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Reliability configuration parallel

Second detector confirmation is another compound confirmation technique. Two detectors with selectivity to different functional groups are connected in series to one column or in parallel to two columns. For example, two detectors, a UV/VIS detector and a fluorometer, connected in series to the HPLC column are used in the EPA Method 8310 for analysis of PAH compounds. If the second detector is connected to a second column of a dissimilar polarity, then the confirmation becomes even more reliable. An example of such a configuration is organophosphorus pesticides analysis the samples may be initially analyzed with an NPD, and then confirmed on a different column with an ECD or a FPD. [Pg.227]

Peptide aldehydes are important biochemical tools for specific and reversible inhibition of serine, cysteine, and aspartate proteases in-vitro and in-vivo. Whereas several methods for the preparation of peptide aldehydes have been described [26-28], their reliable parallel synthesis remained a tedious endeavor. Peptide aldehydes suffer from configurational lability in the a-carbonyl position and from high chemical reactivity. [Pg.284]

Fig. 9.15 Flow sheet and fault tree for a parallel configuration in the sense of reliability... Fig. 9.15 Flow sheet and fault tree for a parallel configuration in the sense of reliability...
Memory requirement for an unstmctured CFD code such as Fluent is approximately 1 GB RAM per IM cells. Nowadays, a total RAM of the order of 5-10 GB is standard for a single off-the-shelf PC configuration, making it possible in principle to fit the entire simulation into such a machine. However, to obtain practical turnover times, a parallel computer platform would be needed to solve virtual mannequin problems. In the form of Beowulf Linux clusters, such systems are quite inexpensive nowadays and can be bought virtually off-the-shelf. The development of a reliable, full-scale virtual matmequin seems a very realistic and feasible goal for the next few years. [Pg.257]

A very promising short-cut to reliable absolute configurations of certain complexes has been indicated by COREY and BAICAR (8). The basis for this is the fact originally found by THEILACKER(9) that the five-membered rings formed in ethylenediamine-metal complexes are not planar but twisted somewhat like cyclopentane. As pointed out (8) this means that in a tris(en) metal complex the C-C bond in each of the en molecules may occupy one of two positions, namely nearly parallel ("lei") to or obliquely slanted ("ob") with respect to the trigonal axis (there is, of course, strictly speaking a trigonal axis only if all of the three en molecules have the same conformation). [Pg.104]

One level below the flow network, the analyst must define the Reliability Block Diagrams. Reliability Block Diagrams (RBD) are similar to logic flow networks and describe the interdependency between equipment items. Two configurations are to be defined blocks in series or blocks in parallel. Equipment items in series are required to be operational at all times to keep the system available. Equipment items in parallel, also known... [Pg.449]

In a multilevel serial system after redundancy allocation, the reliability of the higher level units could be obtained from the reliability of all its child units including all replicas. In general, a given unit C/, in the multilevel system has Uj subunits, Uy, U, .. t/, , which must be connected either in series or in parallel. When x is the number of redundant units, there are npc sub-units in the level below C/,. A unit in the yth redundant unit of the m h sub-unit of U, is denoted U ,. Thus, the reliability of unit U for multilevel series and parallel configurations can be calculated using the following equations ... [Pg.788]

Section 2 deals with the basic terms and concepts used for the reliability assessment, and it defines the behaviour of individual actuation elements. In Section 3, the effect of series or parallel arrangement of elements on reliability is investigated. In Section 4, the special cases of series-in-parallel and parallel-in-series configuration is analysed for a simple 2x2 system. In Section 5, this concept is extended to configuration with multiple layers, and an exhaustive study of 4 x 4 systems is presented. The paper finishes with some conclusions in Section 6. [Pg.272]

An HRA contains elements in series and in parallel. Thus it is important to analyse the reliability resulting from multiple levels of aggregations. Assuming that the configuration is given, this section explains how to find the reliability distribution of the overall system by combining the operators defined above. [Pg.278]

For a parallel configuration (xP) of two identical subsystems x, the force increases (c/i+c/2)) and the travel is limited by the weaker subsystem (min cn,Ct2 )-As discussed in Section 3, the following two operators can be used to calculate the cumulative reliability distributions. [Pg.279]

Different configurations consist of several levels series and parallel connections are considered and modelled using multi-state systems. The results show that even with the same number of elements in the same two dimensional arrangement, the selection of the best suitable configuration (as determined by the lateral connections) has a significant influence on the reliability of the HRA. [Pg.281]


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Configuration parallel

Parallel Configuration in the Sense of Reliability

Reliability configuration

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