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It s clear that using the big bitmask in my implementation is not a viable solution. One problem is that 561 charindex calls are far too many. The char_bitmask function could be implemented more efficiently, and I would at least expect the CLR to offer a few possibilities. The other problem is that as the mask grows, so does the index. Because the method works by scanning part of the index, this has a direct effect on the performance. You would need to find a more efficient storage format for the bitmask to overcome this.

The album name to use when sorting the track If present, this property overrides the album property The artist name to use when sorting the track If present, this property overrides the artist property The album artist name to use when sorting the track If present, this property overrides the album artist property The name to use when sorting the track If present, this property overrides the name property The composer name to use when sorting the track If present, this property overrides the composer property The show name to use when sorting the track If present, this property overrides the show property An integer giving the track s size on disk in bytes for example, 3408348 for a 33MB file A real number giving the start time of the track in seconds 00 until you change it The track s time in MM:SS format for example, 4:03 An integer giving the number of tracks on the album this track came from This track s number on the album it came from true if you ve never played this track at all, false if you ve played even part of it The kind of video track: none, movie, music video, or TV show An integer giving the volume adjustment you ve applied to the track You can use from 100 to 100 The year the track or its album was released

Parallel Resonance Refer to the circuit diagram of Fig 17-12 This is a parallel RLC circuit Remember that, in this sort of situation, the resistance R should be thought of as a conductance G, with G = 1/R Then the circuit can be called a parallel GLC circuit At some particular frequency fo, the inductive susceptance BL will exactly cancel the capacitive susceptance BC ; that is, BL = BC This is inevitable for some frequency fo, as long as the circuit contains finite, nonzero inductance and finite, nonzero capacitance At the frequency fo, the susceptances cancel each other out, leaving theoretically zero susceptance The admittance through the circuit is then very nearly equal to the conductance, G, of the resistor If the circuit contains no resistor, but only a coil and capacitor, it is called a parallel LC circuit, and the admittance at resonance will be theoretically 0 + j0 That means the circuit will offer great opposition to alternating current at fo, and the complex impedance will theoretically be infinite! This condition is parallel resonance In a practical parallel LC circuit, there is always a little bit of loss in the coil and capacitor, so the real part of the complex impedance is not infinite (although it can be extremely large) Calculating Resonant Frequency The formula for calculating resonant frequency fo, in terms of the inductance L in henrys and the capacitance C in farads, is as follows:

Summary

Table 12-1 Properties of the track Object (continued)

You ve now seen two ways to use fragments, and you ve seen that both approaches can help you considerably in speeding up searches with the LIKE operator. You have also seen how bitmasks can be used to create a less intrusive, but lower performance, solution. My use case was searching on email addresses which by nature are fairly short. Fragments may be less appropriate if your corpus is a column with free text that can be several hundred characters long. The fragments table would grow excessively large, even if you used the list technique.

fo = 1/[2 (LC )1/2]