Further performance study of ARED algorithm based on the 2nd order difference equation

Xunli Fan; Jie Wang; Lin Guan; Li Gao; Xingang Wang

Further performance study of ARED algorithm based on the 2nd order difference equation

Xunli Fan, Jie Wang, Lin Guan, Li Gao, Xingang Wang

Research output: Contribution to journal › Article › peer-review

Abstract

As Proportional-Integral-Derivative (PID) controller provides almost the efficient method to enhance the performance and the stability, this paper further studies the 2^nd order difference equation in Adaptive Random Early Detection (2DE-ARED) algorithm [1] to verify the stability and performance comparing to PID approach. We have conducted the experiments based on the NS-2 simulator to examine 2DE-ARED against both ARED and PID controller. Simulation results show that 2DE-ARED is able to keep the instantaneous queue length more stable and it has better control capability both ARED and PID in terms of performance of both goodputs and loss rate than.

Original language	English
Pages (from-to)	4303-4310
Number of pages	8
Journal	Journal of Computational Information Systems
Volume	7
Issue number	12
Publication status	Published - Dec 2011

Keywords

2DE-ARED
2nd order difference equation
ARED
PID

ASJC Scopus subject areas

Computer Science Applications
Information Systems

Cite this

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title = "Further performance study of ARED algorithm based on the 2nd order difference equation",

abstract = "As Proportional-Integral-Derivative (PID) controller provides almost the efficient method to enhance the performance and the stability, this paper further studies the 2nd order difference equation in Adaptive Random Early Detection (2DE-ARED) algorithm [1] to verify the stability and performance comparing to PID approach. We have conducted the experiments based on the NS-2 simulator to examine 2DE-ARED against both ARED and PID controller. Simulation results show that 2DE-ARED is able to keep the instantaneous queue length more stable and it has better control capability both ARED and PID in terms of performance of both goodputs and loss rate than.",

keywords = "2DE-ARED, 2nd order difference equation, ARED, PID",

author = "Xunli Fan and Jie Wang and Lin Guan and Li Gao and Xingang Wang",

year = "2011",

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language = "English",

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journal = "Journal of Computational Information Systems",

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T1 - Further performance study of ARED algorithm based on the 2nd order difference equation

AU - Fan, Xunli

AU - Wang, Jie

AU - Guan, Lin

AU - Gao, Li

AU - Wang, Xingang

PY - 2011/12

Y1 - 2011/12

N2 - As Proportional-Integral-Derivative (PID) controller provides almost the efficient method to enhance the performance and the stability, this paper further studies the 2nd order difference equation in Adaptive Random Early Detection (2DE-ARED) algorithm [1] to verify the stability and performance comparing to PID approach. We have conducted the experiments based on the NS-2 simulator to examine 2DE-ARED against both ARED and PID controller. Simulation results show that 2DE-ARED is able to keep the instantaneous queue length more stable and it has better control capability both ARED and PID in terms of performance of both goodputs and loss rate than.

AB - As Proportional-Integral-Derivative (PID) controller provides almost the efficient method to enhance the performance and the stability, this paper further studies the 2nd order difference equation in Adaptive Random Early Detection (2DE-ARED) algorithm [1] to verify the stability and performance comparing to PID approach. We have conducted the experiments based on the NS-2 simulator to examine 2DE-ARED against both ARED and PID controller. Simulation results show that 2DE-ARED is able to keep the instantaneous queue length more stable and it has better control capability both ARED and PID in terms of performance of both goodputs and loss rate than.

KW - 2DE-ARED

KW - 2nd order difference equation

KW - ARED

KW - PID

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M3 - Article

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JO - Journal of Computational Information Systems

JF - Journal of Computational Information Systems

SN - 1553-9105

IS - 12

ER -

Further performance study of ARED algorithm based on the 2nd order difference equation

Abstract

Keywords

ASJC Scopus subject areas

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