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Tiered architectures are desirable from the point of view of increasing throughput, availability, or functionality of the system by increasing the overall, physical processing power Tiered architectures can also play a role in separating out different areas of application concerns to improve overall maintainability

) +U V' ()=PV'

)(p()-3/2)

(SAO)

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Communication efficiency and reliability issues between tiers The need for identification and location of components in a distributed environment Security issues due to a potentially diverse and geographically d istributed system Synchronization issues between tiers Failure recovery issues The need for additional interfaces to accommodate the tier architecture Additional resource needs due to the distributed nature of the software

we can convert (SAO) to the condition (along a streamline)

(SAl)

This is the condition for adiabatic transformation for an ideal gas, since cplc v = t Next we derive the linear equation for a sound wave. Let us restrict ourselves to the case in which u and all the space and time derivatives of u, p, and () are small quantities of the first order. For F = 0, (5.37) and (5.38) may be replaced by

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As discussed earlier, one way to achieve distribution in an n -tier architecture is to align specific layers with each tier J2EE follows this approach

(5042) (5043) (5044)

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lp_ - ()- =

where quantities smaller than first-order ones are neglected. Note that (5044) is none other than (SAO) or (5.41). Taking the divergence of (5043) ~d the time derivative of (5.42), and subtracting one resulting equation from the other, we

In the J2EE tiered architecture:

v 2p - - = 0 2

(5.45)

in which higher-order quantities are again neglected. Now P is a function of p and (), but the latter are not independent quantities, being related to each other through the condition of adiabatic transformation (5.44). Hence we may regard P as a function of p alone, and write V 2p

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Presentation tier deals with presenting the re sults of business queries Business tier contains the key business rules Data tier provides the interface to the persistent data store

where (ap/ ap)s is the adiabatic derivative, related to the adiabatic compressibility "s by 3 m p "s = 1 ( ) (5.46) p ap s 5 pO

Tdcv dT' o T'

-==----

Plotting du and da as a function of T at a fixed V, we should obtain a graph that looks qualitatively like that shown in Fig. 1.9. The melting point is the temperature at which da = 0, since the condition of phase equilibrium at fixed T and V is the equality of the free energies per unit mass. In practice the point at which da = may be obtained either by direct integration up to that point, or by extrapolation.

The J2EE approach is shown graphically in Figure 6 - 8

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