dcti duty cycle timing information a synchronous method for the clock recovery in the transport of...

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DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

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DCTI – the idea Let’s assume that both at the transmitter and at the receiver the signal dc and dc’ are available Let’s define  i the temporal distance between the i-th sample of dc and and the i-th sample of dc’. The 2 user clocks will be locked if  i =  i+1 for each i > i o. Our goal is to get a close forme expression involving just the variable dc, dc’ and  i. In this way we could control a VCXO (Voltage Controlled Quarz Oscillator) keeping  i constant.

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Page 1: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTIDuty Cycle Timing Information

A synchronous method for the clock recovery in the transport of Constant bit

rate services over ATM

Page 2: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI – the idea• Let’s consider the XOR (y) between the network clock divided by an integer D

(cd) and the user clock divided by an integer Ds (cds).

• The y signal is a sort of PWM and the modulating signal dc (y duty cycle) contains the information about the relation between the 2 clocks.

• The problem is how to extract such info, how to code it and how to use it at the receiver in order to recovery the user clock.

Page 3: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI – the idea

• Let’s assume that both at the transmitter and at the receiver the signal dc and dc’ are available

• Let’s define i the temporal distance between the i-th sample of dc and and the i-th sample of dc’.

• The 2 user clocks will be locked if i = i+1 for each i > io.

• Our goal is to get a close forme expression involving just the variable dc, dc’ and i. In this way we could control a VCXO (Voltage Controlled Quarz Oscillator) keeping i constant.

Page 4: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI – the idea Making a few computations we can easily obtain the following results:

So we can define a new function dcT at the transmitter and its homologous dcR at the receiver:

Page 5: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI – the idea• Let’s consider at the receiver the difference function dcT-dcR, which

has got the following mathematical expression:

• This function has got the following graphical rapresentation

As you can see it still depends from the parameter T

Page 6: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI – the idea• But if we finally consider the following function:

• This function has got the following graphical rapresentation

It is constant respect to T and this is the reason why it can be used for our controlling porpose as following:

fi = fi-1 + k (xi – xi-1)

Where fi is the output frequency of the VCXO related to the i-th DCTI sample received

Page 7: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

Control Variable

GeneratorOscillatorSystem

DCTIGenerator

DCTIGenerator

Receiver

DCTI – ImplementationNot considering the quantization process and a few other mathematical

considerations here following an high level overview of the system:

ATM Network

fs’fs

fn

Page 8: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI – DCTI Generator

This is the blocks shema of the DCTI Transmitter

Which implements the DCTI signal and samples it each N fs cycles:

Page 9: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI – Control Parameter GeneratorThis is the blocks shema of the Control Parameter generator

Page 10: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

This is the blocks schema of the Oscillator System

The clipper has been introduced in order to avoid instability condition.

Note: The stability study of the system and others mathematical considerations are not matters of this persentation. For more detailed information please refer to my thesis (Un nuovo sistema di recupero del clock per segnali a bit rate costante in ambiente ATM, Università degli Studi di Palermo, DIE, Laureando Salvatore Valenza – Relatore Prof. Matteo Campanella, 1998) or contact me at [email protected]

DCTI – Oscillator System

Page 11: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI vs SRTS

Locking time

Long term oscillation

Page 12: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI vs SRTS

Long time average error

Frenquency variation during the locking time

Page 13: DCTI Duty Cycle Timing Information A synchronous method for the clock recovery in the transport of Constant bit rate services over ATM

DCTI – AdvantagesAdvantages with repect to the ITU raccomended method SRTS:

• The locking time is between the –50% and the –82% with respect to the SRTS one

• The Long term oscillation is between –25% and –55% with respect to the SRTS one

• The frequency variation is between – 99.4% and –99.8% with respect to the SRTS one

• The DCTI is almost unaffected by any cell loss because of the limited variations of the recovered frequency

• The overhead of the timing information is 25% less with respect to the SRTS one