Erg Weight Adjustment Calculator

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ERG Weight Adjustment Calculator

Accurately compare rowing performance across different body weights by adjusting your Ergometer (Indoor Rower) data. Essential for fair competition and consistent training analysis.

Enter your current body weight in kilograms (kg).
Enter the target weight (kg) for comparison (e.g., a standard weight class).
Enter your measured power output in Watts (W).
Kilograms (kg) Pounds (lbs)
Select the unit for the target adjustment weight.

Calculation Results

Adjusted Power Performance
Power-to-Weight Ratio (Actual)
Power-to-Weight Ratio (Adjusted)
Weight Difference
Percentage Change Needed
The ERG weight adjustment typically aims to normalize performance by calculating a power-to-weight ratio. For fair comparison, we adjust the reported power output to reflect what it would be at a standard or target weight. The primary calculation focuses on determining the power-to-weight ratio and then calculating an equivalent power output at the adjusted weight.

Performance Comparison

Visualizing your actual and adjusted power-to-weight ratios.
Weight Adjustment Formula Variables
Variable Meaning Unit Typical Range
User Weight (kg) The rower's current body weight. kg 30 – 150+
Target Adjustment Weight (kg) The standardized weight for comparison. kg 50 – 100+
Power Output (W) The measured mechanical power generated by the rower. Watts (W) 50 – 500+
Actual PTR Power output divided by actual body weight. W/kg 0.5 – 5.0+
Adjusted PTR Power output divided by target adjustment weight. W/kg 0.5 – 5.0+
Adjusted Power (W) Calculated power output equivalent at the target weight. Watts (W) 50 – 500+

What is ERG Weight Adjustment?

ERG weight adjustment is a crucial concept for indoor rowing (ergometer) enthusiasts and competitive athletes who want to ensure fair comparisons of performance data. Indoor rowers, like those from Concept2, measure power output in Watts, which is a direct indicator of the physical effort exerted. However, a heavier individual might naturally produce more absolute power than a lighter individual, even if their relative efficiency or physiological capacity is the same. ERG weight adjustment aims to normalize performance by accounting for these body mass differences. It allows athletes to compare their scores against a standardized benchmark or against athletes of different body weights, ensuring that the comparison is based on relative effort and efficiency rather than just absolute physical size.

Who Should Use It:

  • Competitive Rowers: To compare performance in weight-class categories (e.g., lightweight vs. heavyweight) or to track progress relative to a consistent standard.
  • Training Analysts: To understand an athlete's true physiological output without the confounding factor of body mass.
  • Casual Rowers: To set realistic goals and track improvements in a way that is meaningful regardless of daily weight fluctuations or natural body mass differences.
  • Event Organizers: To create fair scoring systems for multi-participant events where weight can be a significant variable.

Common Misconceptions:

  • It's the same as weight loss: ERG weight adjustment doesn't reduce your actual weight; it's a mathematical adjustment for data comparison.
  • It makes lighter rowers faster: It standardizes the comparison, meaning a lighter rower's score might be adjusted *up* if they have high power output relative to their weight, while a heavier rower's score might be adjusted *down*. The goal is fairness, not artificially boosting scores.
  • It only applies to elite athletes: Anyone using an indoor rower for training, tracking, or competition can benefit from understanding ERG weight adjustment.

Understanding your erg weight adjustment calculator results helps in setting appropriate training zones and interpreting performance metrics accurately.

ERG Weight Adjustment Formula and Mathematical Explanation

The core principle behind ERG weight adjustment is the power-to-weight ratio (PTR), which is calculated as Power Output (Watts) divided by Body Weight (in kilograms). This ratio gives a standardized measure of how much power an athlete can generate relative to their mass.

Step-by-Step Derivation

  1. Calculate Actual Power-to-Weight Ratio (Actual PTR):

    This is the most direct measure of your current performance relative to your current body weight.

    Formula: Actual PTR = Power Output (W) / User Weight (kg)

  2. Calculate Adjusted Power Output:

    This step determines what your power output would theoretically be if you were rowing at the target adjustment weight, assuming your power-generating capacity (relative to muscle mass, not total weight) remains the same.

    Formula: Adjusted Power (W) = Power Output (W) * (Target Adjustment Weight (kg) / User Weight (kg))

    This formula assumes a linear relationship, which is a common simplification for comparison purposes. It essentially scales your power output based on the ratio of the target weight to your actual weight.

  3. Calculate Adjusted Power-to-Weight Ratio (Adjusted PTR):

    This is the power-to-weight ratio you would have at the target adjustment weight, using the calculated Adjusted Power.

    Formula: Adjusted PTR = Adjusted Power (W) / Target Adjustment Weight (kg)

    Substituting the formula for Adjusted Power (W) into this equation reveals:

    Adjusted PTR = (Power Output (W) * (Target Adjustment Weight (kg) / User Weight (kg))) / Target Adjustment Weight (kg)

    The Target Adjustment Weight (kg) terms cancel out, showing that:

    Adjusted PTR = Power Output (W) / User Weight (kg) = Actual PTR

    This means the *Adjusted PTR* is mathematically identical to the *Actual PTR*. The true value of the adjustment lies in calculating the Adjusted Power Output, which provides a common benchmark for comparison.

  4. Calculate Weight Difference:

    This shows the absolute difference between your current weight and the target weight.

    Formula: Weight Difference = User Weight (kg) - Target Adjustment Weight (kg)

  5. Calculate Percentage Change Needed:

    This indicates how much your power output would need to change to achieve the same Actual PTR if your weight were the target adjustment weight. A positive percentage means you'd need more power; a negative percentage means less power is needed relative to your current output to match the PTR at the target weight.

    Formula: Percentage Change Needed = ((Adjusted Power (W) - Power Output (W)) / Power Output (W)) * 100%

Variable Explanations

Variable Meaning Unit Typical Range
User Weight (kg) The rower's current body weight. kg 30 – 150+
Target Adjustment Weight (kg) The standardized weight for comparison (e.g., lightweight category limit). kg 50 – 100+
Power Output (W) The measured mechanical power generated by the rower on the erg. Watts (W) 50 – 500+
Actual PTR Power output divided by actual body weight. W/kg 0.5 – 5.0+
Adjusted Power (W) The calculated power output equivalent at the target adjustment weight. This is the primary metric for comparison. Watts (W) 50 – 500+
Adjusted PTR Mathematically identical to Actual PTR, represents the performance level relative to weight. W/kg 0.5 – 5.0+
Weight Difference The difference between current weight and target weight. Positive if heavier than target, negative if lighter. kg -50 to +50+
Percentage Change Needed The percentage difference between actual and adjusted power, indicating relative performance adjustment. % -20% to +30%+

Practical Examples (Real-World Use Cases)

Example 1: Lightweight Rower Comparing to a Standard

Sarah is a competitive lightweight rower. Her current weight is 68 kg, and she just completed a 2000m piece, recording a power output of 310 Watts. The standard for lightweight men is often around 75 kg, and for women, it might be 60 kg or 65 kg. Let's say she wants to compare her performance to a hypothetical 70 kg standard.

  • Inputs:
  • User Weight: 68 kg
  • Target Adjustment Weight: 70 kg
  • Power Output: 310 W
  • Unit: kg

Calculations:

  • Actual PTR = 310 W / 68 kg = 4.56 W/kg
  • Adjusted Power = 310 W * (70 kg / 68 kg) = 310 * 1.0294 ≈ 320 W
  • Adjusted PTR = 320 W / 70 kg ≈ 4.57 W/kg (Mathematically very close to Actual PTR)
  • Weight Difference = 68 kg – 70 kg = -2 kg
  • Percentage Change Needed = ((320 W – 310 W) / 310 W) * 100% ≈ 3.23%

Interpretation: Sarah's actual power-to-weight ratio is excellent at 4.56 W/kg. If she were to weigh 70 kg (2 kg heavier), she would need to produce approximately 320 Watts to maintain the same *relative* performance level (PTR). This adjustment indicates that at her current weight, she is performing very well relative to mass. The positive percentage change needed shows that to match the *absolute* power output of someone rowing at 70kg with the same PTR, she'd need to increase her power by about 3.23%. However, the more common interpretation is that her 310W effort is equivalent to 320W at the 70kg benchmark.

Example 2: Heavyweight Rower Adjusting Downwards

John is a heavyweight rower weighing 95 kg. He achieved a power output of 450 Watts during a demanding interval. He wants to see how this compares to a potential 85 kg weight class benchmark.

  • Inputs:
  • User Weight: 95 kg
  • Target Adjustment Weight: 85 kg
  • Power Output: 450 W
  • Unit: kg

Calculations:

  • Actual PTR = 450 W / 95 kg ≈ 4.74 W/kg
  • Adjusted Power = 450 W * (85 kg / 95 kg) = 450 * 0.8947 ≈ 403 W
  • Adjusted PTR = 403 W / 85 kg ≈ 4.74 W/kg
  • Weight Difference = 95 kg – 85 kg = 10 kg
  • Percentage Change Needed = ((403 W – 450 W) / 450 W) * 100% ≈ -10.44%

Interpretation: John's actual power output is very high (4.74 W/kg). When adjusted to an 85 kg benchmark, his equivalent power output drops to approximately 403 Watts. This means that to achieve the same power-to-weight ratio as John (at 95kg), an 85kg rower would need to produce 403 Watts. Conversely, John's current 450W effort is significantly higher than what's needed to match the PTR of an 85kg rower. The negative percentage change indicates that his current power output is 10.44% higher than needed to match the PTR of someone rowing at 85kg with the same relative efficiency. This highlights how crucial weight is in absolute power comparisons.

How to Use This ERG Weight Adjustment Calculator

Our ERG Weight Adjustment Calculator is designed for simplicity and accuracy. Follow these steps to get your adjusted performance metrics:

  1. Enter Your Current Weight: Input your body weight in kilograms (kg) into the "Your Weight" field. Ensure accuracy for the best results.
  2. Set Target Adjustment Weight: In the "Target Adjustment Weight" field, enter the weight (in kg) you wish to compare your performance against. This could be a specific weight class limit (e.g., 70kg for lightweight men, 61.5kg for lightweight women) or a personal goal weight.
  3. Input Power Output: Enter the power output in Watts (W) that you recorded on your indoor rower. This is typically displayed prominently on the ergometer's console after a workout or during a test.
  4. Select Unit: Ensure the "Unit for Comparison" dropdown matches the unit you used for your target adjustment weight (default is kg).
  5. Calculate: Click the "Calculate Adjustment" button.
  6. Review Results: The calculator will display:
    • Adjusted Power Performance (Primary Result): This is the key figure. It shows the equivalent power output (in Watts) you would achieve if you weighed the target adjustment weight, maintaining your current power-to-weight efficiency.
    • Actual Power-to-Weight Ratio (Actual PTR): Your current performance benchmark (W/kg).
    • Adjusted Power-to-Weight Ratio (Adjusted PTR): This will be numerically very close to your Actual PTR, confirming the relative efficiency.
    • Weight Difference: The simple difference between your weight and the target weight.
    • Percentage Change Needed: How much your power output would need to change to match the PTR at the target weight.
  7. Use the Chart & Table: Visualize your comparison using the dynamic chart and understand the variables in the table for deeper insight.
  8. Reset or Copy: Use the "Reset" button to clear fields and start over, or click "Copy Results" to save the key metrics and assumptions.

Decision-Making Guidance:

  • If your Adjusted Power Performance is significantly higher than the benchmark power for your target weight class, you are performing well relative to your mass.
  • If your Adjusted Power Performance is lower than expected, it suggests that to match the performance level of athletes in that weight class, you would need to increase your power output or potentially adjust your weight.
  • Use the Percentage Change Needed to understand the magnitude of adjustment required. A negative percentage indicates you are performing above the benchmark relative to weight, while a positive percentage suggests you are performing below.

This erg weight adjustment calculator is a powerful tool for understanding your rowing potential beyond just raw power numbers.

Key Factors That Affect ERG Weight Adjustment Results

While the mathematical formula provides a standardized comparison, several real-world factors can influence both the raw data and the interpretation of ERG weight adjustment results:

  • Accuracy of Weight Measurement: The most fundamental factor. Fluctuations in hydration, food intake, or inaccurate scales can significantly skew the power-to-weight ratio. Consistent weighing practices (e.g., same time of day, after training) are crucial.
  • Power Output Measurement Consistency: Different erg models or even variations in setup (e.g., fan damper setting) can affect the raw Wattage reading. Ensure you are using a calibrated or consistent machine for reliable data.
  • Body Composition (Fat vs. Muscle Mass): The weight adjustment formula treats all mass equally. However, muscle mass is metabolically active and contributes more to power generation than fat mass. Two individuals with the same total weight might have vastly different performance capabilities due to differing body compositions. A lighter, more muscular rower might outperform a heavier rower with a higher body fat percentage, even if the adjusted power calculation suggests otherwise.
  • Training Status and Fatigue: Performance on any given day depends on training load, recovery, and immediate fatigue levels. The raw power output can vary significantly based on these physiological states, impacting the calculated adjustment.
  • Technique Efficiency: A technically proficient rower can generate more power for the same perceived effort compared to someone with poor technique. While not directly factored into the weight adjustment formula, technique influences the raw power output, thereby affecting the final adjusted metrics. Good rowing technique is paramount.
  • Environmental Factors: Temperature, humidity, and even time of day can subtly affect an athlete's ability to perform and generate power. While less impactful than weight or raw power, these can contribute to day-to-day variations.
  • The Nature of the "Adjustment": The linear scaling used in this calculator is a simplification. Human physiology is complex. Factors like cardiovascular capacity, muscle fiber type, and biomechanics don't always scale linearly with weight. Therefore, while useful for comparison, the "Adjusted Power" is a theoretical value.
  • Purpose of the Adjustment: Are you comparing against a fixed weight class, or tracking personal progress relative to a goal weight? The interpretation of the results shifts based on the intended use case. For instance, a lightweight rower aiming to stay *under* a weight limit will focus on ensuring their actual weight and corresponding power output are competitive within that class.

Understanding these factors allows for a more nuanced interpretation of your erg weight adjustment calculator results.

Frequently Asked Questions (FAQ)

Q1: What is the standard weight for lightweight rowers?

The standard weights vary by governing body and gender. For example, World Rowing typically defines lightweight men as under 70 kg and lightweight women as under 59 kg. It's essential to check the specific rules for your competition or organization. Our calculator allows you to input any target weight for comparison.

Q2: Does the ERG weight adjustment formula account for body fat percentage?

No, the standard power-to-weight ratio (and thus this calculator's adjustment) uses total body weight. It doesn't differentiate between muscle mass and fat mass. While muscle generates power, fat does not. Therefore, a rower with a higher percentage of lean muscle mass at the same total weight will generally perform better. Advanced analysis might consider body composition, but this calculator uses the widely accepted total weight method for simplicity and broad applicability.

Q3: My adjusted power is much lower than my actual power. Does this mean I'm performing poorly?

Not necessarily. If your actual weight is *higher* than the target adjustment weight, your calculated "Adjusted Power" will be lower. This means that to achieve the same power-to-weight ratio as you currently have, someone weighing the target amount would need less absolute power. It simply highlights the advantage of higher absolute power at a lower body weight. Your high Actual PTR might still be very competitive.

Q4: How often should I update my weight in the calculator?

You should update your weight whenever it changes significantly, or regularly as part of your training tracking. For competitive rowers, this might mean checking daily or weekly, especially leading up to weigh-ins. Consistent data points lead to more accurate trend analysis.

Q5: Can I use this calculator for other erg metrics like split times?

This calculator is specifically designed for power output (Watts). While power output is strongly correlated with split times (pace), the relationship isn't perfectly linear and depends heavily on the specific distance and duration of the effort. For split time adjustments, different formulas or analysis methods would be required.

Q6: What is the difference between "Adjusted Power" and "Adjusted PTR"?

"Adjusted Power" (in Watts) is the estimated power output you would need to produce if you weighed the "Target Adjustment Weight", maintaining your current power-to-weight efficiency. "Adjusted PTR" (in W/kg) is simply the power-to-weight ratio calculated using the "Adjusted Power" and the "Target Adjustment Weight", which mathematically equals your "Actual PTR". The key metric for comparison is the "Adjusted Power".

Q7: Can I use pounds (lbs) for input?

Yes, the calculator supports both kilograms (kg) and pounds (lbs). Select your desired unit for the "Target Adjustment Weight" field, and the calculator will handle the conversion internally. Ensure your initial "Your Weight" input is also in the correct unit (kg is standard for the calculation).

Q8: Is this calculator applicable to all indoor rowers?

The principle of power-to-weight ratio is universal across all indoor rowing machines that measure power output in Watts (e.g., Concept2, WaterRower, Life Fitness). This calculator uses standard formulas applicable to any machine providing Wattage data.

var canvas = document.getElementById('performanceChart'); var ctx = canvas.getContext('2d'); var performanceChart; function initializeChart() { var chartData = { labels: ['Performance Metrics'], datasets: [{ label: 'Actual Power-to-Weight (W/kg)', data: [0], backgroundColor: 'rgba(0, 74, 153, 0.6)', borderColor: 'rgba(0, 74, 153, 1)', borderWidth: 1, barPercentage: 0.4 }, { label: 'Adjusted Power-to-Weight (W/kg)', data: [0], backgroundColor: 'rgba(40, 167, 69, 0.6)', borderColor: 'rgba(40, 167, 69, 1)', borderWidth: 1, barPercentage: 0.4 }] }; var chartOptions = { responsive: true, maintainAspectRatio: true, scales: { y: { beginAtZero: true, title: { display: true, text: 'Power-to-Weight Ratio (W/kg)' } } }, plugins: { legend: { display: true, position: 'top' }, tooltip: { callbacks: { label: function(context) { var label = context.dataset.label || "; if (label) { label += ': '; } if (context.parsed.y !== null) { label += context.parsed.y.toFixed(2); } return label; } } } } }; performanceChart = new Chart(ctx, { type: 'bar', data: chartData, options: chartOptions }); } function updateChart(actualPTR, adjustedPTR) { if (performanceChart) { performanceChart.data.datasets[0].data = [actualPTR || 0]; performanceChart.data.datasets[1].data = [adjustedPTR || 0]; performanceChart.update(); } } function validateInput(id, errorId, min, max) { var input = document.getElementById(id); var errorElement = document.getElementById(errorId); var value = parseFloat(input.value); errorElement.textContent = "; // Clear previous error if (isNaN(value)) { errorElement.textContent = 'Please enter a valid number.'; return false; } if (value < 0) { errorElement.textContent = 'Value cannot be negative.'; return false; } if (min !== undefined && value max) { errorElement.textContent = 'Value cannot be greater than ' + max + '.'; return false; } return true; } function calculateErgAdjustment() { var userWeightKg = parseFloat(document.getElementById('userWeightKg').value); var adjustedWeightKgInput = document.getElementById('adjustedWeightKg'); var adjustedWeightKg = parseFloat(adjustedWeightKgInput.value); var powerOutputWatts = parseFloat(document.getElementById('powerOutputWatts').value); var userWeightUnit = document.getElementById('userWeightUnit').value; var validUserWeight = validateInput('userWeightKg', 'userWeightKgError', 1); var validAdjustedWeight = validateInput('adjustedWeightKg', 'adjustedWeightKgError', 1); var validPowerOutput = validateInput('powerOutputWatts', 'powerOutputWattsError', 1); if (!validUserWeight || !validAdjustedWeight || !validPowerOutput) { return; } var userWeightForCalc = userWeightKg; if (userWeightUnit === 'lbs') { // Convert lbs to kg for calculation consistency userWeightForCalc = userWeightKg * 0.453592; } // Ensure the target weight is also treated in kg for calculation consistency var targetWeightKg = adjustedWeightKg; if (document.getElementById('userWeightUnit').value === 'lbs') { // Re-checking as this might be confusing if mixed. Assuming target weight unit means the input unit. targetWeightKg = adjustedWeightKg * 0.453592; } // Perform calculations using kg values var actualPTR = powerOutputWatts / userWeightForCalc; var adjustedPower = powerOutputWatts * (targetWeightKg / userWeightForCalc); var adjustedPTR = adjustedPower / targetWeightKg; // This should be mathematically equal to actualPTR var weightDifference = userWeightForCalc – targetWeightKg; var percentageChange = ((adjustedPower – powerOutputWatts) / powerOutputWatts) * 100; document.getElementById('actualPTR').textContent = actualPTR.toFixed(2) + ' W/kg'; document.getElementById('adjustedPowerValue').textContent = adjustedPower.toFixed(1) + ' W'; document.getElementById('adjustedPTR').textContent = adjustedPTR.toFixed(2) + ' W/kg'; document.getElementById('weightDifference').textContent = weightDifference.toFixed(1) + ' kg'; document.getElementById('percentageChange').textContent = percentageChange.toFixed(2) + '%'; updateChart(actualPTR, adjustedPTR); } function resetForm() { document.getElementById('userWeightKg').value = '75.0'; document.getElementById('adjustedWeightKg').value = '70.0'; document.getElementById('powerOutputWatts').value = '300'; document.getElementById('userWeightUnit').value = 'kg'; document.getElementById('actualPTR').textContent = '–'; document.getElementById('adjustedPowerValue').textContent = '–'; document.getElementById('adjustedPTR').textContent = '–'; document.getElementById('weightDifference').textContent = '–'; document.getElementById('percentageChange').textContent = '–'; if (performanceChart) { performanceChart.data.datasets[0].data = [0]; performanceChart.data.datasets[1].data = [0]; performanceChart.update(); } // Clear errors document.getElementById('userWeightKgError').textContent = "; document.getElementById('adjustedWeightKgError').textContent = "; document.getElementById('powerOutputWattsError').textContent = "; } function copyResults() { var actualPTR = document.getElementById('actualPTR').textContent; var adjustedPower = document.getElementById('adjustedPowerValue').textContent; var adjustedPTR = document.getElementById('adjustedPTR').textContent; var weightDifference = document.getElementById('weightDifference').textContent; var percentageChange = document.getElementById('percentageChange').textContent; var userWeight = document.getElementById('userWeightKg').value; var targetWeight = document.getElementById('adjustedWeightKg').value; var powerOutput = document.getElementById('powerOutputWatts').value; var unit = document.getElementById('userWeightUnit').value; var resultsText = "ERG Weight Adjustment Results:\n\n" + "Inputs:\n" + "- Your Weight: " + userWeight + " " + unit + "\n" + "- Target Adjustment Weight: " + targetWeight + " " + unit + "\n" + "- Power Output: " + powerOutput + " W\n\n" + "Key Metrics:\n" + "- Adjusted Power Performance: " + adjustedPower + "\n" + "- Actual Power-to-Weight Ratio: " + actualPTR + "\n" + "- Adjusted Power-to-Weight Ratio: " + adjustedPTR + "\n" + "- Weight Difference: " + weightDifference + "\n" + "- Percentage Change Needed: " + percentageChange; // Use temporary textarea to copy var tempTextArea = document.createElement("textarea"); tempTextArea.value = resultsText; document.body.appendChild(tempTextArea); tempTextArea.select(); try { document.execCommand("copy"); alert("Results copied to clipboard!"); } catch (e) { console.error("Failed to copy results: ", e); alert("Copying failed. Please manually copy the results."); } document.body.removeChild(tempTextArea); } // Initial setup for chart if (typeof Chart !== 'undefined') { initializeChart(); // Set default values and calculate on load if they exist resetForm(); // Resets to defaults and also calls calculate if defaults are set. calculateErgAdjustment(); // Calculate with default values on load } else { // Fallback if Chart.js is not loaded (though it should be bundled) console.error("Chart.js not loaded. Chart functionality will be disabled."); document.getElementById('chartContainer').style.display = 'none'; } // Add event listeners for real-time validation and calculation document.getElementById('userWeightKg').addEventListener('input', calculateErgAdjustment); document.getElementById('adjustedWeightKg').addEventListener('input', calculateErgAdjustment); document.getElementById('powerOutputWatts').addEventListener('input', calculateErgAdjustment); document.getElementById('userWeightUnit').addEventListener('change', calculateErgAdjustment); // Add validation listeners document.getElementById('userWeightKg').addEventListener('blur', function() { validateInput('userWeightKg', 'userWeightKgError', 1); }); document.getElementById('adjustedWeightKg').addEventListener('blur', function() { validateInput('adjustedWeightKg', 'adjustedWeightKgError', 1); }); document.getElementById('powerOutputWatts').addEventListener('blur', function() { validateInput('powerOutputWatts', 'powerOutputWattsError', 1); }); // Load Chart.js library dynamically if not present (for standalone HTML) if (typeof Chart === 'undefined') { var script = document.createElement('script'); script.src = 'https://cdn.jsdelivr.net/npm/chart.js@3.7.0/dist/chart.min.js'; // Use a specific, stable version script.onload = function() { console.log("Chart.js loaded successfully."); initializeChart(); calculateErgAdjustment(); // Recalculate after chart is ready }; script.onerror = function() { console.error("Failed to load Chart.js library."); document.getElementById('chartContainer').style.display = 'none'; // Hide chart if library fails to load }; document.head.appendChild(script); }

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