2014
DOI: 10.1109/tla.2014.6749549
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Execution Times Reconstruction in a LTI System Real-time Simulation

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Cited by 4 publications
(3 citation statements)
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“…The mathematical models that represent the dynamics of the execution time τ c,k are considered fixed [10] or as the worst case of execution times, WCET [11]. However, after conducting a study of the local and global convergence of τ c,k in [16], it was concluded that it can be considered a stochastic system with correlated disturbances, and due to this, it is possible to use an auto-regressive moving average model ARMA (1,1) for the mathematical representation of the execution times τ c,k . The system parameters can be obtained by using a digital filter based on the the Instrumental Variable Method IVM [16,18,19] and fuzzy filtering [17,20,21].…”
Section: Model For Reconstruction Of the Communication Times In A Tel...mentioning
confidence: 99%
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“…The mathematical models that represent the dynamics of the execution time τ c,k are considered fixed [10] or as the worst case of execution times, WCET [11]. However, after conducting a study of the local and global convergence of τ c,k in [16], it was concluded that it can be considered a stochastic system with correlated disturbances, and due to this, it is possible to use an auto-regressive moving average model ARMA (1,1) for the mathematical representation of the execution times τ c,k . The system parameters can be obtained by using a digital filter based on the the Instrumental Variable Method IVM [16,18,19] and fuzzy filtering [17,20,21].…”
Section: Model For Reconstruction Of the Communication Times In A Tel...mentioning
confidence: 99%
“…The second task was used to program and execute a real-time timer. The third task provided a menu where the proportional control scheme designed for the SISO system, denoted by (16), was chosen, assigning a value of Kp = 0.6, which was tuned by means of the Ziegler-Nichols method from the open loop curve. The block diagram was constructed with its controller in a closed loop (See Figure 5) to observe its behavior and verify that with this gain it has a quick response, maintaining a value of y k = 6.…”
Section: Client a Of The Telecontrol Systemmentioning
confidence: 99%
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