 um2 32

SPICE simulation ~~ s.zc. ,:-.,.. Ai:k::lil!l,r-. (.atn:x:t~ .....

•• • C-,, N

. :I 1 ..... . ~ a s.a

:I l I ] f ..... ~, · . l n I I •••

~~:i ... ·~ ~~ ~ r----2. . t :

- . ~· ~~~....::;::;::._~.....::;;:::::::::::;::===:;::::::::....___._.., -~·-.....

I:kc:\ . . .... n . 9 . r .. 2~ iolate 1.2ns ~load

Figure 1 .1 1 Simulated input and ou1j:)Ut waveforms ot the ~adder- cirouit.

- in ut s ,/

... ---

" ] 2 . s

18 19 20 21 22 Time ( 11• )

INP17r CAJ\JtY --

I SVK •••·· ---+7-·-.. ··-·-------

___ ..... -·· ;~

_,/sum_out

Figure 1 . 12 Simulated ouqx.it waveforms of the full adder circuit with minimum transistor droensions. showing the signal propagabori delay during one of the worst-case transitions.

-A B c

] Area = 43X30 um2 = 1290 um2

c;::J OIFF. D NWELL DP+ - POLY O MET- 1

- MET-2

Figure 1 .13 Modified layout of the full-adder circuit, with optimized transistor dimensions.

Worst Case Delay, Optimized Size Transiscors, EXTRACTED

-> 41 'O :, u .... .... j

sum UlPlIT -CARRY ••••

5 1--------+~·(\carry \

SUM ..... ......... .-o•-•-•-•••--.o-.oo••-••uo-.• .•·

: I : : - :--·

' - ·-1

i . ' I .

--t - +: ,<1.23ns

' r ; ; ~ :

~· :\ .. 0 --·-·-----·-·_....., -·'---..,....:..'' - 'a::· ... • _________ _..._

18 19 20 2J, 22 T.ime (ns)

Figure 1.14 Simulated output wavef0<ms o f the full-adder circuit with optimized transistor dimensions, showing the signal propagation delay

during the same worst-case transition.. Power dissipation= 460 µ W 36

Full Adder c, (FA)

Full Adder C2 (FA)

Full Adder C3 C, Full Adeler (FA) (FA)

Rgur. 1 .15 Block diagram of a cany ripple aclder chain consisting of full adders. Si., s, s., s~

37 Figure 1 . 1 8 Mask layout ol the 4 ·bt carry npple adder array.

• &I r'1A ,,,,,_,. A ll!Olt) lN 1¥ 191! I·?:? @ J,p l'l • (Ob'lI• I:t 1¥ Im lu IP ri .....,.,. Ml(U

su,.1(1) -----= ----~-:====~--......... __ ~ ';::::==::;-' ___ .:.......,!:;---

51.11,1(~~---~----...:..~;----';:::: SUU(S) ----~ rl Sl.l\lCQ -·------::========·~r--,- ~:;--~J SUWl'1) ~

.Ul ,-----,...._ __ n ,.---,__ ~

SlN(WSll~l----~---~"----' .. .__ ___ ~ ____ ....., . ~ ••• 7 • • : C...,. .. el loll Mot,,, 51«.

-~.ot::l = · -~-[,~4.- Ho V:..---.-::\===:=../ __ • H ~lL •••

-~~l:.::::,: =9'.M(l')=:::=,...::::::::;·~, ........... ---...... ~ ... ~ ....... ....:;;:;::;::;:;;:~'~~~~~ ................. .!::::=;:;::;::.:::;:;:.......,_...:.:::.;::.:= -~ ... ,. .. ::=] ...... , .. J ·°= •••

_:3 ••

) .). .. , I

Flgure 1.17 Slmu1ated Input and output waveforms of the 8-bit carry ripple adder circuit. showing a maximum signal propagation delay of about 7 ns.

CMOS Digital Integrated Circuits - Alexandria...

Documents

Transcript of CMOS Digital Integrated Circuits - Alexandria...

Outline Introduction CMOS devices CMOS technology CMOS logic structures CMOS sequential circuits CMOS regular structures.

Nanometer CMOS VLSI Circuits

VLSI, CMOS Dynamic Logic Circuits

Low-Power CMOS Circuits (1)

CMOS STRESS SENSOR CIRCUITS

Analog CMOS/VLSI Circuits

Sequential cmos logic circuits

INTRODUCTION TO CMOS CIRCUITS CONTENTS1).pdfUNIT II . INTRODUCTION TO CMOS CIRCUITS. CONTENTS . 1. INTRODUCTION 2. CMOS FABRICATION 2.1 n-well CMOS process 2.2 p-well CMOS process

CMOS Digital Integrated Circuits - alexu.edu.eg

CMOS Circuits 2010 Lecture20

CMOS Circuits

Modern CMOS Circuits Manual, Marston.pdf

Digital Circuits: CMOS - MIT OpenCourseWare · 6.012 - Microelectronic Devices and Circuits Lecture 15 - Digital Circuits: CMOS - Outline • Announcements . One supplemental reading

CMOS Integrated Circuits

CMOS Transistor and Circuits

1 Static CMOS Circuits. Ankur Agarwal 2 Static CMOS Circuits In Static CMOS circuits with n inputs, 2n transistors are needed. nMOS block is a dual of.

CMOS Digital Circuits and testing

Cmos Sequential Circuits

CMOS Digital Integrated Circuits - …eng.staff.alexu.edu.eg/.../CC401_Digital_Integrated_Circuit_Design/... · 5 CMOS Digital Integrated Circuits Random-Access Memory Array Organization

EE466: VLSI Design Lecture 7: Circuits & Layout. CMOS VLSI Design1: Circuits & LayoutSlide 2 Outline CMOS Gate Design Pass Transistors CMOS Latches &