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Balancing of components

For the mass balance of component A, diffusion velocity and the corresponding diffusion factor are defined with regard to the mean molar velocity V, defined by the equation... [Pg.132]

For a semibatch reaction between A already present in the reactor and B being fed into the reactor, each portion of B introduced is a source of vortices that grow by engulfement of the A-rich environment. The mass balance of component i in this growing zone is ... [Pg.341]

Consider the series first order irreversible reaction of the form A —>B—>C in a constant density CFSTR. The material balance of component A is uCA0 = uCA + Vr. The material balance of component B is uCB0 = uCB + (k2CB - kiCA)VR. The material balance of component C is uCco = uCc - k2CBVR. Assuming that CBO = Cco = 0, then the exit concentration of components A, B, and C are... [Pg.318]

The unsteady state material balance of component A is uCAO =uCA +(-rA)VR + VR Rearranging Equation 5-335 gives... [Pg.408]

Solving the coupled mass balances of components A and B (Eq. (10)) leads to... [Pg.363]

A more complete procedure to compute the average thicknesses of the water and oil layers will be presented below. It is based on eq 3c, mass balances of components, and phase equilibrium equations. The calculations indicated that the interfacial tension of lamellar liquid crystals is very low, of the order of 10 5 N/m. It will be shown that y = 0 is always an excellent approximation of eq 3 c. [Pg.319]

We see that we can read the tableau and immediately translate the entries in it as giving the composition of the species in terms of components, the exponents of the mass law expressions, the coefficients for the mass balance of components, the K vector for the mass laws, and the TOT vector of the components. The tableau is a compact representation of the equilibria and mass... [Pg.111]

Overall mass balance of component p over the whole network ... [Pg.196]

Mass balance of component p in each mass exchange unit ... [Pg.196]

The volume of an emulsion droplet grows (or diminishes) due to the molecules of component 1 supplied (or carried away) by the diffusion flux across the continuous medium. The balance of component 1 can be presented in the form ... [Pg.179]

One more equation is needed to determine c . In a closed system, this can be the total mass balance of component 1 ... [Pg.180]

The development of the design equation for a countercurrent packed tower absorber or stripper begins with a differential mass balance of component A in the gas phase, in a manner similar to that of Example 2.12. However, this time we do not restrict the analysis to dilute solutions or to constant molar velocity. If only component A is transferred (4 G = VA[ = 1.0), considering the fact that the gas-phase molar velocity will change along the column, and that F-type mass-transfer coefficients are required for concentrated solutions, the mass balance is... [Pg.292]

At steady state the chemical species must enter and leave the plant in a manner that satisfies perfectly the material balance. If chemical reactions are present, the make-up policy of the reactants must fulfil the stoichiometry of various chemical reactions. However, in practice the material balance of components has always a dynamic character. When several reactants are involved, not all can be fed on flow control. Firstly, because of inherent measurement errors and variability of raw materials, the reactants cannot be exactly counted in the stoichiometric ratio. Secondly, the reaction conditions are not constant. Accumulation will take place, and over longer period could lead to dysfunctions or even to plant upset. Somewhere in the plant the inventory of the reactants and products should be measured or estimated, and the make-up policy adapted accordingly. [Pg.513]

Table 13.2 summarises the material balance of components as discussed above. [Pg.541]

This is a mathematical expression for the steady-state mass balance of component i at the boundary of the control volume (i.e., the catalytic surface) which states that the net rate of mass transfer away from the catalytic surface via diffusion (i.e., in the direction of n) is balanced by the net rate of production of component i due to multiple heterogeneous surface-catalyzed chemical reactions. The kinetic rate laws are typically written in terms of Hougen-Watson models based on Langmuir-Hinshelwood mechanisms. Hence, iR ,Hw is the Hougen-Watson rate law for the jth chemical reaction on the catalytic surface. Examples of Hougen-Watson models are discussed in Chapter 14. Both rate processes in the boundary conditions represent surface-related phenomena with units of moles per area per time. The dimensional scaling factor for diffusion in the boundary conditions is... [Pg.450]

We may express the change in concentration of component i in the fed-batch batch by beginning with a molar balance of component i with respect to fed-batch reaction timet. [Pg.223]

It has been generally assessed that the mechanism of interaction among the components of PO/day nanocomposites involves the functionalities of the functional polymer used as matrix or compatibilizer. The most frequent explanation is related to the hydrophilic/ hydrophobic balance of components involving some kind of undefined polar interaction between the silicate layers and the functional polymer (Alexandre and Dubois 2000, Sinha Ray and Okamoto 2003, Pavlidou and Papaspyrides 2008). The direct intercalation/interac-tion of a wide numbers of MAH-grafted low-molecular-weight compounds with layered silicates has been studied suggesting that the anhydride can promote the intercalation even if this is not a modeling of polymer intercalation (Sibold et al. 2007). [Pg.307]

The residue curves can also be calculated by numerical integration of the differential equation for open evaporation (Rayleigh equation) if the vapor-liquid equilibrium behavior is known (see Figure 11.11) [8]. Starting from the material balance of component i ... [Pg.504]

Use worst case of Ti or T2 and design the balance of components per previous method... [Pg.658]

Epoxy resins can be used separately or in combination, such that formulations can be designed to take advantage of the desirable characteristics of several components. Because combining resins from different families can result in certain trade-offs, a careful balance of components should be investigated to produce optimal performance for specific applications. Table 18 shows effects of different resin backbones on cured properties with formulations based on hexahydroph-thalic anhydride as curing agent. [Pg.2727]

The species conservation balance of component A around the tank is... [Pg.18]

Long term resolution to this issue will be achieved through the maintenance rule which requires 1) assessment of overall effect of out-of-service equipment on performance of safety functions and 2) balancing of component monitoring or preventive maintenance against system unavailability. [Pg.304]

Consider the upper section of the column. The plates are numbered from top to bottom, with 1 being the plate situated immediately beneath the condenser. Consider a domain encapsulating the condenser and plates 1 to j. For that domain, the balance of component i is written ... [Pg.30]

Qualitatively, the mass balance of component i in a volume element AV is given by the following reasoning ... [Pg.190]


See other pages where Balancing of components is mentioned: [Pg.121]    [Pg.123]    [Pg.125]    [Pg.127]    [Pg.129]    [Pg.93]    [Pg.200]    [Pg.398]    [Pg.419]    [Pg.155]    [Pg.80]    [Pg.339]    [Pg.122]    [Pg.111]    [Pg.247]    [Pg.29]    [Pg.871]    [Pg.233]    [Pg.287]    [Pg.407]    [Pg.174]    [Pg.108]   
See also in sourсe #XX -- [ Pg.121 ]




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Component balances

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