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Five Factors

With five factors we require a total of 2 = 32 runs. Accordingly there are a number of possibilities according to the size of block we have available. [Pg.135]

For splittmg into 2 blocks of 16 -we obviously choose to confound the highest order interaction, PQRST. To allocate the treatments into the two blocks, we can expand (p — 1) (q — 1) (r — 1) (s — 1) (t — 1) and place all treatments witih a + sign in one block and all those with a — sign in the other block. Alternatively, we get the same result by taking for one block all those treatments with an even number of letters in common with PQRST these are (1) (no letter in common), the ten treatments of the type pq, qr, pr, ps, etc., and the five treatments of the tj e pqrs, qrst, etc. [Pg.135]

For splitting into 4 blocks of 8, the best set of interactions to be selected for confounding is of the type [Pg.135]

The subsequent blocks are obtained by multiplying each of these treatments by p for the second block, s for the third block, and r for the fourth block. [Pg.135]

For splitting into 8 blocks of 4, the best we can do is to lose 2 first order nteractions. A typical set is [Pg.135]


Here is a challenge McMinn and co-workers investigated the effect of five factors for optimizing an H2-atmosphere flame ionization detector using a 2 factorial design. The factors and their levels were... [Pg.702]

Clinical Use. Vancomycin and teicoplanin as fomiulated dmgs are lyophilized powders to be reconstituted with sterile water for injection. Vancomycin hydrochloride [1404-93-9] is presented in vials of 500 mg that give 100—200 mL solution of pH 2.5—4.2. It is administered by slow (60 min) infusion at a dose of 500 mg every 6 h or 1 g every 12 h/d. The teicoplanin contains the five factors (87%) plus 13% of the pseudoaglycone T-A3-1. It is presented in vials containing 200 mg of lyophili ed power that after dissolution with 3 mL of solvent gives a solution at pH 7.5. The dose regimen is 200—800 mg/d by iv bolus adrninistration. [Pg.538]

The five factors mentioned above are discussed in detail in ref. [23] and we mention only briefly factors 2 through 4 here, and then discuss factor 5 at some length. [Pg.147]

When e alualing human elements in relation to occupational mishaps, five factors are taken into consideration. [Pg.182]

Five physical factors act on a fluid to affect its behavior. All of the physical actions of fluids in all systems are determined by the relationship of these five factors to each other. Summarizing, these five factors are ... [Pg.591]

For a hot water environment general guidance can be given for the desirable properties in good enamels. Five factors affecting enamel life are corrosiveness of contact liquor, design, operating conditions, life of sacrificial anode (if any) and the durability of the enamel coat. This implies that... [Pg.898]

The tree can be constructed in five steps and, correspondingly, the generating function of the structurally isomeric molecules can be built up from five factors (multiplication of the generating function in the case of independence cf. Sec. 17). [Pg.69]

Name five factors that would govern the choice of a polymer for a specific application. [Pg.38]

Nonell and Borrell6 also study the evolution of public drug expenditure between 1986 and 1997 and break down its growth into five factors demography, coverage, index of prices actually paid for the products financed, number of prescriptions per insured person, and the real cost per prescription calculated as a remainder. They conclude that the dynamics of the average cost per prescription is the main driving force behind expenditure (p. 123). [Pg.222]

This question, which freezes first, hot water or cold water, is a favorite of popular science magazines. This discussion is taken from the web site http //math.ucr.edu/home/baez/physics/General/hot water.html. Sir Francis Bacon, Descartes and even Aristotle are said to have remarked on it. There are five factors that can make the hot water freeze faster than expected. [Pg.215]

Widiger, T. A., Frances, A. J. (2002). Toward a dimensional model for the personality disorders. In P. T. Costa T. A. Widiger (Eds.), Personality disorders and the five-factor model of personality (pp. 23—44). Washington, DC American Psychological Association. [Pg.188]

In general, five factors can affect the rates of chemical reaction ... [Pg.188]

The five factors that can affect the rates of chemical reaction are the nature of the reactants, the temperature, the concentration of the reactants, the physical state of the reactants, and the presence of a catalyst. [Pg.210]

The chief objective of this section is to provide a perspective concerning the reliability of atmospheric-oxidant data. The expected performance of atmospheric-oxidant monitors is given in Table 6-7. To judge the reliability of measurements, information about the following five factors is required ... [Pg.273]

The potential consequence of an incident is a function of the following five factors ... [Pg.37]

An increase from 5 to 10 in the number of factors representing the original data results in a substantial reduction in the error. Because of the data pretreatment used, the spectral error cannot be directly compared to the experimental error determined from the data set. When five factors were used, two different lignite samples were flagged as possible outliers based on their spectral variances relative to the rest of the data set. With ten factors, one of the lignites was accommodated within the factor model (although ten factors may not have been required to accommodate it). With thirteen factors, both lignites were accommodated. [Pg.58]

The strategy used to design active and selective catalysts was based on the following five factors for regulation, (i) conformation of ligands coordinated to Rh atom (ii) orientation of a vacant site on Rh (iii) cavity with the template molecular shape for reaction space produced behind template removal (iv) architecture of the cavity wall and (v) micropore in inorganic polymer-matrix overlayers stabilizing the active species at the surface [46, 47, 71]. [Pg.393]

Five factors were optimized (not we optimized five factors ). [Pg.319]

In different areas of application (outside of catalytic kinetics too) different combinations of these five factors enter the picture. Table 18.1 shows what we normally encounter. [Pg.378]

Although here we introduce all the phenomena which affect the rate, the real world is never so exciting that we have to concern ourselves with all five factors at any one time. In fact, in the majority of situations with porous catalyst particles we only have to consider factors and . [Pg.379]

The data were analyzed first by factor analysis. Depending upon the number of variables included in the analysis, three to five factors were obtained which could be associated with emission sources or with meteorology. The source tracers V, Pb, Cu and... [Pg.217]

An alternative design would be to use a half-fraction of the design variables for each run of the chamber. Such a design, before randomization, is shown in Table 2.22. With this design the ABCDE five-factor interaction is confounded with the TxH whole-plot contrast. Under the assumption of negligible three-factor and higher-order interactions all main effects and two-factor interactions can be estimated as well as interactions between the design and the environmental variables. [Pg.70]

Let us now consider three-factor interactions (e.g. ABC in Table 3.5) to give a general idea how these and higher-order interaction effects (four-, five-factor interaction effects, etc.) are derived. A three-factor interaction means that a two-factor interaction effect is different at the two levels of the third factor. Two estimates for the AB interaction are available from the experiments, one for each level of factor C. The AB interaction effect is estimated once with C at level (+) (represented by Eab,C(+)) nd once... [Pg.94]

However, a simple UV spectroscopic method may require the testing of five factors and thus an eleven experiment star design would be sufficient. [Pg.212]

Factorial design - five factors at two levels. Running all 32 combinations gives the full factorial. Either the X s or O9s constitute a l/2 replicate-... [Pg.28]

A five-factor central composite design consists of the five-factor, two-level factorial, with the centre point and with the star pattern in all five variables. This would ordinarily call for running 32 4- 10 + 4-1-43 conditions, with some replication at the centre. Usually, the half replicate of the factorial plus the star points and centre is enough to give an adequate picture of the relationships. [Pg.30]


See other pages where Five Factors is mentioned: [Pg.400]    [Pg.127]    [Pg.52]    [Pg.132]    [Pg.221]    [Pg.171]    [Pg.35]    [Pg.260]    [Pg.615]    [Pg.334]    [Pg.358]    [Pg.182]    [Pg.13]    [Pg.13]    [Pg.196]    [Pg.249]    [Pg.160]    [Pg.30]    [Pg.684]    [Pg.121]    [Pg.61]    [Pg.68]   


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