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To provide the outbound data flow, we pretty much have to do the opposite of what we achieved in the previous section: extract the data from the database and return it as XML. In the data export, we ll also implement both XML Schemas designed earlier; therefore we ll need two retrieval procedures one for the Album data and another for the Band data. You should study the following two queries carefully in order to understand how the FOR XML clauses using the PATH declaration instruct the database engine to construct the XML entity. You can find all the details regarding the FOR XML clause in Books Online. Let s start with the simpler of the two queries. As we defined earlier in this chapter, a Discography contains one or more Bands containing one or more Members. In the Band XML Schema, the relationship between the Band and the Person entities is implemented in form of XML elements representing the Band Members nested inside the XML element representing each individual Band. In listing 12, you can observe how the FOR XML query used to retrieve the Person entity data is nested inside the FOR XML query used to retrieve the Band entity data. The result from the nested query is exposed as a column in the outer query, and the name of this column is specified in the PATH declaration of the inner query s FOR XML clause (in our example, mb:member).

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Figure 3-6

xmlnamespaces ( 'http://www.w3.org/2001/XMLSchema-instance' as xsi ,'http://schemas.milambda.net/Music' as m ,'http://schemas.milambda.net/Music-Band' as mb ) Music.Band.Name as [@mb:bandName] ,Music.Band.Established as [@mb:established] ,Music.Band.Disbanded as [@mb:disbanded] ,( select Music.Person.FirstName as [@m:firstName] ,Music.Person.MiddleName as [@m:middleName] ,Music.Person.LastName as [@m:lastName] from Music.Person inner join Music.BandMember on Music.BandMember.PersonId = Music.Person.PersonId where (Music.BandMember.BandId = Music.Band.BandId) order by Music.Person.LastName ,Music.Person.FirstName ,Music.Person.MiddleName for xml path('mb:member'), type ) from Music.Band order by Music.Band.Name for xml path('mb:band'), root('mb:bands'), type

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The proper nesting of the data (namely, that the Band contains the correct Members) is achieved by correctly referencing the Band Member associative entity, where the many-to-many relationships between the Bands and the Persons are stored. The outer query also uses a PATH declaration specifying the XML node (mb:band) together with the ROOT declaration specifying the name of the XML root node. The TYPE declaration is used to instruct the database engine to return the resultset as XML data rather than character data, which is the default (if the TYPE declaration is omitted). Once again, we began the T-SQL query with the XML namespaces declaration, providing us with all the necessary namespaces implemented by the corresponding Band XML Schema. The first thing that should be apparent from listing 13 is the added complexity resulting from the deeper nesting of the Album XML entity. Remember how we defined the Album XML Schema: a Discography contains one or more Albums containing one or more Tracks written by one or more Authors and performed by one or more Bands.

Once you ve opened the TextEdit dictionary file, you can look up the commands, classes, and properties you need

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In a circuit containing resistance and capacitive reactance, the characteristics are two-dimensional in a way that is analogous to the situation with the RL plane from the previous chapter The resistance ray and the capacitive-reactance ray can be placed end to end at right angles to make a quarter plane called the RC plane (Fig 14-5) Resistance is plotted horizontally, with increasing values toward the right Capacitive reactance is plotted downward, with increasingly negative values as you go down The combinations of R and X C in this RC plane form impedances You ll learn about impedance in greater detail in the next chapter Each point on the RC plane corresponds to one and only one impedance Conversely, each specific impedance coincides with one and only one point on the plane Any impedance that consists of a resistance R and a capacitive reactance X C can be written in the form R + jX C Remember that X C is always negative or zero Because of this, engineers will often write R jX C instead If an impedance is a pure resistance R with no reactance, then the complex impedance is R j 0 (or R + j 0; it doesn t matter if j is multiplied by 0!) If R = 3 with no reactance, you get an impedance of 3 j 0, which corresponds to the point (3,j 0) on the RC plane If you have a pure capacitive reactance, say X C = 4 , then the complex impedance is 0 j 4, and this is at the point (0, j 4) on the RC plane Again, it s important, for completeness, to write the 0 and not just the j 4 The points for 3 j 0 and 0 j 4, and two others, are plotted on the RC plane in Fig 14-6 In practical circuits, all capacitors have some leakage resistance If the frequency goes to zero (pure dc), a tiny current always flows, because no capacitor has a perfect insulator between its plates In addition to this, all resistors have a little capacitive reactance because they occupy a finite physical space So there is no such thing as a mathematically perfect resistor, either The points 3 j0 and.

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