rdlc data matrix

rdlc data matrix

rdlc data matrix

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tion The function row number sorts the rows and gives each row a unique number corresponding to its position in the sort order; different rows with the same ordering value would get different row numbers, in a nondeterministic fashion Finally, for a given constant n, the ranking function ntile(n) takes the tuples in each partition in the speci ed order, and divides them into n buckets with equal numbers of tuples4 For each tuple, ntile(n) then gives the number of the bucket in which it is placed, with bucket numbers starting with 1 This function is particularly useful for constructing histograms based on percentiles For instance, we can sort employees by salary, and use ntile(3) to nd which range (bottom third, middle third, or top third) each employee is in, and compute the total salary earned by employees in each range: select threetile, sum(salary) from ( select salary, ntile(3) over (order by (salary)) as threetile from employee) as s group by threetile The presence of null values can complicate the de nition of rank, since it is not clear where they should occur rst in the sort order SQL:1999 permits the user to specify where they should occur by using nulls rst or nulls last, for instance select student-id, rank () over (order by marks desc nulls last) as s-rank from student-marks

An example of a window query is query that, given sales values for each date, calculates for each date the average of the sales on that day, the previous day, and the next day; such moving average queries are used to smooth out random variations Another example of a window query is one that nds the cumulative balance in an account, given a relation specifying the deposits and withdrawals on an account Such queries are either hard or impossible (depending on the exact query) to express in basic SQL SQL:1999 provides a windowing feature to support such queries In contrast to group by, the same tuple can exist in multiple windows Suppose we are given a relation transaction(account-number, date-time, value), where value is positive for a deposit and negative for a withdrawal We assume there is at most one transaction per date-time value Consider the query

By recalling that for two inductors in proximity the mutual inductance will cause or induce a voltage across the second inductor L 2 via v2 = L 2 di 1 di 2 M 2 dt dt (112)

4 If the total number of tuples in a partition is not divisible by n, then the number of tuples in each bucket can differ by at most 1 Tuples with the same value for the ordering attribute may be assigned to different buckets, nondeterministically, in order to make the number of tuples in each bucket equal

The McGraw Hill Companies, 2001

If you choose to create RealVideo files, you will have a few relatively simple options, as shown here:

22

Circuit diagrams with transformers often have dots indicated near the inductors The dot indicates that a current owing into the dot location will result in an added ux We will illustrate how this is used in an example Consider two inductors L1 and L 2 in a transformer with number of windings N1 and N2 , respectively The ratio of the winding numbers is a= N1 N2 (113)

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