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The simplifying assumption made here, that processing time is linearly related to track position and does not depend on the number of requests per cylinder, is valid only when the average number of requests per cylinder during a scan is 1, or at least much less than the number of blocks or sectors on a track, so that no additional rotational latency accrues SSTF, SCAN, and CSCAN may still fail to move the access arm for a long time If, for instance, two processes have high access rates to one cylinder, they can monopolize the entire device by interleaving High-density multisurface disks are more likely to be a ected by this characteristic than disks with a low capacity per cylinder To avoid forgetting requests for long periods, the request queues may be segmented, and one segment processed completely before any requests from the next segment are taken This approach is re ned in the N-step-SCAN and the FSCAN policies The N-step-SCAN places requests into subqueues of length N Within a subqueue requests are processed using the SCAN policy If fewer than N requests are ready at the end of a cycle, all of them are processed as a cycle With a large value of N , the performance of the N-step-SCAN approaches the performance of SCAN, while with N = 1, the service is equal to FIFO The scan has only to cover the range required for the N subqueue requests User response time within a group of N requests might be best if SSTF were used within a cycle Policies which leave the arm at the end of a cycle in an extreme position will contribute to the performance of the next cycle FSCAN is an implementation of an N-step-SCAN which uses as N the total length of the queue when a cycle commences, and defers all arrivals during the cycle to the next cycle FSCAN shows improved e ciency as the load increases over CSCAN The maximum queue length, however, increases to the number of arrivals per cycle For the values used in Fig 6-12 the average queue length becomes 15j/2 = 15 200/2 = 150 entries An Eschenbach scan extends the optimization used for a cylinder of a disk to the entire disk area This is done by limiting the time to be spent at each cylinder position A cylinder with a queue may be allotted between 1 k rotations, where k is the number of tracks on the cylinder A parameter, E, is used to indicate the order of the Eschenbach scan An order E = k scan will obtain all the blocks from a cylinder position and is hence similar to a CSCAN, except that incremental requests requiring more than k revolutions will not be serviced in the current cycle A small parameter of E (1, 2, ) will obtain blocks while the queue for the cylinder is still relatively long and will hence deal with higher average sector densities Example 6-14 shows the e ect of the Eschenbach scheme applied to the single cylinder shown in Fig 6-11 The results do not account for the small probability of new arrivals for this cylinder during its processing It is obvious that the Eschenbach scheme trades longer queues and greater waiting times for the capability to provide a very high utilization rate It is clear that a high device-utilization rate will provide, at an equal request rate, better aggregate service to the user For an Eschenbach scheme to be e ective, the request rates will be high This method has been used more in message switching and in.

the collection of transactions for subsequent batch processing than in the area of standard le services

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Figure 811: EGI Strategic Position Chart (One year ago and today)

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