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this order could not be obtained in the deferred-modi cation technique of Section 1741 Using the log, the system can handle any failure that does not result in the loss of information in nonvolatile storage The recovery scheme uses two recovery procedures: undo(Ti ) restores the value of all data items updated by transaction Ti to the old values redo(Ti ) sets the value of all data items updated by transaction Ti to the new values The set of data items updated by Ti and their respective old and new values can be found in the log The undo and redo operations must be idempotent to guarantee correct behavior even if a failure occurs during the recovery process After a failure has occurred, the recovery scheme consults the log to determine which transactions need to be redone, and which need to be undone: Transaction Ti needs to be undone if the log contains the record <Ti start>, but does not contain the record <Ti commit> Transaction Ti needs to be redone if the log contains both the record <Ti start> and the record <Ti commit> As an illustration, return to our banking example, with transaction T0 and T1 executed one after the other in the order T0 followed by T1 Suppose that the system crashes before the completion of the transactions We shall consider three cases The state of the logs for each of these cases appears in Figure 177 First, let us assume that the crash occurs just after the log record for the step write(B)

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nimiq/qr-scanner: Lightweight Javascript QR Code Scanner - GitHub
Lightweight Javascript QR Code Scanner. Contribute to nimiq/qr-scanner development by creating an account on GitHub.

The McGraw Hill Companies, 2001

CHAPTER 5:

<T0 start> <T0 , A, 1000, 950> <T0 , B, 2000, 2050> <T0 commit> <T1 start> <T1 , C, 700, 600> <T1 commit> (c)

Looking at the integral in our problem, we let f (t) = e 3t This means that dg = sin 2t dt Using elementary integration we nd that 1 g(t) = cos 2t 2 df = 3e 3t dt

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of transaction T0 has been written to stable storage (Figure 177a) When the system comes back up, it nds the record <T0 start> in the log, but no corresponding <T0 commit> record Thus, transaction T0 must be undone, so an undo(T0 ) is performed As a result, the values in accounts A and B (on the disk) are restored to $1000 and $2000, respectively Next, let us assume that the crash comes just after the log record for the step write(C) of transaction T1 has been written to stable storage (Figure 177b) When the system comes back up, two recovery actions need to be taken The operation undo(T1 ) must be performed, since the record <T1 start> appears in the log, but there is no record <T1 commit> The operation redo(T0 ) must be performed, since the log contains both the record <T0 start> and the record <T0 commit> At the end of the entire recovery procedure, the values of accounts A, B, and C are $950, $2050, and $700, respectively Note that the undo(T1 ) operation is performed before the redo(T0 ) In this example, the same outcome would result if the order were reversed However, the order of doing undo operations rst, and then redo operations, is important for the recovery algorithm that we shall see in Section 176 Finally, let us assume that the crash occurs just after the log record <T1 commit> has been written to stable storage (Figure 177c) When the system comes back up, both T0 and T1 need to be redone, since the records <T0 start> and <T0 commit> appear in the log, as do the records <T1 start> and <T1 commit> After the system performs the recovery procedures redo(T0 ) and redo(T1 ), the values in accounts A, B, and C are $950, $2050, and $600, respectively.

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When a system failure occurs, we must consult the log to determine those transactions that need to be redone and those that need to be undone In principle, we need to search the entire log to determine this information There are two major dif culties with this approach:

FIGURE 5-1

3 0 2

The McGraw Hill Companies, 2001

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