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We can also excite a circuit by supplying a current from an external source In the same way that a voltage source can be thought of as a black box, the internal construction of a current source is not of any concern in circuit analysis In a real circuit, a current source may be a transistor circuit that supplies current to some other circuit that is being analyzed But we don t care what the internal construction is we only care about what current i(t) the current source supplies Simply put, a current source is a circuit element that always has a speci ed current owing through it A current source behaves in an inverse manner to a
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The video that CineMagic produces will likely be quite unlike anything you would create on your own As I mentioned earlier, CineMagic creates a video production that is essentially a music video In doing so, it uses sections that it cuts from the video clips you ve added and matches them to the music As you can probably guess, this automated video editing method can produce some rather unusual results You will definitely want to preview your movie (as shown in Figure 12-6) before you burn a disc If you are satisfied with the results after you ve previewed your movie, make certain that the Make Movie option is selected and then click the Finish button You will then be presented with the following set of output options: DV Camcorder Choose this option if you want to copy the video to a mini DV tape in your camcorder TV/VCR This option enables you to copy the video to an analog output so that you can record it on a videotape or watch it on a TV Internet If you want to put your music video onto a Web site, choose this option and you ll be able to select an appropriate format (depending on things such as download speed and video player software) Prepare for DVD/VCD This option enables you to burn your video onto a recordable DVD or CD-R Video File This final choice produces a video file for viewing on a PC I won t go into the details of producing your final video here, since we ll be looking at this subject in more detail later in this chapter If you do decide to
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Now that we have informally explained rules and queries, we can formally de ne their syntax; we discuss their meaning in Section 523 We use the same conventions as in the relational algebra for denoting relation names, attribute names, and constants (such as numbers or quoted strings) We use uppercase (capital) letters and words starting with uppercase letters to denote variable names, and lowercase letters and words starting with lowercase letters to denote relation names and attribute names Examples of constants are 4, which is a number, and John, which is a string; X and Name are variables A positive literal has the form p(t1 , t2 , , tn ) where p is the name of a relation with n attributes, and t1 , t2 , ,tn are either constants or variables A negative literal has the form not p(t1 , t2 , , tn ) where relation p has n attributes Here is an example of a literal: account(A, Perryridge , B) Literals involving arithmetic operations are treated specially For example, the literal B > 700, although not in the syntax just described, can be conceptually understood to stand for > (B, 700), which is in the required syntax, and where > is a relation But what does this notation mean for arithmetic operations such as > The relation > (conceptually) contains tuples of the form (x, y) for every possible pair of values x, y such that x > y Thus, (2, 1) and (5, 33) are both tuples in > Clearly, the (conceptual) relation > is in nite Other arithmetic operations (such as >, =, + or ) are also treated conceptually as relations For example, A = B + C stands conceptually for +(B, C, A), where the relation + contains every tuple (x, y, z) such that z = x + y.
The McGraw Hill Companies, 2001
5
v (t) = ri (t)
FIGURE 12-6
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