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Mixture defined

The interest in reformulating the conserved-variable scalars in terms of the mixture-fraction vector lies in the fact that relatively simple forms for the mixture-fraction PDF can be employed to describe the reacting scalars. However, if < /Vmf, then the incentive is greatly diminished since more mixture-fraction-component transport equations (Nmf) would have to be solved than conserved-variable-scalar transport equations (/V, << ). We will thus assume that N m = Nmf and seek to define the mixture-fraction vector only for this case. Nonetheless, in order for the mixture-fraction PDF method to be applicable to the reacting scalars, they must form a linear mixture defined in terms of the components of the mixture-fraction vector. In some cases, the existence of linear mixtures is evident from the initial/inlet conditions however, this need not always be the case. Thus, in this section, a general method for defining the mixture-fraction vector in terms of a linear-mixture basis for arbitrary initial/inlet conditions is developed. [Pg.180]

The area bounded by the bubble point and dew point curves on the phase diagram of a multicomponent mixture defines the conditions for gas and liquid to exist in equilibrium. This was discussed in Chapter 2. The quantities and compositions of the two phases vary at different points within the limits of this phase envelope. [Pg.347]

Pj partial pressure of component j in gas mixture, defined in Chapter 3... [Pg.566]

The second-order rate constant for the total reaction in H20-D20 mixture, defined as... [Pg.280]

Fig. 8.13 Equivalent distribution of conductive chains along the principal directions of a unit cube of an isotropic conducting mixture, defining the geometrical factor. Reproduced with permission of the Institute of Physics from Scarisbrick (1973). Fig. 8.13 Equivalent distribution of conductive chains along the principal directions of a unit cube of an isotropic conducting mixture, defining the geometrical factor. Reproduced with permission of the Institute of Physics from Scarisbrick (1973).
The production of copolymers leads to some additional constraints to reactor design beyond what is required for homopolymer. The most important of these is composition drift. The reactivity ratios of a monomer mixture define the composition of a copolymer that is instantaneously produced from a given monomer mixture. This is true in a plug flow reactor or a backmixed reactor. However, in the plug flow reactor, the copolymer composition drifts from that produced from the initial monomer composition to that produced by the monomer composition at the end of the polymerization. In contrast, in the backmixed reactor, all copolymer produced is of the same composition, which... [Pg.57]

OsOJj is the total concentration of 0s04 in the reaction mixture, defined as [Os04]t = [Os04] + [0s04 L], and is independent of the ligand concentration. [Pg.57]

The concept of matter is far-reaching and can be overwhelming. But, when broken down as shown here, it becomes clear how elements, compounds, substances, and mixtures define all matter. [Pg.71]

Investigation of the phase behavior of the Brij-based microemulsion system in ethane/propane mixtures defines the operating conditions for the polymerization process and provides evidence of formation of stable microemulsions in supercritical... [Pg.202]

Compaction grout is a very stiff mixture defined in 1980 by the ASCE Grouting Committee as Grout injected with less than 1 inch slump,... [Pg.139]

Neurobehavioral effects of PCBs have been examined in several species exposed for various durations. Experiments have been conducted with commercial mixtures, defined experimental mixtures, contaminated fish, and single congeners. [Pg.217]

As previously mentioned, neurobehavioral alterations have been observed in rats and monkeys following pre- and/or postnatal exposure to conunercial Aroclor mixtures, defined experimental congener mixtures, single PCB congeners, and Great Lakes contaminated fish. Monkeys exposed from birth to age 20 weeks to PCB mixtures of congeneric composition and concentration similar to that found in human breast milk... [Pg.426]

Figure 12. Temperature dependence of the dielectric relaxation time (open symbols) and Tjq (corresponding closed symbols) of mixtures of 35 wt.% of water with various ethylene glycol oligomers as indicated. Circles for 6EG. Squares for 5EG. Downward-pointing triangles for 4EG. Diamond for 3EG. Upward-pointing triangles for 2EG. Some of the data of Tjq (closed symbols) overlap and cannot be easily resolved. For this reason, we use the dashed lines to indicate the Arrhenius temperature dependences assumed by Tjq of the mixtures starting approximately at temperatures below Tg of the mixtures defined by zJT =l(f s located by the vertical arrows drawn. There is change of temperature dependence of Tjq at Tg. Figure 12. Temperature dependence of the dielectric relaxation time (open symbols) and Tjq (corresponding closed symbols) of mixtures of 35 wt.% of water with various ethylene glycol oligomers as indicated. Circles for 6EG. Squares for 5EG. Downward-pointing triangles for 4EG. Diamond for 3EG. Upward-pointing triangles for 2EG. Some of the data of Tjq (closed symbols) overlap and cannot be easily resolved. For this reason, we use the dashed lines to indicate the Arrhenius temperature dependences assumed by Tjq of the mixtures starting approximately at temperatures below Tg of the mixtures defined by zJT =l(f s located by the vertical arrows drawn. There is change of temperature dependence of Tjq at Tg.
The humidity H of HjO-HjS vapor in equilibrium with liquid mixtures, defined as... [Pg.781]

Reference T1-T3 alkaloid test hyoscyamine scopolamine mixture (defined ratio see sect, 1.2) compound T4 rutin (fi, 0.35) chlorogenic acid (H, 0,45) hyperoside (R, 0.6)... [Pg.49]

Figure 35. Nomogram of the fines, water, and sand tailings mixtures, defining the fines and sand content that results in nonsegregating mixtures (18, 35, 79, 80 . Figure 35. Nomogram of the fines, water, and sand tailings mixtures, defining the fines and sand content that results in nonsegregating mixtures (18, 35, 79, 80 .
Here, /c, is the chemical potential, with the term in brackets representing the dimensionless driving force. The 3)-- are generalized diffusion coefficients for the pair // in the multicomponent mixture, defined such that they are consistent with Onsager s reciprocity relation (Van de Ree 1967). [Pg.70]

Hence, ideal -values can be determined as the ratio of fugacity of the pure components in liquid and vapour phase, and these depend only on T and P. The result is similar with ideal mixtures defined by the Raoult-Dalton law, where Kj = PjlP, P, being the vapour pressure and P the total pressure. A notable difference is that equation (6.4) may be used at high pressures, where the fugacity concept is more suitable. [Pg.183]

Wyatt TD (2010) Pheromones and signature mixtures defining species-wide signals and variable cues for individuality in both invertebrates and vertebrates. J Comp Physiol A 196 685-700... [Pg.38]

Write Eq. 7.2.a-6 in terms of the extent of the ith reaaion per unit mass of the reaction mixture, defined by... [Pg.360]

A large number of mathematic functions exist for the characterization of the effective properties of a material mixture composed of different states, in terms of only their properties and volume fractions. Some can give determinate values for the estimated effective properties others may suggest a range through upper and lower bounds. A common understanding is that the rule of mixture and the inverse rule of mixture define the upper and lower bounds of the estimated effective properties. [Pg.45]

When magmas having different Sr/ Sr ratios and different strontium concentrations mix in differing proportions, the resulting mixtures define a hyperbola in... [Pg.401]


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