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Google lets you limit your search results to Web pages created within a particu lar date range. This way you can eliminate newer (or older) pages from your results, and glimpse a snapshot of the Web the way it once was. There are two ways to restrict your Google search to a specific date range. The first is the least practical, but it s worth discussing anyway. When you use the daterange: operator, Google restricts its search to Web pages that match the dates you enter. Know, however, that Google dates the pages in its index based on when it indexed them not when the pages were actually created. So if a page was created sometime back in 1999 but Google didn t get around to indexing it until June 15, 2003, it will be dated June 15, 2003. It s an imperfect way to approach this issue, but it s the only one that Google offers. And there s another catch to using the daterange: operator you have to express the date as a Julian date, which is a continuous count of dates since January 1, 4713 BC.

(5.34)

~c(r,

j d 3v (Vi 1 )

In the UML, layers are represented as a package with the <<layer>> stereotype Figure 6-7 shows an example of a UML layered architecture See 13 for additional discussion in the context of the sample application

lJP I)

(5.35)

If you don t feel like calculating your own Julian dates and who does you can look them up at the U.S. Naval Observatory Astronomical Applications Department Web site (aa.usno.navy.mil/data/docs/ juliandate.html).

(5.36)

Tiers are primarily concerned with distribution of a software system over mul tiple, separate processes Processes may be physically distributed over multiple processors or reside on the same physical device

which is the local hydrostatic pressure. Substituting these into (5.21) and (5.23), and noting that

= mP\7

+ \7 (pu)

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Tiers can be mapped to responsibility-driven layers in which case a tier becomes synonymous with fulfilling a specific role within the system, such as presentation, business logic, data access, and so on

If you insist on using the daterange: operator, your query syntax should look like this: daterange:startdate-enddate. I won t bother with an example. The better approach is to use the Date option on Google s Advanced Search page. This option lets you enter current dates; none of this Julian nonsense. Just enter a start date and an ending date, and Google will restrict its search to pages indexed during that time frame. (Skip ahead to Secret #144 to learn more about the Advanced Search page.)

(continuity equation) (Euler's equation)

(5.37)

(5.38) (5.39)

Mainstream computing has evolved over time into the multitiered architectures in use today In the early days of computing, mainframes and dumb terminals characterized the computing environment Two-tiered, LAN-based client-server systems were the norm for a long time And although n -tier architectures have been utilized in specific industries for a long time, it is only recently that n -tier architectures are becoming mainstream in the industry

where C v = t. These are the hydrodynamic equations for the nonviscous flow of a gas. They possess solutions describing flow patterns that persist indefinitely. Thus, in this approximation, the local Maxwell-Boltzmann distribution never decays to the true Maxwell-Boltzmann distribution. This is in rough accord with experience, for we know that a hydrodynamic flow, left to itself, takes a long time to die out.

What do you do if you click to a Web page in the search results list, but that page no longer exists (It happens; thousands of older Web pages go dead every day.) You may still be in luck, because Google saves a copy of each page that it indexes as it existed at the time it was indexed. So even if a page is dead and gone, you may still be able to view the cached (saved) version of that page on Google s server. To display a specific cached page, use the cache: operator, like this: cache:URL. For example, to display the cached version of my Molehill Group home page, enter cache:www.molehillgroup.com.

Although derived for dilute gases, (5.37)-(5.39) are also used for liquids because these equations can also be derived through heuristic arguments which indicate that they are of a more general validity. We shall now briefly point out some of the consequences of (5.37)-(5.39) that are of practical interest. The quantity ( I t + u V') X is known as the" material derivative of X," because it is the time rate of change of X to an observer moving with the local average velocity u. Such an observer is said to be moving along a streamline. We now show that in the zero-order approximation a dilute gas undergoes only adiabatic transformations to an observer moving along a streamline. Equations (5.37) and (5.39) may be rewritten as

+uoV')P= -PV'

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