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Reproducibility intermediate

The values quoted in Table 4.3 refer to the spread of results expected when a given sample is analysed in a number of separate laboratories. For repeat analyses carried out by one operator in a single laboratory, the coefficient of variation (%CV) would typically be one half to two thirds of the values shown in Table 4.3. For within-laboratory reproducibility (intermediate precision), the %CV should not be greater than the reproducibility %CV for the given concentration in Table 4.3. [Pg.64]

Within-laboratory reproducibility/intermediate precision Precision under conditions where independent test results are obtained with the same method on identical test items in the same laboratory by different operators using different equipment on different days. [Pg.281]

Precision components are defined at three levels reproducibility, intermediate precision, and repeatability. Reproducibility is the variability of the method between laboratories or facilities. However, as a laboratory is not randomly selected from a large population of facilities, laboratory is a fixed effect. Consequently, the assessment of reproducibility is a question of comparing the average results between laboratories. Additionally, the variation observed within laboratory should be compared to ensure that laboratory does not have an effect either on the average result of the method or on the variability of the method. To assess reproducibility, conduct the same set of validation experiments within each laboratory and compare both the accuracy results and the precision results. If the differences are meaningful, analysis of variance (ANOVA) tests can be conducted to determine whether there is a statistically significant laboratory effect on the mean or on the variance of the method. For simplicity, the validation discussed within this chapter will not consider reproducibility and only one laboratory is considered. [Pg.16]

BSA. The dependence on temperature is so strong that the timescale is logarithmic. The early phase is linear and very reproducible. Intermediate aggregation is well described by a growing exponential. [Pg.296]

Figure 14.5 Distillation column with intermediate condenser. The profile can be designed to fit the background process. (From Smith and Linnhoff, Trans. IChemE, ChERD, 66 195, 1988 reproduced by permission of the Institution of Chemical Engineers.)... Figure 14.5 Distillation column with intermediate condenser. The profile can be designed to fit the background process. (From Smith and Linnhoff, Trans. IChemE, ChERD, 66 195, 1988 reproduced by permission of the Institution of Chemical Engineers.)...
It is possible to go beyond the SASA/PB approximation and develop better approximations to current implicit solvent representations with sophisticated statistical mechanical models based on distribution functions or integral equations (see Section V.A). An alternative intermediate approach consists in including a small number of explicit solvent molecules near the solute while the influence of the remain bulk solvent molecules is taken into account implicitly (see Section V.B). On the other hand, in some cases it is necessary to use a treatment that is markedly simpler than SASA/PB to carry out extensive conformational searches. In such situations, it possible to use empirical models that describe the entire solvation free energy on the basis of the SASA (see Section V.C). An even simpler class of approximations consists in using infonnation-based potentials constructed to mimic and reproduce the statistical trends observed in macromolecular structures (see Section V.D). Although the microscopic basis of these approximations is not yet formally linked to a statistical mechanical formulation of implicit solvent, full SASA models and empirical information-based potentials may be very effective for particular problems. [Pg.148]

Having demonstrated that our simulation reproduces the neutron data reasonably well, we may critically evaluate the models used to interpret the data. For the models to be analytically tractable, it is generally assumed that the center-of-mass and internal motions are decoupled so that the total intermediate scattering function can be written as a product of the expression for the center-of-mass motion and that for the internal motions. We have confirmed the validity of the decoupling assumption over a wide range of Q (data not shown). In the next two sections we take a closer look at our simulation to see to what extent the dynamics is consistent with models used to describe the dynamics. We discuss the motion of the center of mass in the next section and the internal dynamics of the hydrocarbon chains in Section IV.F. [Pg.485]

Fig. 5.5. Potential energy diagrams for substitution mechanisms. A is the S l mechanism. B is the Sjy2 mechanism with intermediate ion-pair or pentacooidi-nate species. C is the classical S).(2 mechanism. [Reproduced from T. W. Bentley and P. v. R. Schleyer, Adv. Fig. 5.5. Potential energy diagrams for substitution mechanisms. A is the S l mechanism. B is the Sjy2 mechanism with intermediate ion-pair or pentacooidi-nate species. C is the classical S).(2 mechanism. [Reproduced from T. W. Bentley and P. v. R. Schleyer, Adv.
Atoms and free radicals are highly reactive intermediates in the reaction mechanism and therefore play active roles. They are highly reactive because of their incomplete electron shells and are often able to react with stable molecules at ordinary temperatures. They produce new atoms and radicals that result in other reactions. As a consequence of their high reactivity, atoms and free radicals are present in reaction systems only at very low concentrations. They are often involved in reactions known as chain reactions. The reaction mechanisms involving the conversion of reactants to products can be a sequence of elementary steps. The intermediate steps disappear and only stable product molecules remain once these sequences are completed. These types of reactions are refeiTcd to as open sequence reactions because an active center is not reproduced in any other step of the sequence. There are no closed reaction cycles where a product of one elementary reaction is fed back to react with another species. Reversible reactions of the type A -i- B C -i- D are known as open sequence mechanisms. The chain reactions are classified as a closed sequence in which an active center is reproduced so that a cyclic reaction pattern is set up. In chain reaction mechanisms, one of the reaction intermediates is regenerated during one step of the reaction. This is then fed back to an earlier stage to react with other species so that a closed loop or... [Pg.16]

Toward the end of the 19 century both Pomeranz and Fritsch independently reported the preparation of isoquinolines by the reaction of aminoacetaldehyde dimethyl acetal 2 (R = Me) with aromatic aldehydes 1 followed by cyclisation in acidic media. " Unfortunately yields were often poor and not always reproducible. This has prompted the search for various improvements and modifications on the original theme, including the use of reagents other than strong mineral acid which tends to destroy the intermediate imine. ... [Pg.480]

In the first version with a mobile phase of constant composition and with single developments of the bilayer in both dimensions, a 2-D TLC separation might be achieved which is the opposite of classical 2-D TLC on the same monolayer stationary phase with two mobile phases of different composition. Unfortunately, the use of RP-18 and silica as the bilayer is rather complicated, because the solvent used in the first development modifies the stationary phase, and unless it can be easily and quantitatively removed during the intermediate drying step or, alternatively, the modification can be performed reproducibly, this can result in inadequate reproducibility of the separation system from sample to sample. It is therefore suggested instead that two single plates be used. After the reversed-phase (RP) separation and drying of the plate, the second, normal-phase, plate can be coupled to the first (see Section 8.10 below). [Pg.177]

This procedure offers a reproducible method for the preparation of 2-phenyl-5-oxazolone, which is not commercially available It illustrates that strict attention to detail often smooths out an erratic procedure 2-Phenyl-5-oxazolone is, of course, an important intermediate in the synthesis of a-amino acids and related materials6... [Pg.103]

This procedure for the synthesis of ethyl 3-nitroacrylate is essentially that of Stevens and Emmons.2 Four major changes have been introduced by the submitters rapid introduction of dinitrogen tetroxide no purification of the intermediate nitro iodo ester use of dry, finely powdered sodium acetate for elimination of hydroiodic acid and percolation of the final product through a mat of alumina. With these modifications, the preparation is reproducible and highly efficient (80-90% overall). [Pg.67]

The formation of high molecular products during the cationic polymerization depends on whether the propagation reaction, consisting of the interaction of the cationic chain end as a reactive intermediate with the monomer, reproduces the reactive intermediate (see Eq. (1)). For this reason the monomer functions as the agent and as the substrate when in the form of the cation. This means, however, the interaction between the monomer and the cationic chain end is a function of the monomer structure itself when all other conditiones remain the same. [Pg.195]

The precision of an analytical procedure expresses the closeness of agreement (degree of scatter) between a series of measurements obtained from multiple sampling of the same homogeneous sample under the prescribed conditions. Precision may be considered at three levels repeatability (within run) intermediate precision (over time) and reproducibility (inter-laboratory). [Pg.230]

In cases where reproducibility has been performed, intermediate precision is not needed. [Pg.231]

Figure 5. Potential-energy diagram including zero-point energy for the HCC0 + 02 reaction. Energies of reactants and products ignore differences between and Intermediates species are denoted by Roman numerals, saddle points by Arabic numerals, and reactions paths are labeled A-F. Reproduced from [47] by permission of the PCCP Owner Societies. Figure 5. Potential-energy diagram including zero-point energy for the HCC0 + 02 reaction. Energies of reactants and products ignore differences between and Intermediates species are denoted by Roman numerals, saddle points by Arabic numerals, and reactions paths are labeled A-F. Reproduced from [47] by permission of the PCCP Owner Societies.
Fig. 4.13 Electrodeposition of Cd nanoparticles on the graphite surface is followed by electrochemical oxidation and conversion of the oxidized intermediate to CdS or core-shell sulfur-CdS particles. (Reproduced from [125])... Fig. 4.13 Electrodeposition of Cd nanoparticles on the graphite surface is followed by electrochemical oxidation and conversion of the oxidized intermediate to CdS or core-shell sulfur-CdS particles. (Reproduced from [125])...
Figure 2.31 Characteristic temperature profiles in a counter-current micro heat exchanger for a very low (left), intermediate (middle) and very high (right) thermal conductivity of the wall material and equal volume flows inside the two channels, reproduced from [125],... Figure 2.31 Characteristic temperature profiles in a counter-current micro heat exchanger for a very low (left), intermediate (middle) and very high (right) thermal conductivity of the wall material and equal volume flows inside the two channels, reproduced from [125],...

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See also in sourсe #XX -- [ Pg.146 , Pg.252 , Pg.255 ]




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