Stochastical Real Time Finite State Machine LPC for Planar Manipulator Control System Model estimation

Francesco Maria Raimondi, Maurizio Melluso

Risultato della ricerca: Other

Abstract

This paper presents a new stochastical real-time LPC (Last Principal Component) algorithm to estimate single-input-single-output (SISO) and multiple-input-multiple-output (MIMO) varying time models from input output data clusters of non stationary black boxes. Each of data clusters is on a time window. An application to estimate the control system model of a planar manipulator is developed. In fact many mathematical models of physical systems are non stationary such as industrial manipulator model. A real time estimation algorithm via stochastical LPC algorithm and an appraiser called "finite state machine" is then described For every data cluster the finite state machine updates the parameters of a Gaussian varying time model via an optimality design criterion that maximises the Likelihood function. The estimated steady-state parameters are constant values. By applying to two links planar manipulator, numerical tests of simulation in Matlab 6.5 demonstrate the effectiveness of this algorithm.
Lingua originaleEnglish
Pagine127-132
Numero di pagine6
Stato di pubblicazionePublished - 2005

Fingerprint

Finite automata
Manipulators
Control systems
Industrial manipulators
Mathematical models

Cita questo

@conference{f9fb66b6216a43fe9674b159a42bc368,
title = "Stochastical Real Time Finite State Machine LPC for Planar Manipulator Control System Model estimation",
abstract = "This paper presents a new stochastical real-time LPC (Last Principal Component) algorithm to estimate single-input-single-output (SISO) and multiple-input-multiple-output (MIMO) varying time models from input output data clusters of non stationary black boxes. Each of data clusters is on a time window. An application to estimate the control system model of a planar manipulator is developed. In fact many mathematical models of physical systems are non stationary such as industrial manipulator model. A real time estimation algorithm via stochastical LPC algorithm and an appraiser called {"}finite state machine{"} is then described For every data cluster the finite state machine updates the parameters of a Gaussian varying time model via an optimality design criterion that maximises the Likelihood function. The estimated steady-state parameters are constant values. By applying to two links planar manipulator, numerical tests of simulation in Matlab 6.5 demonstrate the effectiveness of this algorithm.",
keywords = "LPC, digital filters, estimation, finite state machine, manipulator control, maximum likelihood",
author = "Raimondi, {Francesco Maria} and Maurizio Melluso",
year = "2005",
language = "English",
pages = "127--132",

}

TY - CONF

T1 - Stochastical Real Time Finite State Machine LPC for Planar Manipulator Control System Model estimation

AU - Raimondi, Francesco Maria

AU - Melluso, Maurizio

PY - 2005

Y1 - 2005

N2 - This paper presents a new stochastical real-time LPC (Last Principal Component) algorithm to estimate single-input-single-output (SISO) and multiple-input-multiple-output (MIMO) varying time models from input output data clusters of non stationary black boxes. Each of data clusters is on a time window. An application to estimate the control system model of a planar manipulator is developed. In fact many mathematical models of physical systems are non stationary such as industrial manipulator model. A real time estimation algorithm via stochastical LPC algorithm and an appraiser called "finite state machine" is then described For every data cluster the finite state machine updates the parameters of a Gaussian varying time model via an optimality design criterion that maximises the Likelihood function. The estimated steady-state parameters are constant values. By applying to two links planar manipulator, numerical tests of simulation in Matlab 6.5 demonstrate the effectiveness of this algorithm.

AB - This paper presents a new stochastical real-time LPC (Last Principal Component) algorithm to estimate single-input-single-output (SISO) and multiple-input-multiple-output (MIMO) varying time models from input output data clusters of non stationary black boxes. Each of data clusters is on a time window. An application to estimate the control system model of a planar manipulator is developed. In fact many mathematical models of physical systems are non stationary such as industrial manipulator model. A real time estimation algorithm via stochastical LPC algorithm and an appraiser called "finite state machine" is then described For every data cluster the finite state machine updates the parameters of a Gaussian varying time model via an optimality design criterion that maximises the Likelihood function. The estimated steady-state parameters are constant values. By applying to two links planar manipulator, numerical tests of simulation in Matlab 6.5 demonstrate the effectiveness of this algorithm.

KW - LPC

KW - digital filters

KW - estimation

KW - finite state machine

KW - manipulator control

KW - maximum likelihood

UR - http://hdl.handle.net/10447/27794

M3 - Other

SP - 127

EP - 132

ER -