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The preceding section covered how the EL can be augmented in JSF 11 through the Spring Framework example In JSF 12, VariableResolver and PropertyResolver have been deprecated, but of course they are still supported for backward compatibility In JSF 12, the concepts of PropertyResolver and VariableResolver have been merged into the Unified EL class javaxelELResolver Basically, an ELResolver functions as a VariableResolver if the first argument to its getValue( ) or setValue( ) method is null Otherwise, it functions as a PropertyResolver This section shows how to use the JSF 12 class ELResolver in place of the now deprecated PropertyResolver or VariableResolver classes, which were used with JSF 11

C Pemberton and C J Mash, Znt DATA Series, Sel: B, vol 1, p 66, 1978 reported in Heats ofMizing Data Collection, Chemistry Data Series, vol 111, part 1, pp 457-459, DECHEMA, Frankfumain, 1984 1 2 ~ Ban-David and B F Dodge, J Chem Eng Data, vol 4, pp 107-121, 1959 H

Determine the maximum time the driver will wait for a statement to execute Set the maximum time the driver will wait for a statement to execute

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pressures at 36315 K (90 C) for both ethanol and water, but the data of Barr-David and Dodge do not include these values They are therefore calculated from reliable correlations Results of calculations based on the PengRobinson equation of state are given in Table 143 Shown are values of the van Laar parameters Aiz and A;, , the pure-species vapor pressures PIsat P p t , and the equation of state parameters bi and qi, and root-mean-square (RMS) deviations between computed and experimental values for P and yl

Another change in JSF 12 is the removal of the decorator pattern in favor of a chain of responsibility (CoR) pattern for extending the EL The use of the CoR pattern makes it impossible to accidentally break the EL by forgetting to delegate to the existing implementation, as well as making it impossible to redefine implicit objects already defined in the specification The EL implementation maintains a chain of ELResolver instances for various kinds of expression elements When presented with an expression, the EL implementation walks down the chain for each part of the expression until one of the resolvers in the chain successfully resolves the expression part This success is signaled by setting a flag: the resolver calling setPropertyResolved(true) on the ELContext that is passed to every call on every ELResolver in the chain The EL implementation checks the flag by calling getPropertyResolved( ) on the ELContext after every call on every resolver in the chain, and if it returns true, the next part of the expression is evaluated, starting again at the head of the chain The ELResolver chain is shown in Figure 13-1 Let s take a generic example (not relating to the Virtual Trainer example) to clarify the resolution process Let s say we have a request-scoped managed bean named user that has a friends property whose value is a Map of names to other user instances Also, the user bean also has a property called address that is a String Such an expression could look like #{user friendsjeffaddress} Assume this is the first time the user-managed bean is being resolved and therefore it hasn t yet been instantiated Before diving into the resolution process for this expression, first some terminology Each part of the expression is seen by the EL as a base object, and a property object For example, when evaluating the last part of the expression,.

public RowSetEvent(RowSet source)

Table 143 VLE Results for Ethanol(l)/Water(2)

Part II:

Create an instance of a RowSetEvent that is associated with the RowSet specified by the source parameter

TIK(tI"C)

ELResolvers from application configuration resources facesVariableResolverChainWrapper (Supports legacy jsfVariableResolvers) facesPropertyResolverChainWrapper (Supports legacy jsfPropertyResolvers) ELResolvers from ApplicationaddELResolver()

FIGURE 13-1

public Object[] getParams() throws SQLException public Connection getConnection() throws SQLException

The small value of RMS % 6 P shown for 36315 K (90 C) indicates both the suitability of the van Laar equation for correlation of the VLE data and the capability of the equation of state to reproduce the data A direct fit of these data with the van Laar equation by the gammalphi procedure yields RMS % 6 P = 0 1913The results at 42315 to 47315 K (150 and 200 C) are based only on vapor-pressuredata for the pure species and on mixture data at lower temperatures The quality of prediction is indicated by the P-x-y diagram of Fig 1410, which reflects the uncertainty of the data as well

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