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Data reduction may be based on Barker's method, ie, minimizing the sum of squares of the residuals between the experimental values of P and the values predicted by this equation (see Ex 121) Assume that the activity coefficients can be adequately represented by the Margules equation ( a ) Show that: l n ( ~ ~ / = X ;~[ A ~ ~2(A12- A21)x21- A2i y~ ) (b) Find a value for Henry's constant X2 (c) Determine values for parameters A12 and All by Barker's method (d) Find values for 6yl for the data points

10, 11, 12, 20

345 278 278 825 345 825 825

A further specialization results when the control volume has but one entrance and one exit The same mass flowrate m then applies to both streams, and Eq (230) then reduces to:

TABLE 15-1

1 1 4 3 1 2 1

The Complete List of Elements of the JSF Con guration File (continued)

where subscript "fs" has been omitted in this simple case and "A" denotes the change from entrance to exit Division by m gives:

Part III:

325 250 1000 1596 325 200 532

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This equation is the mathematical expression of the first law for a steady-state, steady-flow process between one entrance and one exit All terms represent energy per unit mass of fluid In all of the energy-balance equations so far written, the energy unit is presumed to be the joule, in accord with the SI system of units For the metric engineering system of units, the kinetic- and potential-energy terms, wherever they appear, require division by the dimensional constant g, (Secs 14 and 18) In this event Eq (232a), for example, is written:

Description Encapsulates the set of elements that specify application configuration details All of the subelements of this element are used for replacing or decorating per-application singleton classes, such as the ViewHandler or the NavigationHandler Encapsulates any elements specific to a JSF implementation for the application element See the section Extension Elements Specifies the fully qualified class name of a javaxfacesapplicationApplicationFactory implementation class that will replace the JSF implementation s default application factory implementation Encapsulates the set of elements used to specify the details for an attribute Specifies the fully qualified class name for an attribute s value Encapsulates any elements specific to a JSF implementation for a given attribute element See the section Extension Elements Specifies the logical name for an attribute under which the attribute s value will be stored Specifies the fully qualified class name of a javaxutilResourceBundle instance that will be registered with the JSF application with a logical name specified by an associated var element Specifies that the containing JSF XML configuration file is to be loaded as part of the relative ordering scheme before the JSF XML configuration file(s) specified in the nested child elements are loaded Encapsulates the set of elements that specify a behavior, which can be attached to a UI Component in order to provide additional functionality to the component Specifies the fully qualified class name of a javaxfacescomponentbehaviorBehavior implementation class Encapsulates any elements specific to the JSF implementation for a given behavior element See the section Extension Elements

Table 11-9

Here, the usual unit for A H and Q is the kcal; kinetic energy, potential energy, and work are usually expressed as (ft lbf)Therefore the factor 426935 m kgf kcal-' must be used with the appropriate terms to put them all in consistent units of either m kgf or kcal In many applications, kinetic- and potential-energy terms are omitted, because they are negligible compared with other termsg For such cases, Eqs (232a) and (232b) reduce to:

JSF Versions 10, 11, 12, 20

12, 20

This expression of the first law for a steady-state, steady-flow process is analogous to Eq (23) for a nonflow process However, enthalpy rather than internal energy is the thermodynamic property of importance

Define the Products table as follows: ProductNumber, number, primary key ProductName, VARCHAR, 50 UnitPrice, long Define the Orders table as follows: OrderNumber, number, primary key ProdNumber, number CustomerNumber, number StoreNumber, number Quantity, number SubTotal, long

10, 11, 12, 20

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