Torque Converter Stall Calculator

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Torque Converter Stall Calculator

Torque Converter Stall Calculator

Maximum torque produced by your engine.
The engine speed where peak torque is achieved.
Ratio of turbine speed to impeller speed at stall (e.g., 2.0, 2.5).
The numerical ratio of the selected gear (e.g., 3.55 for a 3.55:1 gear).
The overall diameter of your tire.
The final drive ratio in your differential.

Calculation Results

Stall RPM: Estimated engine RPM at converter stall
Torque Multiplication: Ratio of output torque to input torque at stall
Output Torque at Stall: Estimated torque at the transmission output shaft
Wheel Torque at Stall: Estimated torque at the drive wheels
Formula Used:

Stall RPM: Calculated using the engine torque, RPM, and stall ratio. The exact formula can be complex and depends on converter design, but a simplified approximation relates engine RPM to stall ratio. A common simplified approach is: Stall RPM = Engine RPM at Peak Torque / Torque Converter Stall Ratio.

Torque Multiplication: This is a characteristic of the torque converter itself. It's typically highest at stall and decreases as speeds equalize. A common approximation for peak multiplication is related to the stall ratio: Torque Multiplication ≈ Stall Ratio + 1.

Output Torque at Stall: Engine Torque * Torque Multiplication.

Wheel Torque at Stall: Output Torque at Stall * Transmission Gear Ratio * Rear Axle Ratio.

Torque Converter Stall Characteristics
Parameter Value Unit Description
Engine Torque lb-ft Max engine torque
Engine RPM (Peak Torque) RPM Engine speed at peak torque
Stall Ratio Ratio Converter's speed ratio at stall
Gear Ratio Ratio Selected gear ratio
Rear Axle Ratio Ratio Final drive ratio
Tire Diameter inches Overall tire diameter
Calculated Stall RPM RPM Engine speed at stall
Calculated Torque Multiplication Ratio Converter's torque gain
Calculated Output Torque lb-ft Torque at transmission output
Calculated Wheel Torque lb-ft Torque at drive wheels

Torque Converter Performance Curve (Estimated)

What is a Torque Converter Stall Speed Calculator?

A torque converter stall speed calculator is a specialized tool designed for automotive enthusiasts, tuners, and mechanics to estimate and understand the performance characteristics of a vehicle's torque converter, particularly its stall speed. The torque converter is a fluid coupling that sits between the engine and the transmission in vehicles with automatic transmissions. It allows the engine to continue running when the vehicle is stopped and multiplies torque during acceleration.

The "stall speed" of a torque converter refers to the maximum engine RPM the converter will allow before it starts to couple the engine and transmission more directly. It's not a hard limit but rather a point where the converter's efficiency significantly drops, and further increases in engine RPM at a standstill become less effective at transmitting power.

Who should use it? This calculator is invaluable for anyone modifying their vehicle's powertrain, especially those upgrading their engine, transmission, or differential. It helps in selecting the right torque converter for a specific application, whether for drag racing, street performance, towing, or general driving. Understanding stall speed is crucial for optimizing launch characteristics and ensuring the engine's powerband aligns with the converter's performance.

Common misconceptions: A frequent misunderstanding is that stall speed is a fixed, absolute limit. In reality, it's an estimate based on converter design and engine characteristics. Another misconception is that a higher stall speed is always better; this is only true if the engine produces peak torque at a higher RPM and the vehicle's intended use (like drag racing) benefits from a higher launch RPM. For daily driving or towing, a lower stall speed often provides better drivability and efficiency.

Torque Converter Stall Speed Calculator Formula and Mathematical Explanation

The core of the torque converter stall speed calculator involves estimating several key performance metrics. While precise torque converter behavior is complex and influenced by fluid dynamics, internal design, and specific operating conditions, we can use widely accepted formulas and approximations to get a good estimate.

Key Formulas and Variables

The primary outputs of our calculator are Stall RPM, Torque Multiplication, Output Torque at Stall, and Wheel Torque at Stall.

1. Stall RPM Calculation

The stall speed is fundamentally related to the torque converter's internal design and the engine's characteristics. A simplified, commonly used approximation for estimating the engine RPM at which the converter will "stall" is:

Stall RPM = Engine RPM at Peak Torque / Torque Converter Stall Ratio

This formula assumes that the stall ratio directly correlates to the speed difference between the engine (impeller) and transmission input shaft (turbine) at the point of maximum torque multiplication and slippage.

2. Torque Multiplication Calculation

Torque converters are known for their ability to multiply torque, especially when there's a significant speed difference between the impeller and the turbine (i.e., at stall). The torque multiplication factor is not constant; it varies with the speed ratio. At stall, it's at its peak. A common approximation for peak torque multiplication is:

Torque Multiplication ≈ Torque Converter Stall Ratio + 1

This formula provides a reasonable estimate for the maximum torque gain provided by the converter. For example, a converter with a stall ratio of 2.2 might multiply torque by approximately 3.2 times at stall.

3. Output Torque at Stall

Once we have the engine's peak torque and the converter's multiplication factor, we can calculate the torque delivered to the transmission's input shaft:

Output Torque at Stall = Engine Torque * Torque Multiplication

4. Wheel Torque at Stall

To understand the force actually applied to the drive wheels, we need to factor in the gearing:

Wheel Torque at Stall = Output Torque at Stall * Transmission Gear Ratio * Rear Axle Ratio

This final value represents the raw twisting force available at the wheels when the engine is at its peak torque RPM and the torque converter is operating at its stall condition.

Variables Table

Here's a breakdown of the variables used in the torque converter stall calculator:

Variables Used in Torque Converter Stall Calculation
Variable Meaning Unit Typical Range
Engine Torque Maximum torque produced by the engine. lb-ft (pound-feet) 100 – 1000+
Engine RPM at Peak Torque The engine speed where maximum torque is generated. RPM (Revolutions Per Minute) 1500 – 7000+
Torque Converter Stall Ratio The ratio of turbine speed to impeller speed at stall. Higher numbers indicate more torque multiplication and higher stall RPM. Ratio (e.g., 1.8, 2.2, 3.0) 1.5 – 3.5+
Transmission Gear Ratio The specific gear ratio engaged in the transmission (e.g., 1st gear). Ratio (e.g., 2.5, 3.0, 3.55) 1.5 – 5.0+
Tire Diameter The overall diameter of the vehicle's tire. inches 24 – 35+
Rear Axle Ratio The final drive ratio in the differential. Ratio (e.g., 3.08, 3.55, 4.10) 2.50 – 5.00+
Stall RPM Estimated engine RPM at which the torque converter reaches its stall speed. RPM 1500 – 5000+
Torque Multiplication The factor by which the torque converter multiplies engine torque at stall. Ratio (e.g., 2.0, 3.2) 1.5 – 4.0+
Output Torque at Stall Torque delivered to the transmission input shaft at stall. lb-ft Varies widely
Wheel Torque at Stall Torque delivered to the drive wheels at stall. lb-ft Varies widely

Practical Examples (Real-World Use Cases)

Understanding the torque converter stall speed calculator comes to life with practical examples. Let's explore two scenarios: a street performance build and a heavy-duty towing setup.

Example 1: Street Performance Build

A car owner is building a street-focused muscle car with a modified V8 engine. They want a noticeable improvement in acceleration off the line without sacrificing too much daily drivability.

  • Engine Torque: 450 lb-ft
  • Engine RPM at Peak Torque: 5500 RPM
  • Torque Converter Stall Ratio: 2.4
  • Transmission Gear Ratio (1st Gear): 3.00
  • Tire Diameter: 27 inches
  • Rear Axle Ratio: 3.73

Using the calculator:

  • Stall RPM: 5500 RPM / 2.4 = 2292 RPM
  • Torque Multiplication: 2.4 + 1 = 3.4
  • Output Torque at Stall: 450 lb-ft * 3.4 = 1530 lb-ft
  • Wheel Torque at Stall: 1530 lb-ft * 3.00 * 3.73 = 17,075 lb-ft

Interpretation: This setup suggests the engine will launch around 2300 RPM, benefiting from significant torque multiplication (3.4x). The resulting wheel torque is substantial, indicating strong acceleration potential. This stall speed is generally considered good for a street performance car, offering a balance between aggressive launches and reasonable drivability.

Example 2: Heavy-Duty Towing Truck

A truck owner is setting up their vehicle for heavy towing. They need strong low-end torque to get heavy loads moving from a standstill and maintain control. Drivability and fuel efficiency at cruising speeds are also important.

  • Engine Torque: 550 lb-ft
  • Engine RPM at Peak Torque: 3000 RPM
  • Torque Converter Stall Ratio: 1.9
  • Transmission Gear Ratio (1st Gear): 2.8
  • Tire Diameter: 32 inches
  • Rear Axle Ratio: 4.10

Using the calculator:

  • Stall RPM: 3000 RPM / 1.9 = 1579 RPM
  • Torque Multiplication: 1.9 + 1 = 2.9
  • Output Torque at Stall: 550 lb-ft * 2.9 = 1595 lb-ft
  • Wheel Torque at Stall: 1595 lb-ft * 2.8 * 4.10 = 18,317 lb-ft

Interpretation: This configuration results in a much lower stall speed (around 1600 RPM) and moderate torque multiplication (2.9x). This is ideal for towing, as it provides a smoother engagement from a stop, reduces the likelihood of bogging down a heavy load, and generally offers better fuel economy and drivability at lower speeds compared to a high-stall converter. The wheel torque is still very high, ensuring sufficient grunt for starting off.

How to Use This Torque Converter Stall Calculator

Our torque converter stall calculator is designed for simplicity and accuracy. Follow these steps to get the most out of it:

Step-by-Step Instructions

  1. Gather Your Vehicle's Specifications: You'll need accurate data for your engine and drivetrain. This includes:
    • Engine Torque (lb-ft): Find the peak torque output from your engine's specifications.
    • Engine RPM at Peak Torque: Note the engine speed where this peak torque occurs.
    • Torque Converter Stall Ratio: This is a specification of the torque converter itself. If you're buying a new one, the manufacturer will list this. For stock converters, it's often around 1.8-2.2. Performance converters can range from 2.4 to 4.0+.
    • Transmission Gear Ratio: This is the ratio for the specific gear you want to analyze (usually 1st gear for launch calculations).
    • Tire Diameter (inches): Measure the overall diameter of your tire.
    • Rear Axle Ratio: This is the final drive ratio in your differential.
  2. Input the Data: Enter each value into the corresponding field in the calculator. Ensure you use the correct units (lb-ft for torque, inches for tire diameter).
  3. Click "Calculate": Once all values are entered, click the "Calculate" button.
  4. Review the Results: The calculator will display the estimated Stall RPM, Torque Multiplication, Output Torque at Stall, and Wheel Torque at Stall.
  5. Use the "Copy Results" Button: If you need to save or share the results, click "Copy Results". This will copy the main result, intermediate values, and key assumptions to your clipboard.
  6. Reset if Needed: If you want to start over or try different values, click the "Reset" button to return to default settings.

How to Read Results

  • Stall RPM: This is the primary indicator. A higher stall RPM means the engine will rev higher before the converter effectively couples power. Match this to your engine's powerband for optimal launch.
  • Torque Multiplication: A higher number means the converter provides more torque gain at low speeds, improving initial acceleration.
  • Output Torque at Stall: Shows the torque being sent to the transmission.
  • Wheel Torque at Stall: This is the ultimate measure of launch force. Higher is generally better for acceleration, assuming the drivetrain can handle it.

Decision-Making Guidance

Use these results to make informed decisions:

  • Choosing a Converter: If your engine makes peak power high up (e.g., 6000 RPM), you'll want a converter with a higher stall ratio (e.g., 2.8+) to match. If your engine has strong low-end torque and peaks lower (e.g., 4000 RPM), a lower stall ratio (e.g., 2.0-2.4) might be more appropriate.
  • Gearing Adjustments: If your calculated wheel torque is too low, consider a more aggressive rear axle ratio or a transmission with lower gear ratios.
  • Performance Goals: For drag racing, aim for a stall RPM that aligns with your engine's powerband at launch. For daily driving or towing, prioritize a lower stall speed for better drivability and efficiency.

Key Factors That Affect Torque Converter Stall Results

While the torque converter stall calculator provides valuable estimates, several real-world factors can influence the actual performance. Understanding these nuances is key to fine-tuning your vehicle's setup.

  1. Torque Converter Design and Quality: This is paramount. Different manufacturers use varying designs, fluid types, fin angles, and internal clearances. A high-performance converter with a specific stall ratio will behave differently than a budget converter with the same advertised ratio. Billet converters, for instance, are often stronger and can handle higher torque loads without flexing.
  2. Engine Power Curve (Torque and Horsepower): The calculator uses peak torque and its RPM. However, the entire shape of the engine's powerband matters. An engine with a broad, flat torque curve might perform well with a slightly different stall speed than an engine with a narrow, peaky powerband, even if their peak torque figures are similar.
  3. Vehicle Weight and Aerodynamics: Heavier vehicles require more torque to get moving. The calculator estimates torque at the wheels, but the vehicle's mass dictates how effectively that torque translates into acceleration. Aerodynamic drag also becomes a factor at higher speeds, influencing overall performance.
  4. Tire Size and Type: While tire diameter is included, the tire's rotational inertia and grip level are also critical. Wider, stickier tires can put more load on the drivetrain at launch, potentially affecting perceived stall speed and requiring more torque.
  5. Transmission Type and Condition: The calculator assumes a functional automatic transmission. The condition of the transmission, its internal clutch packs, and valve body calibration can influence how efficiently power is transmitted and how the torque converter interacts with the transmission's input shaft.
  6. Fluid Viscosity and Temperature: The transmission fluid's viscosity plays a role in the torque converter's operation. Thicker fluid at lower temperatures can slightly increase stall speed, while thinner fluid at higher temperatures might decrease it. Proper fluid level and type are essential.
  7. Differential and Drivetrain Losses: The calculator accounts for the rear axle ratio, but there are also frictional losses within the differential, driveshaft, and axles. These losses reduce the torque reaching the wheels, though they are typically less significant than the primary gearing.
  8. Driver Input and Traction: How the throttle is applied significantly impacts launch. Excessive throttle can lead to wheelspin, negating the calculated wheel torque and reducing effective acceleration. Proper throttle control is crucial for optimal launches.

Frequently Asked Questions (FAQ)

Q1: What is the difference between stall speed and torque multiplication?

Stall speed is the engine RPM at which the torque converter allows maximum slippage before becoming more efficient. Torque multiplication is the factor by which the converter increases torque, especially at low speeds (like stall). A higher stall ratio generally means higher torque multiplication and a higher stall speed.

Q2: Can I use a higher stall speed torque converter with my stock engine?

Yes, but it's only beneficial if your engine makes peak power at an RPM higher than the stock converter's stall speed. If your engine's power drops off significantly below the higher stall speed, you might experience bogging or poor performance. Always match the converter's stall speed to your engine's powerband.

Q3: Will a higher stall speed hurt my fuel economy?

Generally, yes. A higher stall speed converter means the engine will operate at higher RPMs more often, especially during initial acceleration and potentially at lower cruising speeds if the converter doesn't lock up efficiently. This typically leads to reduced fuel economy compared to a lower stall speed converter.

Q4: How do I find my torque converter's stall ratio?

If you have an aftermarket converter, the stall ratio is usually listed in the product specifications by the manufacturer. For stock converters, it's harder to find exact figures, but they typically fall in the 1.8-2.2 range for most passenger cars and light trucks. You can sometimes estimate it based on performance differences after an upgrade.

Q5: Does the calculator account for lock-up converters?

This calculator primarily focuses on the stall characteristics before lock-up. Lock-up converters engage a clutch at cruising speeds to eliminate slippage and improve efficiency. The stall speed and torque multiplication figures are most relevant during acceleration from a stop or low speed.

Q6: What is the typical stall speed for a drag racing application?

For drag racing, stall speeds are often much higher, ranging from 3000 RPM to 5000+ RPM. This is to allow the engine to reach its optimal powerband before launching the car hard. The specific stall speed depends heavily on the engine's RPM range and power curve.

Q7: Can I use this calculator for a manual transmission?

No, this calculator is specifically for vehicles with automatic transmissions that use a torque converter. Manual transmissions use a clutch instead.

Q8: What happens if my calculated wheel torque is extremely high?

Extremely high calculated wheel torque indicates significant potential for acceleration. However, it also means you need to ensure your drivetrain components (axles, driveshaft, differential, transmission, tires) are strong enough to handle that force. Exceeding the limits of these components can lead to breakage.

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isValid &= validateInput('tireDiameter', 'tireDiameterError', 10, 40, 'Tire diameter typically between 10 and 40 inches.'); isValid &= validateInput('rearAxleRatio', 'rearAxleRatioError', 1.0, 7.0, 'Rear axle ratio typically between 1.0 and 7.0.'); if (!isValid) { return; } var engineTorque = parseFloat(document.getElementById('engineTorque').value); var engineRPM = parseFloat(document.getElementById('engineRPM').value); var converterStallRatio = parseFloat(document.getElementById('converterStallRatio').value); var gearRatio = parseFloat(document.getElementById('gearRatio').value); var tireDiameter = parseFloat(document.getElementById('tireDiameter').value); var rearAxleRatio = parseFloat(document.getElementById('rearAxleRatio').value); // Calculations var stallRPM = engineRPM / converterStallRatio; var torqueMultiplication = converterStallRatio + 1; var outputTorqueStall = engineTorque * torqueMultiplication; var wheelTorqueStall = outputTorqueStall * gearRatio * rearAxleRatio; // Display Results document.getElementById('stallRPM').textContent = stallRPM.toFixed(0); document.getElementById('torqueMultiplication').textContent = torqueMultiplication.toFixed(2); document.getElementById('outputTorqueStall').textContent = outputTorqueStall.toFixed(0); document.getElementById('wheelTorqueStall').textContent = wheelTorqueStall.toFixed(0); // Update Table document.getElementById('tableEngineTorque').textContent = engineTorque.toFixed(0); document.getElementById('tableEngineRPM').textContent = engineRPM.toFixed(0); document.getElementById('tableStallRatio').textContent = converterStallRatio.toFixed(2); document.getElementById('tableGearRatio').textContent = gearRatio.toFixed(2); document.getElementById('tableTireDiameter').textContent = tireDiameter.toFixed(1); document.getElementById('tableRearAxleRatio').textContent = rearAxleRatio.toFixed(2); document.getElementById('tableStallRPM').textContent = stallRPM.toFixed(0); document.getElementById('tableTorqueMultiplication').textContent = torqueMultiplication.toFixed(2); document.getElementById('tableOutputTorque').textContent = outputTorqueStall.toFixed(0); document.getElementById('tableWheelTorque').textContent = wheelTorqueStall.toFixed(0); updateChart(engineTorque, engineRPM, converterStallRatio, gearRatio, rearAxleRatio, tireDiameter); } function resetCalculator() { document.getElementById('engineTorque').value = '300'; document.getElementById('engineRPM').value = '4500'; document.getElementById('converterStallRatio').value = '2.2'; document.getElementById('gearRatio').value = '3.55'; document.getElementById('tireDiameter').value = '26'; document.getElementById('rearAxleRatio').value = '3.73'; document.getElementById('engineTorqueError').style.display = 'none'; document.getElementById('engineRPMError').style.display = 'none'; document.getElementById('converterStallRatioError').style.display = 'none'; document.getElementById('gearRatioError').style.display = 'none'; document.getElementById('tireDiameterError').style.display = 'none'; document.getElementById('rearAxleRatioError').style.display = 'none'; document.getElementById('stallRPM').textContent = '–'; document.getElementById('torqueMultiplication').textContent = '–'; document.getElementById('outputTorqueStall').textContent = '–'; document.getElementById('wheelTorqueStall').textContent = '–'; // Reset Table document.getElementById('tableEngineTorque').textContent = '–'; document.getElementById('tableEngineRPM').textContent = '–'; document.getElementById('tableStallRatio').textContent = '–'; document.getElementById('tableGearRatio').textContent = '–'; document.getElementById('tableTireDiameter').textContent = '–'; document.getElementById('tableRearAxleRatio').textContent = '–'; document.getElementById('tableStallRPM').textContent = '–'; document.getElementById('tableTorqueMultiplication').textContent = '–'; document.getElementById('tableOutputTorque').textContent = '–'; document.getElementById('tableWheelTorque').textContent = '–'; // Clear Chart var canvas = document.getElementById('performanceChart'); var ctx = canvas.getContext('2d'); ctx.clearRect(0, 0, canvas.width, canvas.height); } function copyResults() { var stallRPM = document.getElementById('stallRPM').textContent; var torqueMultiplication = document.getElementById('torqueMultiplication').textContent; var outputTorqueStall = document.getElementById('outputTorqueStall').textContent; var wheelTorqueStall = document.getElementById('wheelTorqueStall').textContent; var tableEngineTorque = document.getElementById('tableEngineTorque').textContent; var tableEngineRPM = document.getElementById('tableEngineRPM').textContent; var tableStallRatio = document.getElementById('tableStallRatio').textContent; var tableGearRatio = document.getElementById('tableGearRatio').textContent; var tableTireDiameter = document.getElementById('tableTireDiameter').textContent; var tableRearAxleRatio = document.getElementById('tableRearAxleRatio').textContent; var tableStallRPM = document.getElementById('tableStallRPM').textContent; var tableTorqueMultiplication = document.getElementById('tableTorqueMultiplication').textContent; var tableOutputTorque = document.getElementById('tableOutputTorque').textContent; var tableWheelTorque = document.getElementById('tableWheelTorque').textContent; var resultsText = "— Torque Converter Stall Calculation Results —\n\n"; resultsText += "Primary Result:\n"; resultsText += "Stall RPM: " + stallRPM + " RPM\n\n"; resultsText += "Key Intermediate Values:\n"; resultsText += "Torque Multiplication: " + torqueMultiplication + "x\n"; resultsText += "Output Torque at Stall: " + outputTorqueStall + " lb-ft\n"; resultsText += "Wheel Torque at Stall: " + wheelTorqueStall + " lb-ft\n\n"; resultsText += "— Input Assumptions —\n"; resultsText += "Engine Torque: " + tableEngineTorque + " lb-ft\n"; resultsText += "Engine RPM (Peak Torque): " + tableEngineRPM + " RPM\n"; resultsText += "Torque Converter Stall Ratio: " + tableStallRatio + "x\n"; resultsText += "Transmission Gear Ratio: " + tableGearRatio + ":1\n"; resultsText += "Tire Diameter: " + tableTireDiameter + " inches\n"; resultsText += "Rear Axle Ratio: " + tableRearAxleRatio + ":1\n"; navigator.clipboard.writeText(resultsText).then(function() { alert('Results copied to clipboard!'); }, function() { alert('Failed to copy results. Please copy manually.'); }); } function updateChart(engineTorque, engineRPM, converterStallRatio, gearRatio, rearAxleRatio, tireDiameter) { var canvas = document.getElementById('performanceChart'); var ctx = canvas.getContext('2d'); canvas.width = canvas.parentElement.offsetWidth; // Make canvas responsive // Clear previous chart ctx.clearRect(0, 0, canvas.width, canvas.height); // Chart Data Generation var rpmPoints = []; var torqueMultiplicationPoints = []; var wheelTorquePoints = []; // Simulate RPM range from 1000 up to a reasonable max (e.g., 6000 RPM) for (var rpm = 1000; rpm <= 6000; rpm += 200) { rpmPoints.push(rpm); // Estimate Torque Multiplication (simplified curve) // Starts high at stall, decreases as speed ratio approaches 1 var speedRatio = rpm / (engineRPM / converterStallRatio); // Approximate speed ratio var currentTorqueMult = 0; if (speedRatio < 1) { // Peak multiplication near stall, decreases towards 1 currentTorqueMult = (converterStallRatio + 1) * Math.max(0, 1 – (speedRatio * 0.5)); // Simple decay currentTorqueMult = Math.max(1.0, currentTorqueMult); // Ensure it doesn't go below 1 } else { currentTorqueMult = 1.0; // No multiplication when coupled } torqueMultiplicationPoints.push(currentTorqueMult); // Estimate Wheel Torque var currentOutputTorque = engineTorque * currentTorqueMult; // Simplified: assumes engine torque is constant var currentWheelTorque = currentOutputTorque * gearRatio * rearAxleRatio; wheelTorquePoints.push(currentWheelTorque); } // Chart Styling and Drawing var chartHeight = canvas.height; var chartWidth = canvas.width; var padding = 40; var axisLabelPadding = 20; // Find max values for scaling var maxWheelTorque = Math.max(…wheelTorquePoints); var maxRPM = 6000; // Fixed max RPM for X-axis // Draw Axes ctx.strokeStyle = '#ccc'; ctx.lineWidth = 1; ctx.font = '12px Arial'; ctx.fillStyle = '#333'; // Y-axis (Wheel Torque) ctx.beginPath(); ctx.moveTo(padding, padding); ctx.lineTo(padding, chartHeight – padding); ctx.stroke(); ctx.textAlign = 'right'; ctx.fillText(maxWheelTorque.toFixed(0) + ' lb-ft', padding – axisLabelPadding, padding); ctx.fillText('0 lb-ft', padding – axisLabelPadding, chartHeight – padding); ctx.fillText('Wheel Torque', padding – axisLabelPadding – 20, chartHeight / 2); // Y-axis (Torque Multiplication) – Secondary Axis (optional, or combine) // For simplicity, let's focus on Wheel Torque and RPM for this chart. // A more complex chart could use two Y-axes or separate charts. // X-axis (RPM) ctx.beginPath(); ctx.moveTo(padding, chartHeight – padding); ctx.lineTo(chartWidth – padding, chartHeight – padding); ctx.stroke(); ctx.textAlign = 'center'; ctx.fillText('0 RPM', padding, chartHeight – padding + axisLabelPadding); ctx.fillText(maxRPM.toFixed(0) + ' RPM', chartWidth – padding, chartHeight – padding + axisLabelPadding); ctx.fillText('Engine RPM', chartWidth / 2, chartHeight – padding + axisLabelPadding + 10); // Draw Data Series: Wheel Torque ctx.strokeStyle = 'var(–primary-color)'; ctx.lineWidth = 2; ctx.beginPath(); for (var i = 0; i = 1000 && stallRPM <= 6000) { var stallX = padding + (stallRPM / maxRPM) * (chartWidth – 2 * padding); ctx.strokeStyle = 'red'; ctx.lineWidth = 1; ctx.setLineDash([5, 5]); ctx.beginPath(); ctx.moveTo(stallX, padding); ctx.lineTo(stallX, chartHeight – padding); ctx.stroke(); ctx.setLineDash([]); // Reset line dash ctx.fillStyle = 'red'; ctx.fillText('Stall RPM (' + stallRPM.toFixed(0) + ')', stallX + 5, padding + 15); } } // Initial calculation on load document.addEventListener('DOMContentLoaded', function() { calculateStall(); });

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