Understanding Deadlock Avoidance Techniques Using JavaScript Simulations

In the world of operating systems, deadlocks can be a nightmare for developers and system administrators. A deadlock occurs when a group of processes become stuck, waiting indefinitely for resources that are held by each other. Deadlocks can lead to system inefficiencies, performance degradation, and system failure if not handled properly.

To prevent deadlocks, operating systems use deadlock avoidance techniques, which anticipate the possibility of a deadlock and take action to avoid it before it occurs. In this blog, we’ll explore key deadlock avoidance techniques and simulate them using JavaScript to understand their working in a more interactive way.

 What is Deadlock and How Does It Occur?

A deadlock occurs in a system when multiple processes hold resources and wait for others to release the resources they need. The four necessary conditions that cause a deadlock are:

  1. Mutual Exclusion: Only one process can hold a resource at a time.

  2. Hold and Wait: A process holding at least one resource is waiting for additional resources held by other processes.

  3. No Preemption: Resources cannot be forcibly taken from a process.

  4. Circular Wait: A set of processes are waiting on each other in a circular chain.

When writing simulations in JavaScript, understanding how this keyword in JavaScript works is crucial. It refers to the object that is currently executing the code and behaves differently depending on where it is used. In our simulations, we’ll leverage this behavior to dynamically allocate and manage processes and resources.

To prevent deadlocks, operating systems often use deadlock avoidance techniques that ensure a system never enters an unsafe state.

 Deadlock Avoidance Techniques: An Overview

There are two primary techniques to avoid deadlocks:

1. Banker’s Algorithm

  • Banker’s Algorithm works by evaluating each resource request and determining if granting the request will leave the system in a safe state.

  • The system is in a safe state if it can allocate resources to all processes without entering a deadlock.

2. Resource Allocation Graph (RAG)

  • RAG models processes and resources as nodes in a graph.

  • If the resulting graph after allocating a resource creates a cycle, the system predicts a deadlock and denies the allocation request.

In the next sections, we will simulate these techniques using JavaScript to help visualize and understand their behavior.

 Simulating Deadlock Avoidance Using JavaScript

To better understand these techniques, we’ll create a simple JavaScript-based simulation that models processes and resources to detect and avoid deadlocks.

JavaScript Setup for Simulation

We will define basic JavaScript classes for processes and resources:

class Process {

    constructor(id, maxDemand) {

        this.id = id;

        this.maxDemand = maxDemand;  // Maximum resources needed

        this.allocated = 0;         // Initially allocated resources

    }

    

    requestResource(request) {

        return request <= (this.maxDemand - this.allocated);

    }

}


class Resource {

    constructor(total) {

        this.total = total;

        this.available = total;

    }


    allocate(request) {

        if (request <= this.available) {

            this.available -= request;

            return true;

        }

        return false;

    }


    release(amount) {

        this.available += amount;

    }

}

When building simulations, understanding resource requests and allocations is crucial. In this simulation, we’ll dynamically manage resources to check whether the system enters a safe state or not.

Simulating Banker’s Algorithm Using JavaScript

Let’s simulate Banker’s Algorithm to check if granting a process’s resource request leaves the system in a safe state.

 Banker’s Algorithm Logic

  1. Check if the request is less than or equal to the available resources.

  2. Temporarily allocate resources and check if the system remains in a safe state.

  3. If yes, grant the request; otherwise, deny it.

function isSafeState(processes, available) {

    let work = available.slice();

    let finish = new Array(processes.length).fill(false);


    let safeSeq = [];

    while (safeSeq.length < processes.length) {

        let found = false;

        

        for (let i = 0; i < processes.length; i++) {

            if (!finish[i] && processes[i].maxDemand - processes[i].allocated <= work[0]) {

                work[0] += processes[i].allocated;

                finish[i] = true;

                safeSeq.push(processes[i].id);

                found = true;

            }

        }

        

        if (!found) {

            return false;

        }

    }

    console.log(`System is in a safe state. Safe sequence: ${safeSeq}`);

    return true;

}


function bankerAlgorithm(processes, available, processIndex, request) {

    if (processes[processIndex].requestResource(request) && available[0] >= request) {

        // Temporarily allocate resources

        available[0] -= request;

        processes[processIndex].allocated += request;


        // Check if the system is still in a safe state

        if (isSafeState(processes, available)) {

            console.log(`Request granted to Process ${processIndex}`);

            return true;

        } else {

            // Rollback

            available[0] += request;

            processes[processIndex].allocated -= request;

            console.log(`Request denied to avoid unsafe state.`);

        }

    } else {

        console.log(`Invalid request by Process ${processIndex}`);

    }

    return false;

}

 Running the Simulation

let processes = [new Process(0, 7), new Process(1, 5), new Process(2, 3)];

let available = [10];


bankerAlgorithm(processes, available, 0, 5);  // Simulate process request

 Understanding Deadlock in OS Through Graph-Based Simulation

When we talk about Deadlock in OS, a resource allocation graph (RAG) helps us visualize the process-resource relationship. We can represent processes and resources as nodes and dynamically update the graph based on the allocation.

 Simulating RAG with JavaScript

class RAG {

    constructor() {

        this.graph = {};

    }


    addProcess(process) {

        this.graph[process] = [];

    }


    addResource(resource, instances) {

        this.graph[resource] = Array(instances).fill(null);

    }


    allocateResource(process, resource) {

        for (let i = 0; i < this.graph[resource].length; i++) {

            if (this.graph[resource][i] === null) {

                this.graph[resource][i] = process;

                this.graph[process].push(resource);

                return true;

            }

        }

        return false;

    }


    detectCycle() {

        let visited = new Set();

        let stack = new Set();


        const dfs = (node) => {

            if (!this.graph[node]) return false;

            if (stack.has(node)) return true;

            if (visited.has(node)) return false;


            visited.add(node);

            stack.add(node);


            for (let neighbor of this.graph[node]) {

                if (neighbor && dfs(neighbor)) {

                    return true;

                }

            }

            stack.delete(node);

            return false;

        };


        for (let node in this.graph) {

            if (dfs(node)) {

                console.log(`Deadlock detected involving ${node}`);

                return true;

            }

        }

        console.log("No deadlock detected.");

        return false;

    }

}

 Simulating Deadlock Avoidance in Action

To demonstrate deadlock avoidance, we’ll simulate process requests and resource allocations and check for cycles in the graph.

let rag = new RAG();

rag.addProcess("P1");

rag.addProcess("P2");

rag.addResource("R1", 1);


rag.allocateResource("P1", "R1");

rag.allocateResource("P2", "R1");  // Deadlock likely to occur here


rag.detectCycle();

The above code allocates resources and checks for deadlocks dynamically. If a cycle is detected, it alerts the user, indicating a deadlock.

 Conclusion

Deadlock avoidance is an essential aspect of operating system design to ensure efficient process synchronization and resource allocation. By simulating Banker’s Algorithm and Resource Allocation Graph using JavaScript, we can visualize and understand how these techniques work to prevent deadlocks.

 Key Takeaways:

  • Banker’s Algorithm ensures that the system remains in a safe state by predicting potential deadlocks.

  • Resource Allocation Graph (RAG) models process-resource relationships and detects cycles to prevent deadlocks.

Simulating these techniques using JavaScript, along with an JavaScript compiler, provides a hands-on way to learn complex operating system concepts.


author

Chris Bates



STEWARTVILLE

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