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One of the really cool features in Roxio VideoWave Power Edition is something called TimeWarp (see Figure 2-15) Although a number of digital video editors have the ability to play scenes faster or slower than normal, TimeWarp actually produces a new video clip that has been altered to look far better than a standard video clip would when played at a different speed For example, if you ask TimeWarp to create a slow-motion clip, it can actually produce a smooth-motion effect instead of the jumpy one you might see if you play a standard video clip slower than normal
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The McGraw Hill Companies, 2001
In terms of mutual inductance, we can write the coef cient of coupling (617) as k= M L1L2 (623)
read(A) temp := A * 01 A := A temp write(A) read(B) write(A) read(B) B := B + 50 write(B) B := B + temp write(B) Figure 156 Schedule 4 a concurrent schedule
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system can carry out this task, we must rst understand which schedules will ensure consistency, and which schedules will not Since transactions are programs, it is computationally dif cult to determine exactly what operations a transaction performs and how operations of various transactions interact For this reason, we shall not interpret the type of operations that a transaction can perform on a data item Instead, we consider only two operations: read and write We thus assume that, between a read(Q) instruction and a write(Q) instruction on a data item Q, a transaction may perform an arbitrary sequence of operations on the copy of Q that is residing in the local buffer of the transaction Thus, the only signi cant operations of a transaction, from a scheduling point of view, are its read and write instructions We shall therefore usually show only read and write instructions in schedules, as we do in schedule 3 in Figure 157 In this section, we discuss different forms of schedule equivalence; they lead to the notions of con ict serializability and view serializability
T1 read(A) write(A)
FIGURE 2-17
read(A) write(A) read(B) write(B) read(B) write(B) Figure 157 Schedule 3 showing only the read and write instructions
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EXAMPLE 6-8 Two inductors are brought into proximity as shown in Fig 6-11, with L 1 = 05 H and L 2 = 07 H If a current owing through inductor 2 is i 2 (t) = 20 sin 100t, and the induced voltage across inductor 1 is v 1 (t) = 700 cos 100t, what is the mutual inductance Assume that initially no current is owing through inductor 1 SOLUTION Using (621) with i 1 (t) = 0 we have v 1 (t) = M di 2 , dt 700 cos 100t = 035 M= 2000 cos 100t
The McGraw Hill Companies, 2001
15
FIGURE 2-18
.
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