Sigma-point Kalman filter (S-PKF) has shown promising performances when parameter identification and state tracking are simultaneously pursued in damaging structures. Unlike the extended Kalman Filter, the S-PKF continuously improves the outcomes (i.e. the estimates of state and model parameters) by averaging the responses of a set of independent sigma-points, which evolve in time according to the actual system dynamics. Being N the dimension of the state vector, sigma-points to deal with amount to 2N+1. Even though the S-PKF technique can become computationally demanding, its formulation can be exploited in a parallel implementation. Focusing on a parallelization scheme within a shared-memory (OPEN-MP) architecture, in this work scalability issues are discussed concerning real-time monitoring of damaging, large-scale composite structures.
A parallel implementation of the sigma-point Kalman filter
EFTEKHAR AZAM, SAEED;GHISI, ALDO FRANCESCO;MARIANI, STEFANO
2010-01-01
Abstract
Sigma-point Kalman filter (S-PKF) has shown promising performances when parameter identification and state tracking are simultaneously pursued in damaging structures. Unlike the extended Kalman Filter, the S-PKF continuously improves the outcomes (i.e. the estimates of state and model parameters) by averaging the responses of a set of independent sigma-points, which evolve in time according to the actual system dynamics. Being N the dimension of the state vector, sigma-points to deal with amount to 2N+1. Even though the S-PKF technique can become computationally demanding, its formulation can be exploited in a parallel implementation. Focusing on a parallelization scheme within a shared-memory (OPEN-MP) architecture, in this work scalability issues are discussed concerning real-time monitoring of damaging, large-scale composite structures.File | Dimensione | Formato | |
---|---|---|---|
paper#643.pdf
Accesso riservato
:
Altro materiale allegato
Dimensione
2.93 MB
Formato
Adobe PDF
|
2.93 MB | Adobe PDF | Visualizza/Apri |
I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.