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Study of the Behavior of Electrolytes (Ionophores) Limiting Molar Conductivities of Electrolytes and Individual Ions; Ionic Association Constants; Formation Constants of Triple Ions As mentioned in Section 7.1, if we determine the molar conductivity of an electrolyte as a function of its concentration and analyze the data, we can get the value of limiting molar conductivity KI and quantitative information about ion association and triple-ion formation. If we determine the limiting molar conductivity of an ion kI by one of the methods described in Section 7.2, we can determine i the radius of the solvated ion and calculate the solvation number. It is also possible to judge the applicability of Walden s rule to the ion under study. These are the most basic applications of conductimetry in non-aqueous systems and many studies have been carried out on these problems [1 7]. Various theories have been proposed for analyzing the data of the K c relation, by taking into account both the long-range and the short-range interactions between ions (Section 7.1.1). All of them give approximately the same KI values. Moreover, they give approximately the same values of ion association constant (KA), as far as the KA values are large enough. However, it is necessary to use a single theory in order to compare the resulting data of K and KA for a series of electrolytes. For practical information on how to analyze conductivity data, the report by Kay et al. [33], dealing with the conductivity of alkali metal salts in acetonitrile, is useful. Some reports compare the results of various theories [34]. For methods of studying triple-ion formation, some reviews and original papers are available [18, 35].

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3.6.5. Algorithms for navigation of autonomous robots using WSNs The navigation of autonomous robots has been studied from a centralized approach: the autonomous vehicle has different sensors (GPS, compass, ultrasonics, etc.) and can localize itself and follow a path using the information provided by those sensors. However, the use of sensor networks by robots opens a new research area which considers the navigation of autonomous robots using distributed information. In this way, navigation is possible even without the robot carrying any sensors, exclusively relying on communication with the WSN. 3.6.5.1. Potential eld guiding algorithm A moving object, such as a robot or a person with a suitable interface, is guided across the network along a safe path, away from the type of danger that can be detected

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Figure 6.3 shows the upper aspect of a cervical vertebra, noting the bony spinal canal, lined by dura, in which the spinal cord lies. Four points are important from the clinical point of view: some individuals have wide spinal canals, some have narrow spinal canals. People with constitutionally narrow canals are more vulnerable to cord compression by any mass lesion within the canal; the vulnerability of the spinal nerve, in or near the intervertebral foramen, (i) to the presence of a posterolateral intervertebral disc protrusion and (ii) to osteoarthritic enlargement of the intervertebral facet joint; the vulnerability of the spinal cord, in the spinal canal, to a large posterior intervertebral disc protrusion; below the rst lumbar vertebra a constitutionally narrow canal will predispose to cauda equina compression (see Fig. 6.1).

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