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Patient safety leaders have called for increasing involvement of HFE in helping to characterise system factors that contribute to patient safety and to inform system design interventions. 3 73 74 This paper has described examples of HFE contributions to specific patient safety problems.
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Power-law distributions are wild distributions that seem to characterise systems with very non-linear dynamics, or with stochastic multiplicative amplification effects (Sornette, 2006).
Importantly, what a well characterised system offers is confidence in the exposure set-up and experimental conditions that such testing requires.
The next section details the methods applied in developing a model that characterises system economics, logistical flows and economies of scale in processing.
An example of an experimentally characterised system showing such complexity is the CbbRRS phosphorelay of Rhodopseudomonas palustris, which comprises a TR hybrid kinase (CbbSR), a PR protein (CbbRR1) and a further RR (CbbRR2) [ 46].
At low concentrations of surfactants, the radius of gyration characterising systems study starts to rise at a slow pace.
This observation demonstrates the feasibility of observing lipids whilst bound to non-annular binding sites in other, potentially less well characterised systems, providing an alternative biophysical technique to study how lipids and other lipophilic molecules may interact with these sites and the role this plays in regulating the function of integral membrane proteins.
This strongly suggests that predicted TFBSs are a highly suitable feature for inclusion in integrated operon prediction strategies, not only in well characterised systems but also in other poorly-annotated but sequenced prokaryotes, where good quality TFBS predictions can be obtained ab initio with the protocol described here.
Recurrence is a fundamental property of dynamical systems, which can be exploited to characterise the system's behaviour in phase space.
Insight has also been shed onto the measurements of the parameters that characterise the system performance under steady heat input.
Thus, empirical relationships between the mass transfer coefficients and the gas and liquid velocities are proposed to characterise the system.
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