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Conductive-system response

Although dielectric response data often leads to temperature-independent y/ s (so that the time-temperature or liequency-tanperature superposition law holds), this is by no means always the case (Jonscher [1983]). Further, conductive-system response, as in ionic hopping conductors, often leads to appreciable temperature dependence of yf. Surprisingly, y/s and y/z temperature responses, when apparent, are usually found to be quite different, with y/ increasing with increasing temperature and y/z decreasing. [Pg.123]

For the detection of slow-acting biological agents (which may not produce symptoms for several days), the system response time would depend on the frequency of sampling and analysis. The frequency of sampling and analysis would be determined by factors such as the cost of the assay, the frequency with which critical reagents need to be replaced, the robustness of the detector, and so on. The minimum response time would be determined by the time required to collect a sample, prepare it for analysis, conduct the assay, and report the results. In the event of an alarm from a detector with a significant false-alarm rate, additional time would be required to determine its validity and to decide on an appropriate response. [Pg.16]

Auditors should select the audit method most appropriate for their intended audit purpose. Initial quality system audits or regularly scheduled audits are likely candidates for the top-down approach, while audits conducted as part of a root cause analysis, for example, may best employ a bottom-up approach. The FDA employs a similar approach to inspections. Regular scheduled biennial inspections are more likely to employ a top-down methodology. For cause inspections conducted in response to a specific product issue such as a recall are more likely to employ a bottom-up approach. FDA investigators may employ a combination approach during biennial inspections if investigators are aware of specific quality problems that they wish to include in the inspection. [Pg.219]

Octreotide increases systemic vascular resistance, and bradycardia may be a baroreceptor-induced response. Octreotide also has direct effects on the heart, the main effects being reduced heart rate, reduced myocardial contractility, and slowing of the propagation velocity along the cardiac conduction system. [Pg.503]

The research subject in the given problem is the process of cementation based on squeezing out mercury from salt-acidic solution by means of a less useful metal, such as aluminum. A study of kinetics of the given chemical reaction shows that this process may be effectively conducted in a continuous chemical reactor. Process efficiency is measured by mercury concentration in the solution after refinement. This is simultaneously the system response as it may be measured quite accurately and quantitatively. These three factors influence the cementation process significantly Xi-temperature of solution, °C X2-solution flow rate in reactor, ml/1 and X3-quantity of aluminum g. The factor space is defined by these intervals 50[Pg.341]

The initial condition for N is prepared by instantaneous excitation, after which the annihilation rate constant k/(t) decreases with time, approaching its stationary (Markovian) value kt as t —> oo. The non-Markovian generalization of another equation, (3.761), became possible only in the framework of the unified theory, where it takes the integral form. Unfortunately, the system response to the light pulses of finite duration or permanent illumination remains a problem for either UT or DET. The convolution recipes such as (3.5) or (3.437) are inapplicable to annihilation, which is bilinear in N. Therefore we will start from IET, which is solely capable of consistent consideration of stationary absorbtion and conductivity [199]. Then we will turn to UT and the Markovian theories applied to the relaxation of the instantaneously excited system described in Ref. 275. [Pg.386]

J. R. Macdonald, "Generalizations of Universal Dielectric Response and a General Distribution-of-Activation-Energies Model for Dielectric and Conducting Systems," Journal of Applied Physics, 58 (1985) 1971-1978. [Pg.508]

Not all cells in the cardiac conduction system rely on sodium influx for initial depolarization. Some tissues depolarize in response to a slower inward ionic current caused by calcium influx. These calcium-dependent tissues are found primarily in the SA and AV nodes (both L- and T-channels) and possess distinct conduction properties in comparison with the sodium-dependent fibers. Calcium-dependent cells generally have a less negative RMP (-40 to -60 mV) and a slower conduction velocity. Furthermore, in calcium-dependent tissues, recovery of excitability outlasts full repolarization, whereas in sodium-dependent tissues, recovery is prompt after repolarization. These two types of electrical fibers also differ dramatically in how drugs modify their conduction properties (see below). [Pg.323]

We can ask — why do we need the complex s-plane at all if we are going to use s = jco anyway at the end The answer to that is — we don t always. For example, at some later stage we may want to compute the exact response of the power supply to a specific disturbance (like a step change in line or load). Then we would need the s-plane and the Laplace transform. So, even though more often we end up just doing steady state analysis, by having already characterized the system in the framework of s, we retain the option to be able to conduct a more elaborate analysis of the system response to a more general stimulus if required. [Pg.262]

Recovery describes the ability of an analytical system response to quantitate an amount of analyte that has been spiked into sample matrix. It is usually conducted using several samples or pools and the spiked material may be either calibrator, QC, or another source of the biomarker to be measured. [Pg.178]

Factors contributing to choice of therapy include not only symptoms but also the type and extent of structural heart disease, the QT interval prior to drug therapy, the coexistence of conduction system disease, and the presence of noncardiac diseases. In the rare patient with the WPW syndrome and atrial fibrillation, the ventricular response can be extremely rapid and can be accelerated paradoxically by AV nodal blocking drugs such as digitalis or Ca channel blockers deaths owing to drug therapy have been reported. [Pg.591]

Note. HCI = human-computer interaction SCR = skin conductance response SRL = skin resistance level SRR = skin resistance response SRT = system response time NS.SCR = nonspecific skin conductance response. [Pg.16]


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See also in sourсe #XX -- [ Pg.266 ]




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Conducting System

Conduction system

Responsibilities Systems

Responsive systems

System response

System responsiveness

Systemic response

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