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Lenql-h (x ) ; < x(1) | zx > x(n) irror: ( 'InterI,olation outside zx search iu (1) iU rL = xx l, break, u) / z); en-l t;

Figure 2 shows the results of running the code. The usefulness of TVPs becomes apparent only with more real-world examples that are called from ADO.NET client applications, so we ll explore that next.

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tL/L:'tY((tt < x(iM) rT = rI{:

Microsoft has a huge job keeping its various database and development platforms in sync so that developers can take advantage of new SQL Server 2008 features. To make full use of TVPs, you ll need to use both Visual Studio 2008 and ADO.NET 3.5. Neither has full support yet for all new SQL Server 2008 features, but fortunately the initial releases of both products support TVPs. From client applications, you can use TVPs to pass multiple rows of data in a single round trip to the server, without any special server-side processing logic or temporary tables to hold data for set operations. The data you pass must have the correct number of fields to match the TVP definition on the server, but the column names don t have to match. The data types must correspond to the types defined in the code module in SQL Server, or be implicitly convertible. If you violate these requirements, you ll get an error message from SQL Server. You can pass a TVP from ADO.NET code to SQL Server using any of three ADO.NET objects: System.Data.DataTable System.Data.DbDataReader System.Collections.Generic.IList<SqlDataRecord>

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t:lse a:Ilal end % Linear yi 1i inLerpolation ,, i l, t'1" / (x(iL+1)-x(iL) )*(xx :(rL) ) ;

50 177,829,628 27,602,000 8,485,000 1,387,000 50 202,676,946 32,597,000 13,022,000 2,131,000 50 225,055,487 27,931,000 13,714,000 2,300,000 50 246,819,230 29,152,000 11,390,000 2,860,000 50 272,690,813 33,488,158 13,369,163 2,907,000

The approachis akin to the bisectionmethodfbr root locationJustas in bisection,the index at the rridpoint r14 computedas the average the filst or "lower" index i L = 1 is of with the valueof and the last or "upper" index iu : n The unknownxx is thencompared whetherit is in the lower half of the anay or in the upper x at the midpoint r (iM) to assess half Dependingon where it lies, either the lower or upperindex is redefinedas being the betweenthe upperand the lower middle indexThe process repeated is until the difference index is lessthan or equal to zeroAt this point, the lower index lies at the lowel bound of is the interval containingx::,the loop terminates, the linear interpolation pertbrmed ilnd Here is a MATLAB session illustratinghow the binary search function can be applied to calculate air densityat 350 "C basedon the datafi'ornTable l-51The sequential the searchwould be similar > - r = t 4 0 0 2 0 5 0 1 0 0 1 5 0 2 0 0 2 5 0 3 0 0 10 0 5 0 o l ; > > d e n s i t v = f 1 5 : 1 2 9 I 2 I Q 9 9 4 6 ' , : r 3 1 ,l 4 6 6 1 1 6 1 6 '

Paul S. Randal and Kimberly L. Tripp are a husband-and-wife team who own and run SQLskills.com, a world-renowned SQL Server consulting and training company. They are both SQL Server MVPs and Microsoft Regional Directors, with over 30 years of combined experience on SQL Server. Paul worked on the SQL Server team for nine years in development and management roles, writing many of the DBCC commands, with responsibility for core Storage Engine for SQL Server 2008. Paul writes extensively on his blog (SQLskills.com/blogs/Paul) and for TechNet Magazine, where he is a Contributing Editor. Kimberly worked on the SQL Server team in the early 1990s as a tester and writer before leaving to found SQLskills and embrace her passion for teaching and consulting. Kimberly has been a regular at worldwide conferences since she first presented at TechEd in 1996, and she blogs at SQLskills.com/blogs/Kimberly. Paul and Kimberly have written Microsoft white papers and books for SQL Server 2000, 2005, and 2008, and are regular, top-rated presenters worldwide on database maintenance, high availability, disaster recovery, performance tuning, and SQL Server internals. Together they teach the SQL MCM certification throughout Microsoft. In their spare time they like to find frogfish in remote corners of the world.

05705 This result can be verifiecl by the hand calculation:

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