CDMA 120
cdma university
CDMA 120 –
cdmaOne and CDMA2000
Concepts and Terminology
CDMA 120 –
cdmaOne and CDMA2000
Concepts and Terminology
Student Guide
80-13321-1 X11
QUALCOMM
£
is a registered trademark and service mark of QUALCOMM Incorporated.
All other names are the property of their respective owners.
Export of this technology may be controlled by the United States Government.
Diversion contrary to U.S. law prohibited.
Material Use Restrictions
These written materials are to be used only in conjunction with the associated instructor-led
class. They are not intended to be used solely as reference material.
No part of these written materials may be used or reproduced in any manner whatsoever
without the written permission of QUALCOMM Incorporated.
Copyright © 2002 QUALCOMM Incorporated. All rights reserved. Printed in the United States
of America.
QUALCOMM Incorporated
5775 Morehouse Drive
San Diego, CA 92121
U.S.A.
CDMA 120 – cdmaOne and CDMA2000 Concepts and Terminology
Table of Contents
80-13321-1 X11
© 2002 QUALCOMM Incorporated
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CDMA 120
cdma university
CDMA.HELP
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worldwide
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CDMA 120 – cdmaOne and CDMA2000 Concepts and Terminology
Table of Contents
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© 2002 QUALCOMM Incorporated
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CDMA 120 – cdmaOne and CDMA2000 Concepts and Terminology
Table of Contents
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© 2002 QUALCOMM Incorporated
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Table of Contents
Section 1: Introduction
Section 1: Introduction 1-1
Course Overview 1-2
Recommended Reading List 1-5
Comments/Notes 1-7
Section 2: Background
Section 2: Background 2-1
Section Introduction 2-2
cdmaOne 2-3
IS-95A 2-4
ANSI J-STD-008 2-6
TIA/EIA-95 2-7
CDMA2000 2-8
Multiple Access Methods 2-9
Overview of CDMA 2-11
Example CDMA Network Architecture 2-12
The “Cellular” Concept and “Sectors” 2-13
cdmaOne Overview and Terminology 2-15
A/D 2-17
Error Detection Codes 2-18
Spread Spectrum Techniques 2-20
Binary Phase Shift Keying 2-23
QPSK 2-24
OQPSK 2-25
Analog and RF Concepts 2-26
Radio Channel Characteristics 2-28
Coherent / Non-Coherent Detection 2-29
Signal-to-Noise Ratio 2-30
Correlation 2-31
E
b
/N
0
2-32
Applications for cdmaOne 2-33
U.S. Cellular Frequency Allocations 2-34
The Cellular CDMA Channel 2-35
U.S. PCS Frequency Allocations 2-37
The PCS CDMA Channel 2-38
Fixed Wireless (Wireless Local Loop) 2-40
Section Review 2-41
Comments/Notes 2-42
Section 3: Codes in cdmaOne
Section 3: Codes in cdmaOne 3-1
Section Introduction 3-2
AND Function 3-4
CDMA 120 – cdmaOne and CDMA2000 Concepts and Terminology
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Orthogonal Codes 3-5
Generation of Orthogonal Codes 3-6
Orthogonal Codes 3-7
Orthogonal Spreading 3-8
Channelization Example 3-9
Orthogonal Spreading Example 3-12
Despreading Example 3-13
PN Codes 3-14
PN Code Generation 3-16
Masking 3-19
Section Review 3-21
Comments/Notes 3-22
Section 4: The cdmaOne Physical Layer
Section 4: The cdmaOne Physical Layer 4-1
Section Introduction 4-2
CDMA Channel Generation 4-3
Forward Link Channels 4-4
Pilot Channel 4-6
Sync Channel 4-7
Paging Channel 4-8
Forward Traffic Channel 4-9
Medium Data Rate Option Overview 4-12
Reverse Link Channels 4-13
Reverse Traffic Channel 4-15
Access Channel 4-16
Section Review 4-17
Comments/Notes 4-18
Section 5: Attributes and Techniques of CDMA
Section 5: Attributes and Techniques of CDMA 5-1
Section Introduction 5-2
Frequency Reuse 5-3
CDMA Frequency Reuse 5-5
Power Control 5-6
Soft Handoffs 5-9
Multipath 5-11
Variable Rate Vocoder 5-13
Vocoder Rates 5-15
CDMA Speech Codecs 5-16
Rate Sets 5-17
Multiplexing 5-19
Capacity 5-23
Capacity of Conventional Systems 5-24
CDMA Capacity 5-25
Coverage 5-26
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Section Review 5-27
Comments/Notes 5-28
Section 6: Call Processing and Registration
Section 6: Call Processing and Registration 6-1
Section Introduction 6-2
Overview of Call Processing 6-3
Initialization State 6-4
Idle State 6-6
Access Channel Processing 6-7
Traffic Channel Message Structure 6-8
Determining Mobile Location 6-9
Overview of Registration 6-11
Systems and Networks 6-12
Roaming 6-13
Types of Registration 6-15
Autonomous Registration 6-16
Non-Autonomous Registration 6-17
Section Review 6-18
Comments/Notes 6-19
Section 7: cdmaOne Handoffs
Section 7: cdmaOne Handoffs 7-1
Section Introduction 7-2
Types of CDMA Handoffs 7-3
Idle Handoffs 7-4
Access Handoffs 7-5
Traffic Channel Handoffs 7-6
The Pilot Searching Process 7-10
Handoff Signaling 7-14
Section Review 7-16
Comments/Notes 7-17
Section 8: CDMA2000 Overview
Section 8: CDMA2000 Overview 8-1
Section Introduction 8-2
What is Third Generation? 8-3
3rd Generation Standards 8-4
CDMA2000 8-5
CDMA2000 1x Voice Capacity 8-6
CDMA2000 Physical Layer 8-7
Spreading Rate 1 and Spreading Rate 3 8-8
Physical and Logical Channels 8-9
CDMA2000 Logical Channel Naming 8-10
CDMA2000 Physical Channel Naming 8-11
CDMA2000 Logical to Physical Channel Mapping 8-12
CDMA 120 – cdmaOne and CDMA2000 Concepts and Terminology
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Available Forward Link Code Channels 8-13
Radio Configurations (RC) 8-14
Forward Link Radio Configurations 8-15
Reverse Link Radio Configurations 8-16
Dedicated Channels and Standard Services 8-17
RL Closed Loop Power Control 8-18
Forward Link Fast Power Control 8-19
Transmit Diversity 8-20
Benefits of Transmit Diversity 8-21
Walsh Notation 8-22
Variable Walsh Spreading 8-23
Walsh Limitations 8-24
Quasi-Orthogonal Functions (QOFs) 8-25
Walsh Facts 8-26
Turbo Encoder 8-27
Forward Link Physical Layer Key Characteristics 8-28
New Common Channels 8-29
Why New Forward Common Channels? 8-30
New Common Channels Structure 8-31
Backward-Compatible Forward Link Code Channels 8-32
New Forward Link Common Channels 8-33
New Forward Link Dedicated Channels 8-34
Forward Link Operation 8-35
Reverse Link Characteristics 8-36
Reverse Link Channels 8-38
Reverse Common and Dedicated Channels 8-39
Illustration of Reverse Link Operation 8-40
Data Multiplexing 8-41
Access Channel Procedures 8-42
What is 1xEV-DO? 8-43
1xEV-DO Is Data Optimized 8-44
1xEV-DO Data Rates 8-45
Co-located 1xEV-DO and CDMA2000 1x/IS-95 Carriers 8-46
1xEV-DO and IS-2000 Family Overlay 8-47
Comparison of Forward Links 1x vs. 1xEV-DO 8-48
Forward Link Slot Structure 8-49
Section Review 8-50
Comments/Notes 8-51
Section 9: Course Summary
Section 9: Course Summary 9-1
Comments/Notes 9-3
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