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per service round. Note that in each service round, a server retrieves QS = Q NS (N S K ) (11.8)

where G is the union over T ! 0 of the open sets GT fo: ZT o T > 1g: Now, the lower bound part of Theorem 4.4.1 yields that lim inf

Figure 12.6. Typical CZE ES MS instrumentation.6 [Reprinted, with permission, from R. D. Smith, J. A. Olivares, N. T. Nguyen, and H. R. Udseth, Anal. Chem. 60 (No. 5), 1988, 436 441. # 1988 by American Chemical Society.]

P G ! I G :

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Inserting a Single Barcode into Microsoft Excel. Switch to the Add-Ins tab. Open the TBarCode Panel . Position the mouse cursor in a cell. Select the barcode type (e.g. Code 128). Enter the barcode data or use the default data for the selected barcode. Adjust the size of the barcode (width, height, module width etc).

bytes of video data (instead of Q bytes in block striping) for every video stream and the length of a service round is TS = TF NS (N S K ) (11.9)

It remains to determine I G . First, note that I G inf T!0 I GT . Thus, we have to minimize k f kR over all paths f P R GT . In general, such questions lead to dif cult variational problems. For the particular set GT , however, the solution is extremely simple. Indeed, by the reproducing kernel property (4.7), f P GT D h f ; G T ; iR > 1 T : 4:8

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seconds (instead of TF seconds in block striping). We assume that a K -server failure occurs during micro-round j and is detected in microround k. Similar to equation (11.2), we can obtain k from k= j+ N S TD TS (11.10)

Electrospray electrical lead (3-6 kV) Vapor CZE capillary deposited silver ESI Hot H2 focusing RF quadrupole r ing

For any a > 0, the path f with smallest R-norm satisfying h f ; G T ; iR a is, of course, f f T ;a and it follows that I GT 1 k f T;1 T k2 R 2 2 1 1 T : 2 TH a a G T ; 2H G T ; ; 2 T kG T ; kR

Once noti ed of the failure, the servers will begin transmitting redundant units for subsequent stripes (> k). As each stripe contains K redundant units, the system needs to retransmit up to (k j + 1)K redundant units. This will require up to nR = (k j + 1) K (N S K ) = ( (N S K ) TD /TF + 1) K (N S K ) (11.11)

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The last step is to minimize this over T. It is quickly seen that the minimum is obtained at T * H= 1 H . Substituting this, we obtain the nal result I G 1 ; 2k H 2 where k H H H 1 H 1 H :

Electrospray Teflon holder Stainless steel (positioner) tubing Atmospheric pressure 1-10 Torr 10-5 Torr

It is not dif cult to show that G fo: supt!0 Zt o t 1g, and it follows that I G I f T ;1 T I G . Thus we have shown that the storage occupancy distribution has Weibullian tail behavior: Proposition 4.4.2. Denoting k H H H 1 H 1 H , we have

micro-rounds for retransmitting the redundant units. Note that this process has two subtle constraints. First, retransmission cannot start immediately in the next service round because the servers need another service round to retrieve the required redundant units. Second, even if n R < N S , the last service round for retransmission cannot be shortened because the disk requires a full service round to retrieve video blocks for transmission in the next round.

lim x 2 2H log Q x 1= 2k H 2 ; 4:9

Similar to the block-striping case, the worst-case delay will be experienced by the stripe that is being transmitted when the failure occurs, provided that (N S K ) K . The worst-case delay can be up to N F = k j + (N S 1) + N S = = (N S K ) TD TF R V TD Q + 2N S 1 Q (N S K ) RV (11.12)

that is,

Figure 12.7. Ionization source for CZE MS of protein analytes.6 [Reprinted, with permission, from R. D. Smith, J. A. Olivares, N. T. Nguyen, and H. R. Udseth, Anal. Chem. 60 (No. 5), 1988, 436 441. # 1988 by American Chemical Society.]

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