Disk Basics

Duration: 32 min

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This lecture introduces disk storage fundamentals, progressing from general secondary and optical storage to the internal mechanics of magnetic hard disk drives (HDDs) and finally to quantitative access-time calculations. The instructor begins by defining secondary storage as non-volatile, permanent, and high-capacity, contrasting it with RAM. Examples include HDDs, SSDs, magnetic tape, and optical media such as CDs, DVDs, and Blu-ray discs. The lesson then focuses on magnetic disks, explaining that data is stored magnetically on rotating platters and organized into tracks, sectors, and cylinders. Using a labeled HDD diagram and hand-drawn concentric-circle diagrams, the instructor maps physical components—platters, spindles, read/write heads, and actuator arms—to logical structures. A worked example with two platters shows that the number of surfaces equals 2 × 2 = 4, distinguishing upper and lower surfaces. The lecture then introduces logical blocks and Logical Block Addresses (LBA), stating that a logical block is the smallest unit of data transfer and that logical blocks are mapped to physical sectors in a defined order: track, cylinder, then next cylinder. Finally, the instructor defines disk access time as seek time plus rotational latency plus data transfer time plus controller overhead. Using a 6000 RPM disk, the rotation time is calculated as 60 / 6000 = 0.01 seconds, or 10 ms per rotation, and average rotational latency is half of that. A sample problem with seek time 8 ms, transfer time 2 ms, and overhead 1 ms is set up to compute total data access time.

Chapters

  1. 0:00 – 2:00 00:00-02:00

    The lecture opens with a 'Storage Basics' slide defining secondary storage as used to store data permanently, non-volatile so data remains when power is off, and providing large storage capacity. The instructor underlines 'permanently' and writes 'Unlike RAM' in pink ink to contrast secondary storage with primary memory. Examples shown include Hard Disk (HDD), Solid State Drive (SSD), and Magnetic Tape, alongside optical storage devices such as CD, DVD, and Blu-ray Disc. The instructor points to the optical storage section and notes that it is a direct-access device, using arrows to connect text descriptions to the corresponding device images.

  2. 2:00 – 5:00 02:00-05:00

    The instructor continues annotating the storage basics slide, highlighting 'non-volatile' and adding handwritten notes about SSD capacities such as 1TB, 2TB, and 3TB. Magnetic tape is circled among the secondary storage examples. The lesson then transitions to a new slide titled 'Magnetic Disk,' which states that magnetic disks provide a large part of secondary storage, that the Hard Disk Drive (HDD) is the most common magnetic disk, and that data is stored magnetically on rotating platters. A labeled HDD diagram appears showing the Platter, Spindle, Read/Write Head, and Actuator Arm, with a magnified inset of concentric rings labeled Track and Sector and a stacked-platter graphic tagged Cylinder.

  3. 5:00 – 10:00 05:00-10:00

    The instructor points to the exploded HDD diagram and underlines key phrases in pink, including 'magnetic disk' on the second bullet. The magnified inset shows concentric rings labeled Track and Sector beside a platter stack labeled Cylinder, with pink handwritten notes. To clarify disk organization, the instructor draws a pink concentric-circle diagram on the board and adds an arrow labeled 'Track.' This visual bridge connects the physical platter layout to the logical arrangement of data, emphasizing that tracks are concentric rings on a disk surface and sectors divide each track into smaller units.

  4. 10:00 – 15:00 10:00-15:00

    At the interactive whiteboard, the instructor draws a pink target-like diagram labeled 'Tracks' and 'Sector.' He writes 'No of Platters = 2' and calculates 'No of Surfaces = 2 x 2 = 4,' then sketches two pairs of concentric circles bracketed as 'Platter 0' and 'Platter 1,' labeling each pair with Upper Surface and Lower Surface. The slide states that a disk is organized into Tracks, Sectors, and Cylinders, and notes that an HDD contains moving parts such as platters and read/write heads. The cylinder concept is reinforced visually as a stack of corresponding tracks across multiple platters.

  5. 15:00 – 20:00 15:00-20:00

    The lecture moves to a slide titled 'Logical Blocks and LBA,' which states that a logical block is the smallest unit of data transfer. A 'Magnetic Disk Structure' diagram labels Track, Read/Write Head, and Actuator Arm. A Block-to-LBA table maps Block 0 through Block 5 to LBA 0 through LBA 5, and a 'Mapping Order' column shows Track, Cylinder, then Next Cylinder. A right-hand 'Key Points' panel lists numbered points including that logical blocks are mapped to the physical sectors of the disk. The instructor then turns to the whiteboard and draws concentric circles in pink marker, repeating the pattern as two sets labeled 'Upper Side' and 'Lower Side,' joined by a bracket marked 'Platters.'

  6. 20:00 – 25:00 20:00-25:00

    The instructor explains the mapping of logical blocks to physical sectors on the whiteboard, using the 'Logical Blocks and LBA' slide with its magnetic disk structure diagram and mapping order. He then introduces 'Disk Access Time,' defining seek time and rotational latency as the main components of access delay. On the whiteboard he writes formulas: '1 Rotation Time = 60 / RPM seconds' and 'Average Rotational Latency = 1/2 x Rotation Time.' A hand-drawn disk rotation diagram illustrates how the read/write head must wait for the desired sector to rotate into position, making average latency half of one full rotation.

  7. 25:00 – 30:00 25:00-30:00

    The instructor applies the access-time formulas to a concrete example. A slide shows circled terms 'Seek Time' and 'Rotational Latency,' a hand-drawn concentric disk diagram, and the note 'Rotational Speed = 6000 RPM.' A question slide states that a disk has a rotational speed of 6000 RPM, with seek time 8 ms, transfer time 2 ms, and controller overhead 1 ms. In pink marker the instructor computes '1 Sec = 6000/60 = 100' rotations per second and a round time of '10ms,' establishing the rotation period needed to find average rotational latency.

  8. 30:00 – 32:26 30:00-32:26

    The final segment consolidates the access-time calculation. The slide presents the formula 'Data Access Time = Seek Time + Rotational Latency + Data Transfer + Overhead.' Using the 6000 RPM disk, one rotation takes 10 ms, so average rotational latency is 5 ms. The instructor combines the given values—seek time 8 ms, average rotational latency 5 ms, transfer time 2 ms, and overhead 1 ms—to compute total data access time. This worked example ties together the physical disk structure, logical block mapping, and timing formulas introduced earlier in the lecture.

The lecture builds a coherent model of disk storage from abstract to quantitative. It starts by situating secondary storage within the memory hierarchy: non-volatile, permanent, and high-capacity, with HDDs, SSDs, tape, and optical media as examples. The focus then narrows to magnetic disks, where the physical components (platters, spindle, read/write head, actuator arm) are mapped to logical structures (tracks, sectors, cylinders). The two-platter example clarifies that each platter has an upper and lower surface, giving four surfaces total. Logical blocks and LBA provide the software-visible abstraction: a logical block is the smallest transfer unit, mapped to physical sectors in track-cylinder-next cylinder order. The quantitative portion defines disk access time as seek time plus rotational latency plus transfer time plus overhead, with rotation time equal to 60/RPM seconds and average rotational latency half of that. The 6000 RPM example yields a 10 ms rotation and 5 ms average latency, which is then added to the given seek, transfer, and overhead values. For exam revision, students should remember the definitions of non-volatile secondary storage, the track-sector-cylinder hierarchy, the LBA mapping order, and the access-time formula with its RPM-based latency calculation.

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