Core CS

First-Come First-Served (FCFS)

First-Come, First-Served (FCFS) is the simplest non-preemptive CPU scheduling algorithm, operating strictly on a standard FIFO (First-In, First-Out) queue mechanism. The process that requests the CPU first gets allocated the CPU first, running to completion or until it initiates I/O before yielding control. While straightforward to implement with negligible scheduling overhead, FCFS frequently suffers from high average waiting times and the "convoy effect," where short, I/O-bound tasks get stuck waiting behind long, CPU-bound processes.

<h2><p><b>Definition & Key Characteristics</b></p><p>In FCFS scheduling, when a process enters the ready queue, its Process Control Block (PCB) is linked to the tail of the queue. The CPU scheduler continuously dispatches the process at the head of the queue.</p><ul><li><p><b>Scheduling Type:</b> Strictly <b>non-preemptive</b>. Once the CPU is allocated to a process, it holds the CPU until it terminates or voluntarily blocks for I/O.</p></li><li><p><b>Data Structure:</b> Managed using a standard FIFO queue.</p></li><li><p><b>Convoy Effect:</b> If a process with a large burst time arrives first, all subsequent short processes are forced to wait, leading to poor CPU and device utilization.</p></li><li><p><b>Fairness:</b> Starvation-free because every arriving process is guaranteed to execute once preceding processes finish.</p></li><li><p><b>Performance:</b> Highly sensitive to arrival order; overall average waiting time (AWT) and turnaround time (TAT) are generally suboptimal compared to Shortest Job First (SJF).</p></li></ul></h2><h3>Example Problem</h3><div>Five processes P1, P2, P3, P4 and P5 arrive in the ready queue at different times. Their Arrival Times (AT) and Burst Times (BT) are 6,3,4,1,2 and 1,3,2,4,5, Calculate the individual Completion Time (CT), Turnaround Time (TAT), Waiting Time (WT), <strong>Average TAT</strong>, and <strong>Average WT</strong>.</div><div><br></div><div><br></div><div><img 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