cdma theory

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CDMA Theory. CDMA Theory Unit 1. CDMA Basic Principle. Main Content. Definitions of CDMA and How to realize Spread spectrum modulation Spreading codes used in CDMA Vocoding in CDMA. Multiple Access. - PowerPoint PPT Presentation

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Page 1: CDMA  Theory

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CDMA Theory

Page 2: CDMA  Theory

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CDMA Theory Unit 1

Page 3: CDMA  Theory

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Main Content

Definitions of CDMA and How to realize

Spread spectrum modulation

Spreading codes used in CDMA

Vocoding in CDMA

Page 4: CDMA  Theory

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Multiple Access

• Types of Media -- Examples:

– Twisted pair - copper

– Coaxial cable

– Fiber optic cable

– Air interface (radio signals)

• Advantages of Multiple Access

– Increased capacity: serve more users

– Reduced capital requirements since fewer media can carry the traffic

– Decreased per-user expense

– Easier to manage and administer

Each pair of users enjoys a dedicated,

private circuit through the transmission

medium, unaware that the other users exist.

Since the beginning of telephony and radio, system operators have tried to squeeze the maximum amount of traffic over each circuit.

Multiple Access: Simultaneous private use of a transmission medium by multiple, independent users.

Transmission

Medium

Page 5: CDMA  Theory

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Channels

• FDMA Frequency Division Multiple Access– Each user on a different frequency– A channel is a frequency

• TDMA Time Division Multiple Access– Each user on a different window period in

time (“time slot”)– A channel is a specific time slot on a

specific frequency

• CDMA Code Division Multiple Access– A channel is a unique code pattern– Each user uses the same frequency all the

time, but mixed with different distinguishing code patterns Frequency

Time

Power

FrequencyTime

Power

FrequencyTime

Power

FDMA

TDMA

CDMA

Channel: An individually-assigned, dedicated pathway through a transmission medium for one user’s information.

The transmission medium is a resource that can be subdivided into individual channels according to the technology used.

Page 6: CDMA  Theory

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Defining Our Terms• CDMA Channel or CDMA Carrier or CDMA Frequency

– Duplex channel made of two 1.25 MHz-wide bands of electromagnetic spectrum, one for Base Station to Mobile Station communication (called the FORWARD LINK or the DOWNLINK) and another for Mobile Station to Base Station communication (called the REVERSE LINK or the UPLINK)

– In 800 Cellular these two simplex 1.25 MHz bands are 45 MHz apart

– In 1900 MHz PCS they are 80 MHz apart

• CDMA Forward Channel

– 1.25 MHz Forward Link

• CDMA Reverse Channel

– 1.25 MHz Reverse Link

• CDMA Code Channel

– Each individual stream of 0’s and 1’s contained in either the CDMA Forward Channel or in the CDMA Reverse Channel

– Code Channels are characterized (made unique) by mathematical codes

– Code channels in the forward link: Pilot, Sync, Paging and Forward Traffic channels

– Code channels in the reverse link: Access and Reverse Traffic channels

45 or 80 MHz

CDMA CHANNELCDMA

ReverseChannel 1.25 MHz

CDMAForwardChannel 1.25 MHz

Page 7: CDMA  Theory

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Main Content

Spread spectrum modulation

Page 8: CDMA  Theory

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What is Spread Spectrum

ORIGINATING SITE DESTINATION

SpreadingSequence

SpreadingSequence

InputData

RecoveredData

Spread Data Stream

Definition:Spread spectrum technique ,employ a transmission bandwidth that is several orders of magnitude greater than the minimum required signal bandwidth.

Sender combines data with a fast spreading sequence, transmits spread data streamReceiver intercepts the stream, uses same spreading sequence to extract original data

Page 9: CDMA  Theory

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SHANON Formula

Spread Spectrum Principles

Where, C is capacity of channel, b/s B is signal bandwidth, Hz S is average power for signal, W N is average power for noise, W

C=B*log2(1+S/N)

It is the basic principle and theory for spread spectrum communications.

It is the basic principle and theory for spread spectrum communications.

Page 10: CDMA  Theory

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CDMA Is a Spread-Spectrum System

Traditional technologies try to squeeze the signal into the minimum required bandwidth

Direct-Sequence Spread spectrum systems mix their input data with a fast spreading sequence and transmit a wideband signal

The spreading sequence is independently regenerated at the receiver and mixed with the incoming wideband signal to recover the original data

Spread Spectrum Payoff:Processing Gain

Spread SpectrumTRADITIONAL COMMUNICATIONS SYSTEM

SlowInformation

Sent

TX

SlowInformationRecovered

RX

NarrowbandSignal

SPREAD-SPECTRUM SYSTEM

FastSpreadingSequence

SlowInformation

Sent

TX

SlowInformationRecovered

RX

FastSpreadingSequence

Wideband Signal

Page 11: CDMA  Theory

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Spread Spectrum Principles

1.25 MHz30 KHz

Power is “Spread” Over a Larger Bandwidth

MATHHAMMER

MATHHAMMER

Page 12: CDMA  Theory

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Spread Spectrum Principles

Many code channels are individually“spread” and then added together tocreate a “composite signal”

Page 13: CDMA  Theory

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Main Content

Spreading codes used in CDMA

Page 14: CDMA  Theory

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• Spreading code chip speed : 1.2288Mc/s ;

• Spreading code : Forward link—Walsh cod & Short PN

Reverse link —Long PN

• Spreading code chip speed : 1.2288Mc/s ;

• Spreading code : Forward link—Walsh cod & Short PN

Reverse link —Long PN

Spreading Codes in CDMA

Spreading codes selection is the key of spreadingSpectrum modulation!

Spreading codes selection is the key of spreadingSpectrum modulation!

Page 15: CDMA  Theory

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Walsh Code Defination

• The Walsh function is named after Walsh, the mathematician who proved it an orthogonal function in 1923. It is expressed as Walsh (n,t), n for the serial number. The CDMA system of IS-95 is differentiated with the Walsh function.

Walsh code is an orthogonal square matrix. It is just composed of +1(0) and –1(1).

• The Walsh function is named after Walsh, the mathematician who proved it an orthogonal function in 1923. It is expressed as Walsh (n,t), n for the serial number. The CDMA system of IS-95 is differentiated with the Walsh function.

Walsh code is an orthogonal square matrix. It is just composed of +1(0) and –1(1).

0110

1100

1010

0000

10

000

Hn Hn

H2n = ___

Hn Hn

Page 16: CDMA  Theory

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Walsh Codes• 64 Sequences, each 64 chips long

– A chip is a binary digit (0 or 1)

• Each Walsh Code is Orthogonal to all other Walsh Codes

– This means that it is possible to recognize and therefore extract a particular Walsh code from a mixture of other Walsh codes which are “filtered out” in the process

– Two same-length binary strings are orthogonal if the result of XORing them has the same number of 0s as 1s

WALSH CODES # ---------------------------------- 64-Chip Sequence ------------------------------------------ 0 0000000000000000000000000000000000000000000000000000000000000000 1 0101010101010101010101010101010101010101010101010101010101010101 2 0011001100110011001100110011001100110011001100110011001100110011 3 0110011001100110011001100110011001100110011001100110011001100110 4 0000111100001111000011110000111100001111000011110000111100001111 5 0101101001011010010110100101101001011010010110100101101001011010 6 0011110000111100001111000011110000111100001111000011110000111100 7 0110100101101001011010010110100101101001011010010110100101101001 8 0000000011111111000000001111111100000000111111110000000011111111 9 010101011010101001010101101010100101010110101010010101011010101010 001100111100110000110011110011000011001111001100001100111100110011 011001101001100101100110100110010110011010011001011001101001100112 000011111111000000001111111100000000111111110000000011111111000013 010110101010010101011010101001010101101010100101010110101010010114 001111001100001100111100110000110011110011000011001111001100001115 011010011001011001101001100101100110100110010110011010011001011016 000000000000000011111111111111110000000000000000111111111111111117 010101010101010110101010101010100101010101010101101010101010101018 001100110011001111001100110011000011001100110011110011001100110019 011001100110011010011001100110010110011001100110100110011001100120 000011110000111111110000111100000000111100001111111100001111000021 010110100101101010100101101001010101101001011010101001011010010122 001111000011110011000011110000110011110000111100110000111100001123 011010010110100110010110100101100110100101101001100101101001011024 000000001111111111111111000000000000000011111111111111110000000025 010101011010101010101010010101010101010110101010101010100101010126 001100111100110011001100001100110011001111001100110011000011001127 011001101001100110011001011001100110011010011001100110010110011028 000011111111000011110000000011110000111111110000111100000000111129 010110101010010110100101010110100101101010100101101001010101101030 001111001100001111000011001111000011110011000011110000110011110031 011010011001011010010110011010010110100110010110100101100110100132 000000000000000000000000000000001111111111111111111111111111111133 010101010101010101010101010101011010101010101010101010101010101034 001100110011001100110011001100111100110011001100110011001100110035 011001100110011001100110011001101001100110011001100110011001100136 000011110000111100001111000011111111000011110000111100001111000037 010110100101101001011010010110101010010110100101101001011010010138 001111000011110000111100001111001100001111000011110000111100001139 011010010110100101101001011010011001011010010110100101101001011040 000000001111111100000000111111111111111100000000111111110000000041 010101011010101001010101101010101010101001010101101010100101010142 001100111100110000110011110011001100110000110011110011000011001143 011001101001100101100110100110011001100101100110100110010110011044 000011111111000000001111111100001111000000001111111100000000111145 010110101010010101011010101001011010010101011010101001010101101046 001111001100001100111100110000111100001100111100110000110011110047 011010011001011001101001100101101001011001101001100101100110100148 000000000000000011111111111111111111111111111111000000000000000049 010101010101010110101010101010101010101010101010010101010101010150 001100110011001111001100110011001100110011001100001100110011001151 011001100110011010011001100110011001100110011001011001100110011052 000011110000111111110000111100001111000011110000000011110000111153 010110100101101010100101101001011010010110100101010110100101101054 001111000011110011000011110000111100001111000011001111000011110055 011010010110100110010110100101101001011010010110011010010110100156 000000001111111111111111000000001111111100000000000000001111111157 010101011010101010101010010101011010101001010101010101011010101058 001100111100110011001100001100111100110000110011001100111100110059 011001101001100110011001011001101001100101100110011001101001100160 000011111111000011110000000011111111000000001111000011111111000061 010110101010010110100101010110101010010101011010010110101010010162 001111001100001111000011001111001100001100111100001111001100001163 0110100110010110100101100110100110010110011010010110100110010110

EXAMPLE:

Correlation of Walsh Code #23 with Walsh Code #59

#23 0110100101101001100101101001011001101001011010011001011010010110#59 0110011010011001100110010110011010011001011001100110011010011001XOR 0000111111110000000011111111000011110000000011111111000000001111

Correlation Results: 32 1’s, 32 0’s: Orthogonal!!

Page 17: CDMA  Theory

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• In mathematics, orthogonality is the relation of two lines atright angles to one another (perpendicularity), and the generalization of this relation into n dimensions; and to a variety of mathematical relations thought of as describing non-overlapping, uncorrelated, or independent objects of some kind.

• The concept of orthogonality has been broadly generalized in mathematics, science, and engineering, especially since the beginning of the 16th century. Much of it has involved the concepts of mathematical functions, calculus, and linear algebra.

Page 18: CDMA  Theory

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Correlation and Orthogonality

Code #23 0110100101101001100101101001011001101001011010011001011010010110

–(Code #23) 1001011010010110011010010110100110010110100101100110100101101001

Code #59 0110011010011001100110010110011010011001011001100110011010011001

PARALLEL

XOR: all 0s

Correlation: 100%(100% match)

ORTHOGONAL

XOR: half 0s, half 1s

Correlation: 0%(50% match, 50% no-match)

ANTI-PARALLEL

XOR: all 1s

Correlation: –100%(100% no-match)

#23#23

–(#23)

#23

#23

#59

Correlation is a measure of the similarity between two binary strings

Page 19: CDMA  Theory

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Walsh Code Function in Forward Link

• A Mobile Station receives a Forward Channel from a sector in a Base Station.

• The Forward Channel carries a composite signal of up to 64 forward code channels.

• Some code channels are traffic channels and others are overhead channels.

• A set of 64 mathematical codes is needed to differentiate the 64 possible forward code channels.– The codes in this set are called “Walsh Codes”

SyncPilot

FW Traffic(for user #1)

Paging

FW Traffic(for user #2)

FW Traffic(for user #3)

Page 20: CDMA  Theory

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Short PN Sequences

• Together, they can be considered a two-dimensional binary “vector” with distinct I and Q component sequences, each 32,768 chips long

• Each Short PN Sequence (and, as a matter of fact, any sequence) correlates with itself perfectly if compared at a timing offset of 0 chips

• Each Short PN Sequence is special: Orthogonal to a copy of itself that has been offset by any number of chips (other than 0)

IQ

32,768 chips long26 2/3 ms.

(75 repetitions in 2 sec.)

IQIQ

100% Correlation: All bits = 0

Short PN Sequence vs. Itself @ 0 Offset

IQIQ

Orthogonal: 16,384 1’s + 16,384 0’s

Short PN Sequence vs. Itself @ Any Offset

Unique Properties:

The two Short PN Sequences, I and Q, are 32,768 chips long

Page 21: CDMA  Theory

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Short PN Function in Forward Link

• A mobile Station is surrounded by Base Stations, all of them transmitting on the same CDMA Frequency.

• Each Sector in each Base Station is transmitting a Forward Traffic Channel containing up to 64 forward code channels.

• A Mobile Station must be able to discriminate between different Sectors of different Base Stations.

• Two binary digit sequences called the I and Q Short PN Sequences (or Short PN Codes) are defined for the purpose of identifying sectors of different base stations.

• These Short PN Sequences can be used in 512 different ways in a CDMA system. Each one of them constitutes a mathematical code which can be used to identify a particular sector.

A B

Up to 64Code Channels

Up to 64Code Channels

Page 22: CDMA  Theory

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The Long PN Sequence

• Each mobile station uses a unique User Long Code Sequence generated by applying a mask, based on its 32-bit ESN, to the 42-bit Long Code Generator which was synchronized with the CDMA system during the mobile station initialization.

• Generated at 1.2288 Mcps, this sequence requires 41 days, 10 hours, 12 minutes and 19.4 seconds to complete.

• Portions of the User Long Codes generated by different mobile stations for the duration of a call are not exactly orthogonal but are sufficiently different to permit reliable decoding on the reverse link.

Long Code Register (@ 1.2288 MCPS)

Public Long Code Mask (STATIC)

User Long CodeSequence

(@1.2288 MCPS)

1 1 0 0 0 1 1 0 0 0 P E R M U T E D E S N

AND

=S U M

Modulo-2 Addition

Page 23: CDMA  Theory

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Long PN Functionin Reverse Link

• The CDMA system must be able to identify each Mobile Station that may attempt to communicate with a Base Station.

• A very large number of Mobile Stations will be in the market.

• One binary digit sequence called the Long PN Sequence (or Long PN Code) is defined for the purpose of uniquely identifying each possible reverse code channel.

• This sequence is extremely long and can be used in trillions of different ways. Each one of them constitutes a mathematical code which can be used to identify a particular user (and is then called a User Long Code) or a particular “user Reverse Traffic channel”.

RV Trafficfrom M.S.

#1837732008RV Trafficfrom M.S.

#1997061104

RV Trafficfrom M.S.

#1994011508

System AccessAttempt by M.S.

#2000071301(on access channel #1)

Page 24: CDMA  Theory

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Summary of Characteristics& Functions

• Each CDMA spreading sequence is used for a specific purpose on the forward link and a different purpose on the reverse link.

• The sequences are used to form “code channels” for users in both directions.

Walsh Codes

Short PN Sequences

Long PNSequences

Type of Sequence

Mutually Orthogonal

Orthogonal with itself at any time shift value except 0

near-orthogonal

if shifted

Special Properties

64

2

1

How Many

64 chips1/19,200

sec.

32,768 chips

26-2/3 ms75x in 2

sec.

242 chips~41 days

Length

Orthogonal Modulation(information

carrier)

Quadrature Spreading

(Zero offset)

Distinguish users

Reverse Link

Function

User identity

within cell’s signal

Distinguish Cells & Sectors

Data Scrambling

to avoid strings of 1’s or 0’s

Forward Link

Function

IQ

32,768 chips long26-2/3 ms.

(75 repetitions in 2 sec.)

64codes

64 chips long

AND

=SUM

Modulo-2 Addition

Cell

Page 25: CDMA  Theory

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Main Content

Vocoding in CDMA

Page 26: CDMA  Theory

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Variable Rate Vocoder

• Speech coding algorithms (digital compression) are necessary to increase cellular system capacity.

• Coding must also ensure reasonable fidelity, that is, a maximum level of quality as perceived by the user.

• Coding can be performed in a variety of ways (for example, waveform, time or frequency domain).

• Vocoders transmit parameters which control reproduction of voice instead of the explicit, point-by-point waveform description.

A-to-DCONVERTER

A-to-DCONVERTER

64 Kbps

VOCODER

VOCODER

“Codebook” Instruction8Kbps

64 Kbps

MSCMSC

Page 27: CDMA  Theory

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Variable Rate Vocoding

• CDMA uses a superior Variable Rate Vocoder– Full rate during speech– Low rates in speech pauses– Increased capacity– More natural sound

• Voice, signaling, and user secondary data may be mixed in CDMA frames

DSP QCELP VOCODER

Codebook

PitchFilter

FormantFilter

Coded Result Feed-back

20ms Sample

Page 28: CDMA  Theory

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Variable Rate Vocoding

Rate Set 2 Frame Sizesbits

Full Rate Frame

1/2 Rate Frame

1/4 Rt.

1/836

72

144

288

Rate Set 1 Frame Sizesbits

Full Rate Frame

1/2 Rate Frame

1/4 Rt.

1/824

48

96

192

Rate set1 ( 8KQCELP & EVRC):Rate set2 ( 13KQCELP ): Full rate : 9.6Kbps Full rate : 14.4Kbps Half rate : 4.8Kbps Half rate : 7.2Kbps 1/4 rate : 2.4Kbps 1/4 rate : 3.6Kbps 1/8 rate:1.2Kbps 1/8 rate :1.8Kbps

Rate set1 ( 8KQCELP & EVRC):Rate set2 ( 13KQCELP ): Full rate : 9.6Kbps Full rate : 14.4Kbps Half rate : 4.8Kbps Half rate : 7.2Kbps 1/4 rate : 2.4Kbps 1/4 rate : 3.6Kbps 1/8 rate:1.2Kbps 1/8 rate :1.8Kbps

Page 29: CDMA  Theory

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Variable Rate Voice Bit and PCM

• Where is vocoder?

BTS BSCBSC MSCMSC

Analog voice

Variable Rate PCM

Page 30: CDMA  Theory

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CDMA Theory Unit 2

Page 31: CDMA  Theory

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Main Content

The Forward Channels in IS-95

The Reverse Channels in IS-95

New Channels in CDMA20001X

Page 32: CDMA  Theory

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IS-95 Channel Structure

Page 33: CDMA  Theory

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Pilot Channel

•Used by the mobile station for initial system acquisition

•Transmitted constantly by the base station

•The same Short PN sequences are shared by all base stations

–Each base station is differentiated by a phase offset

•Provides tracking of:

–Timing reference

–Phase reference

•Acquisition by mobile stations is enhanced by:

–Short duration of Pilot PN sequence

–Uncoded nature of pilot signal

•Facilitates mobile station-assisted handoffs

–Used to identify handoff candidates

–Key factor in performing soft handoffs

•Used by the mobile station for initial system acquisition

•Transmitted constantly by the base station

•The same Short PN sequences are shared by all base stations

–Each base station is differentiated by a phase offset

•Provides tracking of:

–Timing reference

–Phase reference

•Acquisition by mobile stations is enhanced by:

–Short duration of Pilot PN sequence

–Uncoded nature of pilot signal

•Facilitates mobile station-assisted handoffs

–Used to identify handoff candidates

–Key factor in performing soft handoffs

Page 34: CDMA  Theory

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Pilot Channel Generation

•The Walsh function zero spreading sequence is applied to the Pilot

•The use of short PN sequence offsets allows for up to 512 distinct Pilots per CDMA channel

•The PN offset index value (0-511 inclusive) for a given pilot PN sequence is multiplied by 64 to determine the actual offset

–Example: 15 (offset index) x 64 = 960 PN chips

–Result: The start of the pilot PN sequence will be delayed960 chips x 0.8138 microseconds per chip = 781.25 microsecond

•The Walsh function zero spreading sequence is applied to the Pilot

•The use of short PN sequence offsets allows for up to 512 distinct Pilots per CDMA channel

•The PN offset index value (0-511 inclusive) for a given pilot PN sequence is multiplied by 64 to determine the actual offset

–Example: 15 (offset index) x 64 = 960 PN chips

–Result: The start of the pilot PN sequence will be delayed960 chips x 0.8138 microseconds per chip = 781.25 microsecond

Page 35: CDMA  Theory

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Sync Channel

(Acquired Pilot)

Sync Channel

•Used to provide essential system parameters

•Used during system acquisition stage

•Bit rate is 1200 bps

•Sync channel has a frame duration of 26 2/3 ms

–Frame duration matches the period of repetition of the PN Short Sequences

–Simplifies the acquisition of the Sync Channel once the Pilot Channel has been acquired

•Mobile Station re-synchronizes at the end of every call

•Used to provide essential system parameters

•Used during system acquisition stage

•Bit rate is 1200 bps

•Sync channel has a frame duration of 26 2/3 ms

–Frame duration matches the period of repetition of the PN Short Sequences

–Simplifies the acquisition of the Sync Channel once the Pilot Channel has been acquired

•Mobile Station re-synchronizes at the end of every call

Page 36: CDMA  Theory

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Paging Channels

Paging Channel

Used by the base station to transmit system overhead informationand mobile station-specific messages.

Used by the base station to transmit system overhead informationand mobile station-specific messages.

•There is one paging channel per sector per CDMA carrier

•The Paging Channel uses Walsh function 1

•Two rates are supported: 9600 and 4800 bps

•There is one paging channel per sector per CDMA carrier

•The Paging Channel uses Walsh function 1

•Two rates are supported: 9600 and 4800 bps

Page 37: CDMA  Theory

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CDMA Forward Traffic Channels

Forward Traffic Channel

Forward Traffic Channel

Sync

Paging

Forward Traffic Channel

Forward Traffic Channel

Pilot

CDMA Cell Site

•Used for the transmission of user and signaling information to a specific mobile station during a call.

•Maximum number of traffic channels: 64 minus one Pilot channel, one Sync channel, and 1 Paging channel.

–This leaves each CDMA frequency with at least 55 traffic channels.

–Unused paging channels can provide up to 6 additional channels.

•Used for the transmission of user and signaling information to a specific mobile station during a call.

•Maximum number of traffic channels: 64 minus one Pilot channel, one Sync channel, and 1 Paging channel.

–This leaves each CDMA frequency with at least 55 traffic channels.

–Unused paging channels can provide up to 6 additional channels.

Page 38: CDMA  Theory

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Quadrature Phase Shift Key (QPSK) Modulation

• The forward traffic channel is combined with two different PN sequences: “I” and “Q”

• Baseband filtering ensures the waveforms are contained within the 1.25 MHz frequency range

• The final step is to convert the two baseband signals to radio frequency (RF) in the 800 MHz or 1900 MHz range

ConvolutionalEncoding

Code SymbolRepetition

VocoderProcessing

Baseband Traffic to RF Section

PCM Voice

BlockInterleaving

Data Scrambling

Power ControlSubchannelOrthogonalSpreadingQuadratureSpreadingBasebandFiltering

(SymbolPuncturing)

Walsh Function

1.2288Mcps

19.2 kspsfrom PowerControl Mux

I-Channel Pilot PN Sequence1.2288 Mcps

BasebandFilter

BasebandFilter

I

Q

I

Q

Q-Channel Pilot PN Sequence1.2288 Mcps

cos(2fct)

sin(2fct)

GAIN

Page 39: CDMA  Theory

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Main Content

The Forward channels in IS-95

The Reverse channels in IS-95

New Channels in CDMA20001X

Page 40: CDMA  Theory

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Reverse Access Channels

4800 bps

•Used by the mobile station to:

–Initiate communication with the base station

–Respond to Paging Channel messages

•Has a fixed data rate of 4800 bps

•Each Access Channel is associated with only one Paging Channel

•Up to 32 access channels (0-31) are supported per Paging Channel

•Used by the mobile station to:

–Initiate communication with the base station

–Respond to Paging Channel messages

•Has a fixed data rate of 4800 bps

•Each Access Channel is associated with only one Paging Channel

•Up to 32 access channels (0-31) are supported per Paging Channel

Page 41: CDMA  Theory

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CDMA Reverse Traffic Channels

Reverse Traffic Channel

•Used when a call is in progress to send:

–Voice traffic from the subscriber

–Response to commands/queries from the base station

–Requests to the base station

•Supports variable data rate operation for:

–8 Kbps vocoder

•Rate Set 1 - 9600, 4800, 2400 and 1200 bps

–13 Kbps vocoder

•Rate Set 2 - 14400, 7200, 3600, 1800 bps

•Used when a call is in progress to send:

–Voice traffic from the subscriber

–Response to commands/queries from the base station

–Requests to the base station

•Supports variable data rate operation for:

–8 Kbps vocoder

•Rate Set 1 - 9600, 4800, 2400 and 1200 bps

–13 Kbps vocoder

•Rate Set 2 - 14400, 7200, 3600, 1800 bps

Page 42: CDMA  Theory

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Main Content

The forward channels in IS-95

The reverse channels in IS-95

New Channels in CDMA20001X

Page 43: CDMA  Theory

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CDMA2000-1X New Features

• High speed 153.6 kbps packet data capabilities;

• Increased mobile standby battery life;

• Total backward compatibility to reuse switch and call processing features;

• Voice capacity 1.5—2times larger than IS-95

• High speed 153.6 kbps packet data capabilities;

• Increased mobile standby battery life;

• Total backward compatibility to reuse switch and call processing features;

• Voice capacity 1.5—2times larger than IS-95

CDMA2000 1x RF Capacity

Page 44: CDMA  Theory

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CDMA20001X New Technology

• Forward link– Fast power control

• IS-95, 50Hz;IS-2000, 800Hz;– Transmitting diversity

• Release A OTD( orthogonal transmit diversity) ;– Use variable length Walsh code, support multiple code channels for one user,

adopt turbo code for error correction modulation。• Reverse link

– Support pilot channel, help BTS demodulate MS;– Walsh code is used to distinguish code channels,not orthogonal modulation;– support multiple code channels for one user, adopt turbo code for error corre

ction modulation。

• Forward link– Fast power control

• IS-95, 50Hz;IS-2000, 800Hz;– Transmitting diversity

• Release A OTD( orthogonal transmit diversity) ;– Use variable length Walsh code, support multiple code channels for one user,

adopt turbo code for error correction modulation。• Reverse link

– Support pilot channel, help BTS demodulate MS;– Walsh code is used to distinguish code channels,not orthogonal modulation;– support multiple code channels for one user, adopt turbo code for error corre

ction modulation。

CDMA2000 1x = 1.25 MHz Radio Transmission Technology

Page 45: CDMA  Theory

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1x New Channels in Commercial Network

• IS-95B built on the IS-95A channels, and introduced two new channels– Fundamental channel was the same as IS-9A traffic channel– Supplemental code channels assigned to support rates above 14.4Kbps

• IS-2000 1xRTT continue to build on the IS-95 channels– IS-95 channels continue to be supported in IS-2000 to support IS-95

mobiles

Pilot channel Sync channel Paging channel Access channelForward Traffic Channel Reverse Traffic Channel

Fundamental channel Fundamental channelSupplemental Code channel (F-SCCH) Supplemental Code channel (R-SCCH)

Supplemental channel (F-SCH) Supplemental channel (R-SCH)Quick Paging channel (F-QPCH) Reverse Pilot channel (R-PICH)

IS-95B

1xRTT

IS-95A

Forward Reverse

Page 46: CDMA  Theory

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Forward SupplementalChannel (F-SCH)

SCH-1 File transfer at 153.6 kbps

FCH Voice, power control and link continuity

Mobile 1

•Assigned for high-speed packet data (>9.6 kbps) in the forward direction; (FCH is always assigned to each call)

•Up to 2 F-SCH can be assigned to a single mobile

–SCH cannot exist without having a fundamental channel established

•F-SCH supports Walsh code lengths of 4 - 1024 depending on data rate and chip rate(in RC3, only use 4-128 chips)

•Assigned for high-speed packet data (>9.6 kbps) in the forward direction; (FCH is always assigned to each call)

•Up to 2 F-SCH can be assigned to a single mobile

–SCH cannot exist without having a fundamental channel established

•F-SCH supports Walsh code lengths of 4 - 1024 depending on data rate and chip rate(in RC3, only use 4-128 chips)

Page 47: CDMA  Theory

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Reverse Pilot Channel (R-PICH)

• Mobile transmits well-known pattern (pilot)

• Allows base station to do timing corrections without having to guess where mobile is (in search window)

• Mobile can transmit at lower power, reducing interference to others

• Mobile transmits well-known pattern (pilot)

• Allows base station to do timing corrections without having to guess where mobile is (in search window)

• Mobile can transmit at lower power, reducing interference to others

Page 48: CDMA  Theory

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Reverse Supplemental Channel (R-SCH)

• Used for high-speed packet data (>9.6 kbps)

• Difference between F-SCH and R-SCH is in Walsh code based spreading

–F-SCH supports Walsh code lengths of 4 to 128 (1xRTT) or 1024 (3xRTT) depending on data rate and chip rate

•Walsh code allocation sequence is pre-determined and common to all mobiles

•Users are differentiated using long PN code with user mask

• Used for high-speed packet data (>9.6 kbps)

• Difference between F-SCH and R-SCH is in Walsh code based spreading

–F-SCH supports Walsh code lengths of 4 to 128 (1xRTT) or 1024 (3xRTT) depending on data rate and chip rate

•Walsh code allocation sequence is pre-determined and common to all mobiles

•Users are differentiated using long PN code with user mask

Page 49: CDMA  Theory

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