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Mixture weight

The actual static quality, X, is defined as the ratio of local void weight to the total local mixture weight that is,... [Pg.181]

Sample Characterisation of Crosslinking Molecules Fraction Molecular Degree of HMS Weight of Pol. Portions in Reaction Mixture, Weight-% of Crossl. Divinyl Component Component Extract. Portion, Weight-%... [Pg.312]

Figure 5.5 Relative distributions of minor components Mn2Si04, Ni2Si04, and Ca2Si04 in fayalite-forsterite mixtures (weight %). Figure 5.5 Relative distributions of minor components Mn2Si04, Ni2Si04, and Ca2Si04 in fayalite-forsterite mixtures (weight %).
How much will 3 lb moles of this gas mixture weight ... [Pg.21]

Note that the k-means relocation method is really a special case of EM that assumes (1) each cluster is modeled by a spherical Gaussian distribution, (2) each data item is assigned to a single cluster, and (3) the mixture weights... [Pg.12]

Diameters in the mixture Weight % of each size Max. solid volume fraction... [Pg.576]

The results of quantitative analysis of the from nitration of toluene by standard mixed acid Table II. The major constituent is 2, 6 dinitro-representing almost 80% of the acidic orgeuiic by-six components listed represent 99% of the total represent all major constituents of the mixture, weighted mean molecular weight is 198. [Pg.142]

Figure 15.3 Mixtures of Gaussians. This shows how three weighted Gaussians, each with its own mean and variance, can be mixed (added) to form a non-Gaussian distribution. Note that the total probability, given by the area under the curve must equal 1 and so the mixture weights are set to ensure this. Figure 15.3 Mixtures of Gaussians. This shows how three weighted Gaussians, each with its own mean and variance, can be mixed (added) to form a non-Gaussian distribution. Note that the total probability, given by the area under the curve must equal 1 and so the mixture weights are set to ensure this.
In this, we have M Gaussians, each with a mean vector and covariance matrix The parameters Cm are known as the mixture weights and are used to determine the relative importance of each Gaussian. As with any pdf, the area under the curve should sum to 1. We can draw a... [Pg.450]

In the first three editions (1817,1821,1829) of his Handbuch der theoretischen Chemie Gmelin used the stoichiometric number, combining weight, chemical equivalent, or mixture weight for equivalents some related compounds have different formulae, e.g. alumina Al + 0 and ferric oxide Fe + iJO. In the fourth edition (1843) gives a table of atomic weights (really equivalents), and their choice was based on six rules ... [Pg.222]

Mean transport concentration of solid particles in the slurry mixture Volrrme fraction of solid particles in the slurry mixture Weight fraction of solid particles in the slurry mixture Volrrme fraction of solid particles in the slurry mixture at level y ... [Pg.347]

A Gaussian mixture density is weighted sum of Gaussian densities. Where/ , i=l..., M, are the mixture weights and... [Pg.561]


See other pages where Mixture weight is mentioned: [Pg.142]    [Pg.459]    [Pg.126]    [Pg.127]    [Pg.220]    [Pg.561]    [Pg.262]    [Pg.437]    [Pg.38]    [Pg.2631]    [Pg.126]    [Pg.310]    [Pg.561]    [Pg.561]    [Pg.561]    [Pg.141]    [Pg.134]    [Pg.801]   
See also in sourсe #XX -- [ Pg.61 , Pg.63 ]




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Atomic weight, determination in a mixture

Average molecular weight, mixtures

Low Molecular Weight Mixtures

Low-Molecular-Weight Mixtures van Laar Model

Mixtures space, weighting

Molecular-Weight Mixtures van Laar Model

Rare earth elements, and compounds thereof weight of a mixture

Rare earth elements, and compounds weight of a mixture

Weight-of-evidence (WOE) approach in assessing mixture effects

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