Calculate Finish Time Weighted Fair Queueing

Finish Time Weighted Fair Queueing Calculator & Guide :root { –primary-color: #004a99; –success-color: #28a745; –background-color: #f8f9fa; –text-color: #333; –border-color: #ddd; –card-background: #fff; –shadow: 0 2px 5px rgba(0,0,0,0.1); } body { font-family: 'Segoe UI', Tahoma, Geneva, Verdana, sans-serif; background-color: var(–background-color); color: var(–text-color); line-height: 1.6; margin: 0; padding: 0; } .container { max-width: 1000px; margin: 20px auto; padding: 20px; background-color: var(–card-background); border-radius: 8px; box-shadow: var(–shadow); } header { text-align: center; margin-bottom: 30px; padding-bottom: 20px; border-bottom: 1px solid var(–border-color); } header h1 { color: var(–primary-color); margin-bottom: 10px; } .calculator-section { margin-bottom: 40px; padding: 30px; background-color: var(–card-background); border-radius: 8px; box-shadow: var(–shadow); } .calculator-section h2 { color: var(–primary-color); text-align: center; margin-bottom: 25px; } .loan-calc-container { display: flex; 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Finish Time Weighted Fair Queueing Calculator

Understand and calculate network queueing performance with FTW.

FTW Queueing Calculator

The size of the data packet in bytes.
The arrival time of the packet as a Unix timestamp (seconds since epoch).
The time it takes to process this packet (e.g., transmission time).
A relative weight assigned to this queue. Higher weight means higher priority.
The virtual start time of the system or previous packet.

Calculation Results

Virtual Finish Time: —
Packet Service Weight: —
Queue Virtual Finish Time: —
Formula: VFT = max(AT, VST) + ST
PS = ST * PacketSize / (QueueWeight * 1000000)
QVFT = max(AT, VST) + PS

Virtual Finish Time Over Time

Visualizing how Virtual Finish Time changes with packet arrivals.

Sample Data Table

Packet ID Packet Size (Bytes) Arrival Time (Timestamp) Service Time (s) Queue Weight Virtual Start Time (Timestamp) Virtual Finish Time (Timestamp) Packet Service Weight Queue Virtual Finish Time (Timestamp)
Sample data illustrating FTW calculations.

What is Finish Time Weighted Fair Queueing (FTW)?

Finish Time Weighted Fair Queueing (FTW) is a sophisticated network scheduling algorithm designed to provide differentiated Quality of Service (QoS) to various traffic flows. Unlike simpler algorithms that might prioritize based solely on arrival time or a fixed priority level, FTW introduces a concept of "virtual time" to ensure fairness and predictable performance, especially in high-demand scenarios. It aims to give packets from higher-weighted queues a proportionally larger share of network resources, but in a way that prevents starvation of lower-weighted queues.

The core idea behind FTW is to assign a "virtual finish time" to each packet. This virtual finish time is not a real-world clock time but a calculated value that reflects the packet's position in the queue relative to its weight and the system's current virtual state. Packets with earlier virtual finish times are scheduled for transmission first. This mechanism ensures that while high-priority (high-weight) traffic gets served faster, low-priority traffic still eventually gets its turn, preventing it from being indefinitely delayed.

Who should use it: FTW is particularly relevant for network administrators, engineers, and developers managing complex networks where diverse applications with varying QoS requirements coexist. This includes enterprise networks, data centers, cloud infrastructure, and service provider networks. It's beneficial when you need to guarantee certain performance levels for critical applications (like VoIP or video conferencing) while still allowing less time-sensitive traffic (like bulk data transfers) to utilize available bandwidth.

Common misconceptions:

  • FTW is just a priority queue: While FTW does offer priority differentiation, it's more nuanced. It's not a strict priority system where lower priorities are completely ignored; it aims for weighted fairness.
  • FTW guarantees absolute bandwidth: FTW guarantees a *proportionate* share of bandwidth based on weights, not a fixed amount. Actual bandwidth depends on overall network congestion and the weights of all active flows.
  • FTW is overly complex to implement: While more complex than basic FIFO (First-In, First-Out), modern network hardware and software often have built-in support for FTW and similar weighted fair queueing algorithms, making implementation manageable.

FTW Formula and Mathematical Explanation

The calculation of Finish Time Weighted Fair Queueing (FTW) involves several key steps to determine the virtual finish time for each packet. The goal is to assign a timestamp that represents when a packet *would* finish service if the network were perfectly fair and allocated resources according to weights.

Core Formulas:

  1. Virtual Finish Time (VFT): This is the primary metric calculated for each packet. It represents the time at which the packet would conceptually finish its service, considering its arrival and the system's current virtual state.
    VFT = max(AT, VST) + ST
  2. Packet Service Weight (PS): This value normalizes the service time by the packet's weight and size, providing a measure of its "cost" in virtual time units. A common normalization factor (like 1,000,000) is used to keep values manageable.
    PS = (ST * PacketSize) / (QueueWeight * NormalizationFactor)
  3. Queue Virtual Finish Time (QVFT): This is the value often used for scheduling decisions. It's the time the packet would finish service in the queue, adjusted by its weight.
    QVFT = max(AT, VST) + PS

Variable Explanations:

  • Packet Size (PacketSize): The amount of data in the packet, typically measured in bytes. Larger packets require more service time.
  • Arrival Time (AT): The real-world timestamp when the packet arrives at the network interface or queue.
  • Service Time (ST): The time required to transmit or process the packet, often calculated as PacketSize / LinkBandwidth.
  • Queue Weight (QueueWeight): A configurable parameter assigned to a traffic class or queue. Higher weights indicate higher priority or a larger share of resources.
  • Virtual Start Time (VST): The virtual time at which the system (or the previous packet) became available to process the current packet. This is crucial for maintaining fairness over time. It's often updated based on the VFT of the previously served packet.
  • Normalization Factor: A large constant (e.g., 1,000,000) used to scale the Packet Service Weight calculation, preventing excessively small numbers and maintaining numerical stability.

Variables Table:

Variable Meaning Unit Typical Range
Packet Size Size of the data packet Bytes 1 to 1500+
Arrival Time (AT) Timestamp of packet arrival Seconds (Unix Timestamp) Varies (e.g., 1,600,000,000+)
Service Time (ST) Time to process/transmit packet Seconds 0.000001 to 0.1+
Queue Weight Priority/resource share factor Unitless 1 to 100+
Virtual Start Time (VST) System's virtual availability time Seconds (Virtual Timestamp) Varies, often similar to AT/VFT
Virtual Finish Time (VFT) Packet's conceptual finish time Seconds (Virtual Timestamp) Calculated, depends on inputs
Packet Service Weight (PS) Normalized service cost Virtual Seconds Calculated, depends on inputs
Queue Virtual Finish Time (QVFT) Scheduling time based on weight Seconds (Virtual Timestamp) Calculated, depends on inputs

Practical Examples (Real-World Use Cases)

Let's illustrate FTW with practical scenarios in network traffic management.

Example 1: Prioritizing VoIP Traffic

Consider a network where VoIP calls (high priority) and large file transfers (low priority) share a link. We want to ensure VoIP packets experience minimal delay.

  • Scenario: A VoIP packet arrives, followed shortly by a large file transfer packet.
  • Inputs:
    • VoIP Packet: Packet Size = 150 Bytes, Arrival Time = 1678886400, Service Time = 0.000015s, Queue Weight = 50
    • File Transfer Packet: Packet Size = 1500 Bytes, Arrival Time = 1678886401, Service Time = 0.00015s, Queue Weight = 1
    • Initial Virtual Start Time (VST): 1678886400
  • Calculation Walkthrough:
    1. VoIP Packet:
      • VST = 1678886400 (since AT >= VST)
      • VFT = max(1678886400, 1678886400) + 0.000015 = 1678886400.000015
      • PS = (0.000015 * 150) / (50 * 1000000) = 0.0000000000045
      • QVFT = max(1678886400, 1678886400) + 0.0000000000045 = 1678886400.0000000045
      • The VoIP packet finishes service virtually very early. The system's next VST becomes the VoIP packet's VFT: 1678886400.000015.
    2. File Transfer Packet:
      • AT = 1678886401, VST = 1678886400.000015
      • VFT = max(1678886401, 1678886400.000015) + 0.00015 = 1678886401 + 0.00015 = 1678886401.00015
      • PS = (0.00015 * 1500) / (1 * 1000000) = 0.000225
      • QVFT = max(1678886401, 1678886400.000015) + 0.000225 = 1678886401 + 0.000225 = 1678886401.000225
      • The file transfer packet finishes service virtually later.
  • Interpretation: The VoIP packet, despite arriving slightly later, gets a much earlier virtual finish time due to its high weight. The file transfer packet is scheduled after the VoIP packet, but its own service time and arrival time dictate its later finish time. FTW ensures the VoIP packet is prioritized.

Example 2: Managing Congestion with Weighted Classes

Imagine a router handling multiple traffic classes: Premium (weight 10), Standard (weight 5), and Best Effort (weight 1).

  • Scenario: Packets from different classes arrive close together.
  • Inputs:
    • Premium Packet: Size=500B, AT=1678886500, ST=0.00005s, Weight=10
    • Standard Packet: Size=1000B, AT=1678886500, ST=0.0001s, Weight=5
    • Best Effort Packet: Size=1500B, AT=1678886501, ST=0.00015s, Weight=1
    • Initial VST: 1678886500
  • Calculation Walkthrough (Simplified):
    1. Premium Packet: VFT ≈ 1678886500.00005, QVFT ≈ 1678886500.0000000005 (very early virtual finish)
    2. Standard Packet: VFT ≈ 1678886500.0001, QVFT ≈ 1678886500.000000002 (later than premium)
    3. Best Effort Packet: VFT ≈ 1678886501.00015, QVFT ≈ 1678886501.000000003 (significantly later)
  • Interpretation: FTW ensures that packets are served in the order of their calculated virtual finish times. The premium packet gets served first, followed by the standard packet, and finally the best-effort packet. The weights directly influence how quickly each packet progresses through the virtual queue, providing fair resource allocation proportional to the assigned weights. This prevents the best-effort traffic from monopolizing the queue when higher-priority traffic is present.

How to Use This FTW Calculator

This calculator helps you understand the dynamics of Finish Time Weighted Fair Queueing by allowing you to input key parameters and see the resulting virtual timestamps and performance metrics.

  1. Input Packet Details:
    • Packet Size (Bytes): Enter the size of the data packet you are analyzing.
    • Arrival Time (Timestamp): Input the Unix timestamp (seconds since January 1, 1970) when the packet arrived.
    • Service Time (Seconds): Provide the time required to process or transmit this specific packet. This is often derived from packet size and link bandwidth (PacketSize / Bandwidth).
    • Queue Weight: Assign a weight to the traffic class this packet belongs to. Higher numbers mean higher priority.
    • Virtual Start Time (Timestamp): Enter the virtual time the system was ready to process this packet. This is often the virtual finish time of the previously processed packet, or the arrival time if the system was idle.
  2. Calculate: Click the "Calculate FTW" button. The calculator will process your inputs using the FTW formulas.
  3. Review Results:
    • Main Result (Queue Virtual Finish Time): This is the primary output, indicating the scheduled time for the packet's service completion based on FTW logic. A lower value means it's scheduled earlier.
    • Intermediate Values: You'll see the calculated Virtual Finish Time (VFT) and Packet Service Weight (PS), which are crucial components of the FTW calculation.
    • Formula Explanation: A brief description of the formulas used is provided for clarity.
  4. Analyze the Chart: The dynamic chart visualizes how the Virtual Finish Time changes, helping you understand the impact of different inputs on queue scheduling.
  5. Examine the Table: The sample data table shows how FTW calculations apply to a sequence of packets, providing a broader context.
  6. Reset: Use the "Reset" button to clear the fields and return them to default values for a new calculation.
  7. Copy Results: Click "Copy Results" to copy the calculated metrics and key assumptions to your clipboard for documentation or sharing.

Decision-Making Guidance: Use this calculator to test different weighting schemes. For instance, see how increasing the weight of a critical application impacts its virtual finish time compared to other traffic. This helps in tuning network policies to meet specific QoS objectives.

Key Factors That Affect FTW Results

Several factors significantly influence the outcome of FTW calculations and, consequently, network performance. Understanding these is crucial for effective network management.

  1. Queue Weights: This is the most direct factor. Higher weights grant a proportionally larger share of network resources, leading to earlier virtual finish times and reduced perceived latency for high-priority traffic. Conversely, very low weights can lead to longer delays if the network is congested.
  2. Packet Size: Larger packets require more service time (ST). Since ST is a component of VFT and QVFT, larger packets naturally push back the virtual finish times. FTW attempts to mitigate unfairness caused by large packets by incorporating their size into the weighted service calculation.
  3. Link Bandwidth: While not a direct input, bandwidth determines the Service Time (ST). Higher bandwidth means lower ST for a given packet size, resulting in earlier virtual finish times and less impact on the queue. This is a fundamental aspect of network throughput.
  4. Arrival Rate vs. Service Rate: If packets arrive faster than the link can service them (high arrival rate, low service rate), the queue will grow, and Virtual Start Times (VST) will continuously increase. This congestion significantly impacts all virtual timestamps, pushing VFTs further into the future.
  5. Virtual Start Time (VST) Dynamics: The VST acts as the system's clock in the virtual domain. If the system is constantly busy serving packets, the VST will keep pace with the VFT of the last served packet. If the system becomes idle, the VST resets to the arrival time of the next packet, ensuring fairness is maintained after periods of low activity.
  6. Timestamp Precision and Synchronization: While FTW uses virtual timestamps, the accuracy of real-world arrival times (AT) and the calculation of service times (ST) depend on precise system clocks. In distributed systems, clock synchronization issues can subtly affect fairness calculations.
  7. Network Latency and Jitter: Although FTW primarily manages queueing delay, the underlying physical network latency and jitter affect the actual packet delivery time. FTW aims to make the *queueing* delay predictable and fair, but it cannot eliminate inherent transmission delays or variations.
  8. Flow Complexity: In real networks, multiple flows with varying weights and packet sizes interact. The cumulative effect of these interactions determines the overall queue behavior and the effectiveness of the FTW implementation.

Frequently Asked Questions (FAQ)

Q1: How does FTW differ from Weighted Fair Queueing (WFQ)?

FTW is a specific implementation or variation of WFQ. While WFQ generally aims to provide service proportional to weights, FTW often focuses on calculating a "virtual finish time" for each packet, using this metric for scheduling. The core principle of weighted fairness is shared, but the exact calculation and scheduling trigger might differ.

Q2: Can FTW guarantee zero packet loss?

No. FTW is a scheduling algorithm; it manages the order of packet transmission. It does not inherently provide mechanisms for buffer management or congestion control that prevent packet loss. If the output buffer overflows due to sustained congestion, packets will still be dropped.

Q3: What is the typical normalization factor used in FTW?

A common normalization factor is 1,000,000 (one million). This value is chosen to scale the 'Packet Service Weight' calculation, preventing excessively small numbers and maintaining numerical precision. The exact factor can sometimes be adjusted based on specific network requirements.

Q4: How is Service Time (ST) typically calculated?

Service Time (ST) is usually calculated based on the packet's size and the link's bandwidth: ST = Packet Size / Link Bandwidth. For example, a 1500-byte packet on a 100 Mbps link would have an ST of approximately 1500 bytes * 8 bits/byte / 100,000,000 bits/second = 0.00012 seconds.

Q5: What happens if all packets have the same weight?

If all packets have the same weight, FTW effectively degenerates into a fair queueing algorithm like Stochastic Fair Queueing (SFQ) or Virtual Clock, where service is primarily based on arrival time and service time, ensuring fairness among all flows without preferential treatment.

Q6: Can FTW handle variable packet sizes effectively?

Yes, FTW is designed to handle variable packet sizes. The calculation explicitly incorporates packet size into the service time and the weighted service calculation, ensuring that larger packets don't unfairly dominate the queue, especially when combined with appropriate weights.

Q7: Is FTW suitable for real-time traffic like video streaming?

Yes, FTW is well-suited for real-time traffic. By assigning higher weights to real-time flows (like VoIP or video), network administrators can ensure these applications receive preferential treatment, minimizing jitter and latency, which are critical for a good user experience.

Q8: How does FTW relate to Quality of Service (QoS)?

FTW is a mechanism used to implement Quality of Service (QoS) policies. It allows network administrators to define different service levels for different types of traffic based on configurable weights, ensuring that critical applications receive the performance they need while maintaining fairness across all network users.

Related Tools and Internal Resources

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var packetSizeInput = document.getElementById('packetSize'); var arrivalTimeInput = document.getElementById('arrivalTime'); var serviceTimeInput = document.getElementById('serviceTime'); var queueWeightInput = document.getElementById('queueWeight'); var virtualStartTimeInput = document.getElementById('virtualStartTime'); var packetSizeError = document.getElementById('packetSizeError'); var arrivalTimeError = document.getElementById('arrivalTimeError'); var serviceTimeError = document.getElementById('serviceTimeError'); var queueWeightError = document.getElementById('queueWeightError'); var virtualStartTimeError = document.getElementById('virtualStartTimeError'); var mainResultDisplay = document.querySelector('.main-result'); var virtualFinishTimeDisplay = document.getElementById('virtualFinishTime'); var packetServiceWeightDisplay = document.getElementById('packetServiceWeight'); var queueVirtualFinishTimeDisplay = document.getElementById('queueVirtualFinishTime'); var copyResultArea = document.getElementById('copyResultArea'); var chart; var chartData = { labels: [], datasets: [{ label: 'Virtual Finish Time (VFT)', data: [], borderColor: 'var(–primary-color)', backgroundColor: 'rgba(0, 74, 153, 0.1)', fill: false, tension: 0.1 }, { label: 'Queue Virtual Finish Time (QVFT)', data: [], borderColor: 'var(–success-color)', backgroundColor: 'rgba(40, 167, 69, 0.1)', fill: false, tension: 0.1 }] }; var tableBody = document.querySelector('#sampleDataTable tbody'); var packetCounter = 1; var currentVST = 0; // Initialize current VST function validateInput(inputElement, errorElement, minValue, maxValue) { var value = parseFloat(inputElement.value); var errorMsg = ""; if (isNaN(value)) { errorMsg = "Please enter a valid number."; } else if (value maxValue) { errorMsg = "Value exceeds maximum limit."; } errorElement.textContent = errorMsg; return errorMsg === ""; } function calculateFTW() { var isValid = true; isValid &= validateInput(packetSizeInput, packetSizeError, 0); isValid &= validateInput(arrivalTimeInput, arrivalTimeError, 0); isValid &= validateInput(serviceTimeInput, serviceTimeError, 0); isValid &= validateInput(queueWeightInput, queueWeightError, 1); // Weight should be at least 1 isValid &= validateInput(virtualStartTimeInput, virtualStartTimeError, 0); if (!isValid) { return; } var packetSize = parseFloat(packetSizeInput.value); var arrivalTime = parseFloat(arrivalTimeInput.value); var serviceTime = parseFloat(serviceTimeInput.value); var queueWeight = parseFloat(queueWeightInput.value); var virtualStartTime = parseFloat(virtualStartTimeInput.value); var normalizationFactor = 1000000; // Common normalization factor // Ensure VST is at least the arrival time if the system was idle var effectiveVST = Math.max(arrivalTime, virtualStartTime); // Calculate Virtual Finish Time (VFT) var vft = effectiveVST + serviceTime; // Calculate Packet Service Weight (PS) var ps = (serviceTime * packetSize) / (queueWeight * normalizationFactor); // Calculate Queue Virtual Finish Time (QVFT) var qvft = effectiveVST + ps; // Update results display mainResultDisplay.textContent = qvft.toFixed(10); // Display QVFT with high precision virtualFinishTimeDisplay.textContent = "Virtual Finish Time (VFT): " + vft.toFixed(10); packetServiceWeightDisplay.textContent = "Packet Service Weight (PS): " + ps.toFixed(10); queueVirtualFinishTimeDisplay.textContent = "Queue Virtual Finish Time (QVFT): " + qvft.toFixed(10); // Store results for table and chart var packetData = { id: packetCounter++, packetSize: packetSize, arrivalTime: arrivalTime, serviceTime: serviceTime, queueWeight: queueWeight, virtualStartTime: virtualStartTime, // Store original VST input vft: vft, ps: ps, qvft: qvft }; // Add to table var row = tableBody.insertRow(); row.innerHTML = ` ${packetData.id} ${packetData.packetSize} ${packetData.arrivalTime} ${packetData.serviceTime.toFixed(6)} ${packetData.queueWeight} ${packetData.virtualStartTime} ${packetData.vft.toFixed(10)} ${packetData.ps.toFixed(10)} ${packetData.qvft.toFixed(10)} `; // Add to chart data chartData.labels.push(`Packet ${packetData.id}`); chartData.datasets[0].data.push(packetData.vft); chartData.datasets[1].data.push(packetData.qvft); // Update chart if (chart) { chart.update(); } // Update the virtual start time for the next packet calculation // The next packet's VST should be the VFT of the current packet if it arrived after VST, // or its own arrival time if it arrived before the system was ready. // However, for simplicity in this single-packet calculator, we'll just update the input field // to reflect the calculated VFT, simulating a sequential processing. // A more complex simulation would manage a queue and track the actual system VST. virtualStartTimeInput.value = vft.toFixed(10); // Set next VST to current VFT currentVST = vft; // Update internal tracker // Prepare copyable text copyResultArea.innerHTML = `

FTW Calculation Results

Packet Details:
  • Packet Size: ${packetData.packetSize} Bytes
  • Arrival Time: ${packetData.arrivalTime}
  • Service Time: ${packetData.serviceTime.toFixed(6)} s
  • Queue Weight: ${packetData.queueWeight}
  • Virtual Start Time: ${packetData.virtualStartTime}
Calculated Metrics:
  • Virtual Finish Time (VFT): ${packetData.vft.toFixed(10)}
  • Packet Service Weight (PS): ${packetData.ps.toFixed(10)}
  • Queue Virtual Finish Time (QVFT): ${packetData.qvft.toFixed(10)}
Formula Used: VFT = max(AT, VST) + ST; PS = (ST * PacketSize) / (QueueWeight * 1000000); QVFT = max(AT, VST) + PS `; } function resetCalculator() { packetSizeInput.value = 1000; arrivalTimeInput.value = 1678886400; serviceTimeInput.value = 0.001; queueWeightInput.value = 10; virtualStartTimeInput.value = 1678886400; // Reset to initial VST packetSizeError.textContent = ""; arrivalTimeError.textContent = ""; serviceTimeError.textContent = ""; queueWeightError.textContent = ""; virtualStartTimeError.textContent = ""; mainResultDisplay.textContent = "–"; virtualFinishTimeDisplay.textContent = "Virtual Finish Time (VFT): –"; packetServiceWeightDisplay.textContent = "Packet Service Weight (PS): –"; queueVirtualFinishTimeDisplay.textContent = "Queue Virtual Finish Time (QVFT): –"; // Clear table and chart data tableBody.innerHTML = "; chartData.labels = []; chartData.datasets[0].data = []; chartData.datasets[1].data = []; if (chart) { chart.update(); } packetCounter = 1; currentVST = 0; // Reset VST tracker copyResultArea.innerHTML = "; } function copyResults() { var textToCopy = copyResultArea.innerText; if (!textToCopy || textToCopy.trim() === "") { // If copy area is empty, construct text from current displayed results var currentQVFT = mainResultDisplay.textContent; var currentVFT = virtualFinishTimeDisplay.textContent.replace("Virtual Finish Time (VFT): ", ""); var currentPS = packetServiceWeightDisplay.textContent.replace("Packet Service Weight (PS): ", ""); var currentQueueQVFT = queueVirtualFinishTimeDisplay.textContent.replace("Queue Virtual Finish Time (QVFT): ", ""); var currentPacketSize = packetSizeInput.value; var currentArrivalTime = arrivalTimeInput.value; var currentServiceTime = serviceTimeInput.value; var currentQueueWeight = queueWeightInput.value; var currentVSTInput = virtualStartTimeInput.value; textToCopy = `

FTW Calculation Results

Packet Details:
  • Packet Size: ${currentPacketSize} Bytes
  • Arrival Time: ${currentArrivalTime}
  • Service Time: ${currentServiceTime} s
  • Queue Weight: ${currentQueueWeight}
  • Virtual Start Time: ${currentVSTInput}
Calculated Metrics:
  • Virtual Finish Time (VFT): ${currentVFT}
  • Packet Service Weight (PS): ${currentPS}
  • Queue Virtual Finish Time (QVFT): ${currentQueueQVFT}
Formula Used: VFT = max(AT, VST) + ST; PS = (ST * PacketSize) / (QueueWeight * 1000000); QVFT = max(AT, VST) + PS`; } var tempTextArea = document.createElement("textarea"); tempTextArea.value = textToCopy; document.body.appendChild(tempTextArea); tempTextArea.select(); try { document.execCommand("copy"); alert("Results copied to clipboard!"); } catch (err) { console.error("Failed to copy results: ", err); alert("Failed to copy results. Please copy manually."); } document.body.removeChild(tempTextArea); } // Chart Initialization function initChart() { var ctx = document.getElementById('ftwChart').getContext('2d'); chart = new Chart(ctx, { type: 'line', data: chartData, options: { responsive: true, maintainAspectRatio: false, scales: { x: { title: { display: true, text: 'Packet Sequence' } }, y: { title: { display: true, text: 'Virtual Time (Seconds)' } } }, plugins: { tooltip: { mode: 'index', intersect: false }, legend: { position: 'top' } }, hover: { mode: 'index', intersect: false } } }); } // Initial calculation and chart setup on load document.addEventListener('DOMContentLoaded', function() { // Set initial VST value from input currentVST = parseFloat(virtualStartTimeInput.value); calculateFTW(); // Perform initial calculation initChart(); // Initialize chart after initial data is ready }); // Add event listeners for real-time updates (optional, but good UX) var inputs = document.querySelectorAll('.loan-calc-container input'); inputs.forEach(function(input) { input.addEventListener('input', function() { // Clear previous results and errors on input change mainResultDisplay.textContent = "–"; virtualFinishTimeDisplay.textContent = "Virtual Finish Time (VFT): –"; packetServiceWeightDisplay.textContent = "Packet Service Weight (PS): –"; queueVirtualFinishTimeDisplay.textContent = "Queue Virtual Finish Time (QVFT): –"; var errorElements = document.querySelectorAll('.error-message'); errorElements.forEach(function(el) { el.textContent = ""; }); // Optionally, trigger calculation on input change if desired, or wait for button click // calculateFTW(); }); });

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