journals2008.bib

@article{GawLakLor08,
  author = {P.J. Gawthrop and M.D. Lakie and I.D. Loram},
  title = {Predictive Feedback Control and {Fitts'} Law},
  journal = {Biological Cybernetics},
  year = 2008,
  volume = 98,
  number = 3,
  pages = {229-238},
  month = {March},
  note = {Published online: 5 January 2008},
  doi = {10.1007/s00422-007-0206-9},
  abstract = {
 Fitts' law is a well established empirical formula, known for
  encapsulating the ``speed-accuracy trade-off''. For discrete, manual
  movements from a starting location to a target, Fitts' law relates
  movement duration to the distance moved and target size. The
  widespread empirical success of the formula is suggestive of
  underlying principles of human movement control. There have been
  previous attempts to relate Fitts' law to engineering-type control
  hypotheses and it has been shown that the law is exactly consistent
  with the closed-loop step-response of a time-delayed, first-order
  system.  Assuming only the operation of closed-loop feedback, either
  continuous or intermittent, this paper asks whether such feedback
  should be predictive or not predictive to be consistent with Fitts
  law. Since Fitts' law is equivalent to a time delay separated from a
  first-order system, known control theory implies that the controller
  must be predictive. A predictive controller moves the time-delay
  outside the feedback loop such that the closed- loop response can be
  separated into a time delay and rational function whereas a non-
  predictive controller retains a state delay within feedback loop
  which is not consistent with Fitts' law. Using sufficient
  parameters, a high-order non-predictive controller could
  approximately reproduce Fitts' law. However, such high-order,
  ``non-parametric'' controllers are essentially empirical in nature,
  without physical meaning, and therefore are conceptually inferior to
  the predictive controller. It is a new insight that using
  closed-loop feedback, prediction is required to physically explain
  Fitts' law. The implication is that prediction is an inherent part of
  the ``speed-accuracy trade-off''.
}
}
@article{GawNeiGonWag08,
  author = {P.J. Gawthrop and S.A. Neild and A. Gonzalez-Buelga and D.J. Wagg},
  title = {Causality in real-time dynamic substructure testing},
  journal = {Mechatronics},
  year = 2010,
  volume = 19,
  number = 7,
  pages = {1105--1115},
  month = {October},
  note = {Available online 16 April 2008},
  abstract = { Causality, in the bond graph sense, is shown to provide
                  a conceptual framework for the design of real-time
                  dynamic substructure testing experiments. In
                  particular, known stability problems with
                  split-inertia substructured systems are
                  reinterpreted as causality issues within the new
                  conceptual framework.  As an example, causality
                  analysis is used to provide a practical solution to
                  a split-inertia substructuring problem and the
                  solution is experimentally verified.},
  doi = {10.1016/j.mechatronics.2008.02.005}
}

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