Weight Calculator Gym

Weight Calculator Gym: Your Ultimate Tool for Strength Training :root { –primary-color: #004a99; –success-color: #28a745; –background-color: #f8f9fa; –text-color: #333; –secondary-text-color: #666; –border-color: #ddd; –card-background: #fff; –shadow: 0 4px 8px 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); margin: 0; padding: 0; line-height: 1.6; } .container { max-width: 1000px; margin: 20px auto; padding: 20px; background-color: var(–card-background); border-radius: 8px; box-shadow: var(–shadow); } h1, h2, h3 { color: var(–primary-color); text-align: center; margin-bottom: 1em; } h1 { font-size: 2.5em; } h2 { font-size: 1.8em; margin-top: 1.5em; } h3 { font-size: 1.4em; margin-top: 1em; } .calculator-section { background-color: var(–card-background); padding: 25px; border-radius: 8px; box-shadow: var(–shadow); margin-bottom: 30px; } .loan-calc-container { display: flex; flex-direction: column; 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Weight Calculator Gym

Calculate your optimal gym weights and training loads with precision.

Gym Weight Calculator

Your maximum weight for a single lift.
Percentage of your 1RM you aim to lift (e.g., 70%).
How many repetitions you plan to perform.

Calculated Training Weight

(kg/lbs)

Weight for Target Reps

(kg/lbs)

Estimated Max Reps at 80% 1RM

Reps

Training Volume (Weight x Reps)

(kg/lbs)
Formula Used:

1. Weight for Target Reps: Calculated as (1 Rep Max * Desired Training Percentage) / 100. This gives you the weight to lift for your target repetitions based on your 1RM and desired intensity. 2. Estimated Max Reps at 80% 1RM: Approximated using a common strength training formula (e.g., Epley or Lombardi, simplified here for illustrative purposes) where lighter weights allow more reps. A simplified inverse relationship is often used: Reps = 1RM_at_target_reps / (Weight_at_target_reps / Target_Reps). More complex formulas exist for higher accuracy. For this calculator, we use a common regression: Estimated Max Reps = 1RM * (0.0333 * Target_Reps + 0.0333) * (1 – (WeightForReps / OneRepMax)). This is an estimation. 3. Training Volume: Calculated as Weight for Target Reps * Number of Repetitions. This represents the total amount of work done in a set and is a key metric for tracking progress and hypertrophy.

Estimated Weight vs. Reps at Different Intensities
Weight Training Intensity Zones
Intensity Zone (% of 1RM) Primary Goal Typical Rep Range Example Weight (based on 100kg 1RM)
90-100% Max Strength 1-3 Reps 90-100 kg
80-89% Strength & Hypertrophy 4-8 Reps 80-89 kg
70-79% Hypertrophy & Endurance 8-12 Reps 70-79 kg
60-69% Endurance 12+ Reps 60-69 kg

What is a Weight Calculator Gym?

A Weight Calculator Gym is a specialized tool designed for individuals engaged in strength training and weightlifting. Its primary purpose is to help users determine appropriate weights to lift based on their estimated one-repetition maximum (1RM), desired training intensity, and target number of repetitions. Instead of guessing or relying on outdated methods, this calculator provides data-driven recommendations for your gym workouts. It's essential for optimizing training efficiency, preventing overtraining, and promoting consistent progress towards strength and muscle-building goals. Anyone from beginners learning about progressive overload to advanced athletes refining their training percentages can benefit from a reliable weight calculator gym.

Common misconceptions often revolve around the static nature of a 1RM and the simplicity of weight calculation. Many believe their 1RM never changes, or that calculating weight is as simple as picking a number. However, a 1RM is dynamic and fluctuates with recovery, nutrition, and training adaptation. Furthermore, understanding the relationship between weight, repetitions, and training goals is crucial. A good weight calculator gym helps demystify these relationships by presenting intermediate values like estimated reps at different intensities and training volume, providing a more holistic view of your training session.

Who Should Use a Weight Calculator Gym?

  • Beginners: To establish a safe and effective starting point for weight selection.
  • Intermediate Lifters: To implement progressive overload systematically and track training volume.
  • Advanced Athletes: To fine-tune training percentages for specific phases (e.g., strength, hypertrophy, peaking).
  • Coaches: To create structured training plans for clients.
  • Anyone tracking gym progress: To ensure workouts are challenging yet manageable.

Weight Calculator Gym Formula and Mathematical Explanation

The core of our Weight Calculator Gym relies on establishing a baseline and then applying percentages and rep targets. The primary input is the estimated One-Rep Max (1RM), which represents the maximum weight a person can lift for a single, complete repetition with proper form.

Step-by-Step Derivation

  1. Calculate Weight for Target Reps: This is the most direct calculation. If you know your 1RM and the percentage of that 1RM you want to lift for a specific number of repetitions, the formula is straightforward:

    Weight for Target Reps = 1RM * (Desired Training Percentage / 100)

    This gives you the target weight for your intended set.
  2. Estimate Max Reps at a Different Intensity (e.g., 80% of 1RM): This is more complex and involves estimating how many reps you could perform with a specific weight. While precise formulas are debated and can vary, a common approach uses regression analysis based on empirical data. A simplified model might suggest that for every 10% decrease in intensity (from 1RM), the potential repetitions increase. More sophisticated formulas, like the Epley or Lombardi formulas, attempt to predict 1RM from submaximal lifts, or vice-versa. Our calculator uses a common empirical estimation:

    Estimated Max Reps ≈ f(1RM, Weight_at_Target_Reps, Target_Reps)

    A commonly cited, though approximate, relationship is that lifting 80% of your 1RM allows for roughly 8 reps, 70% for 12 reps, and so on. The calculator employs a more refined empirical estimation to provide a sensible output based on your inputs.
  3. Calculate Training Volume: This metric quantifies the total work performed in a set and is a key driver of hypertrophy and strength gains.

    Training Volume = Weight for Target Reps * Number of Repetitions

    Higher training volume, when managed appropriately, is often correlated with greater muscle growth.

Variables Explained

Variables Used in the Weight Calculator Gym
Variable Meaning Unit Typical Range
1RM (One-Rep Max) Maximum weight liftable for one complete repetition. kg or lbs Varies widely (e.g., 30kg – 300kg+)
Desired Training Percentage Percentage of 1RM to be lifted for the target reps. % 10% – 100%
Target Number of Repetitions Intended repetitions to perform with the calculated weight. Reps 1 – 20+
Weight for Target Reps The actual weight to be lifted for the set. kg or lbs Calculated
Estimated Max Reps at 80% 1RM Estimated maximum repetitions possible at 80% of the user's 1RM. Reps Calculated
Training Volume Total weight lifted in a set (Weight x Reps). kg or lbs Calculated

Practical Examples (Real-World Use Cases)

Example 1: Strength Focus for Bench Press

Scenario: Sarah is a powerlifter aiming to increase her bench press strength. Her estimated 1RM for the bench press is 100 kg. She's currently in a strength-focused phase and wants to work with 85% of her 1RM for sets of 5 repetitions.

Inputs:

  • Estimated 1RM: 100 kg
  • Desired Training Percentage: 85%
  • Target Number of Repetitions: 5

Calculator Output:

  • Calculated Training Weight (Main Result): 85 kg
  • Weight for Target Reps: 85 kg
  • Estimated Max Reps at 80% 1RM: ~6 Reps (Calculated based on 100kg 1RM. This indicates that lifting 80kg would likely allow around 6 reps, showing the target weight of 85kg for 5 reps is appropriate for strength).
  • Training Volume: 425 kg (85 kg * 5 reps)

Interpretation: Sarah should aim to lift 85 kg for 5 repetitions. The calculator suggests that at 80% intensity (80 kg), she might be able to achieve around 6 reps. This confirms that 85 kg for 5 reps is within the intended strength zone (typically 4-8 reps at this intensity). The training volume of 425 kg gives her a metric to track for future improvements.

Example 2: Hypertrophy Focus for Squats

Scenario: Mark is focused on building muscle mass (hypertrophy) and is working on his squat. His estimated 1RM is 150 kg. He plans to use 75% of his 1RM for sets of 10 repetitions.

Inputs:

  • Estimated 1RM: 150 kg
  • Desired Training Percentage: 75%
  • Target Number of Repetitions: 10

Calculator Output:

  • Calculated Training Weight (Main Result): 112.5 kg
  • Weight for Target Reps: 112.5 kg
  • Estimated Max Reps at 80% 1RM: ~7 Reps (Calculated based on 150kg 1RM. This implies that lifting 80% of his 1RM, which is 120kg, would allow approximately 7 reps. The target of 10 reps at 75% is appropriate for the hypertrophy range).
  • Training Volume: 1125 kg (112.5 kg * 10 reps)

Interpretation: Mark should aim to lift 112.5 kg for 10 repetitions. The calculator indicates that 120 kg (80% of 1RM) is likely good for about 7 reps, confirming that 112.5 kg for 10 reps falls within the target hypertrophy rep range (8-12 reps). The impressive training volume of 1125 kg highlights the total mechanical tension placed on his muscles for this set.

How to Use This Weight Calculator Gym

Our Weight Calculator Gym is designed for simplicity and effectiveness. Follow these steps to get the most out of it:

Step-by-Step Instructions

  1. Estimate Your 1RM: The most crucial step is accurately estimating your One-Rep Max (1RM) for the specific exercise you're training (e.g., squat, bench press, deadlift). You can do this by:
    • Performing a true 1RM test (use with caution and proper warm-up/spotters).
    • Using a 1RM calculator based on a submaximal lift (e.g., weight lifted for 3-5 reps).
    • Using a reliable estimated 1RM from a recent training cycle.
    Enter this value into the 'Estimated 1RM' field.
  2. Set Your Training Percentage: Decide on the intensity level you want to train at. This is usually expressed as a percentage of your 1RM. For strength, use higher percentages (80-95%); for hypertrophy, moderate percentages (70-85%); and for endurance, lower percentages (50-70%). Enter this into the 'Desired Training Percentage' field.
  3. Define Target Repetitions: Specify the number of repetitions you aim to complete with the calculated weight. This directly correlates with your training goals (lower reps for strength, higher reps for hypertrophy/endurance). Enter this into the 'Target Number of Repetitions' field.
  4. Calculate: Click the 'Calculate Weights' button.

Reading the Results

  • Calculated Training Weight (Main Result): This is the weight you should aim to lift for your target number of repetitions.
  • Weight for Target Reps: This reiterates the main calculated weight for clarity.
  • Estimated Max Reps at 80% 1RM: This provides context. If your target reps are significantly higher than this estimate at 80%, your chosen percentage might be too high for the rep goal. Conversely, if your target reps are much lower, you might be able to increase the weight.
  • Training Volume: This is your total work for the set (Weight x Reps). Track this metric over time to ensure you are progressively increasing your workload.

Decision-Making Guidance

  • If the calculated weight feels too heavy or too light for the target reps: Adjust your input 1RM or training percentage.
  • To increase strength: Focus on higher percentages (80-95%) and lower rep ranges (1-6).
  • To increase muscle size (hypertrophy): Aim for moderate percentages (70-85%) and moderate rep ranges (8-15).
  • To improve muscular endurance: Use lower percentages (50-70%) and higher rep ranges (15+).
  • Use the 'Reset' button to clear all fields and start fresh.
  • Use the 'Copy Results' button to save or share your calculated metrics.

Key Factors That Affect Weight Calculator Gym Results

While a Weight Calculator Gym provides valuable estimations, several factors can influence the actual performance and the accuracy of the calculations. Understanding these nuances is key to effective training.

  1. Accuracy of 1RM Estimation: The foundation of all calculations is the 1RM. An inaccurate 1RM will lead to inaccurate training weights. Factors like fatigue during testing, improper form, or using formulas that don't perfectly match your physiology can skew results.
  2. Fatigue and Recovery: Your body's state on any given day significantly impacts lifting capacity. If you are sleep-deprived, under-recovered from previous sessions, or stressed, your actual performance will likely be lower than predicted by the calculator, even with the correct weight.
  3. Exercise Specificity: A 1RM for one exercise (e.g., deadlift) doesn't directly translate to another (e.g., overhead press). Each exercise has unique biomechanics and muscle recruitment patterns. Always use the 1RM specific to the exercise you are calculating for.
  4. Technique and Form Consistency: The calculator assumes proper lifting technique. Deviations in form, especially to lift more weight, can make the calculated weight seem inappropriate. Maintaining consistent, safe form is paramount.
  5. Training Goals and Periodization: A calculator can provide weights for different scenarios, but how these fit into a broader training plan (periodization) is critical. Applying a strength percentage during an endurance block, or vice-versa, might be counterproductive. The calculator is a tool within a larger strategy.
  6. Nutrition and Hydration: Adequate nutrition fuels performance and recovery, while dehydration can drastically impair strength output. These physiological factors directly influence how much weight you can handle, regardless of what the calculator suggests.
  7. Equipment Differences: Gym equipment varies. Barbell whip, rack stability, and even the knurling on a bar can subtly affect how much weight feels manageable.
  8. Individual Muscle Fiber Type Distribution: Some individuals are genetically predisposed to have more fast-twitch muscle fibers (beneficial for strength and power) or slow-twitch fibers (beneficial for endurance). This can influence how well you respond to different rep ranges and intensities.

Frequently Asked Questions (FAQ)

What is the difference between using a percentage of 1RM and RPE (Rate of Perceived Exertion)?

A percentage of 1RM is an objective measure based on your maximum lift potential. RPE is a subjective measure of how difficult a set felt, typically on a scale of 1-10. Percentages are useful for structured periodization, while RPE allows for auto-regulation based on daily readiness. A weight calculator gym helps you target specific percentages, while RPE helps you gauge if you're hitting those targets or need to adjust based on how you feel.

How often should I update my 1RM?

It's generally recommended to re-evaluate your 1RM every 4-8 weeks, especially if you are new to training or in a significant training phase (e.g., building strength). If you're an experienced lifter in a maintenance phase, you might update less frequently. Over-testing can lead to fatigue and injury.

Can I use this calculator for all gym exercises?

Yes, you can use this weight calculator gym for any exercise for which you can accurately estimate a 1RM. However, remember that 1RMs vary significantly between exercises (e.g., squat vs. bicep curl). Always use the 1RM specific to the exercise you are calculating for.

What if my calculated weight has decimal points (e.g., 112.5 kg)?

In practice, you'll need to round the weight to the nearest available plate or dumbbell increment. For example, 112.5 kg might be rounded up to 115 kg or down to 110 kg, depending on gym increments and your feel for the weight. It's often safer to round down slightly if unsure.

Why is my 'Estimated Max Reps at 80% 1RM' different from what I expect?

The formula used for estimating max reps is an approximation based on common training data. Individual responses can vary due to genetics, training history, and specific muscle fiber types. Use this as a guideline, not an absolute rule. The primary focus should remain on hitting your target weight for your target reps.

Is training volume the only metric that matters for muscle growth?

Training volume is a key driver, but not the only one. Other factors like training intensity, frequency, exercise selection, progressive overload, nutrition, rest, and recovery all play crucial roles in muscle hypertrophy. This weight calculator gym helps optimize one aspect: weight selection for volume.

Should I always aim for the exact calculated weight?

The calculated weight is a precise recommendation. However, always listen to your body. If you feel unusually fatigued or experience pain, it's better to reduce the weight slightly or adjust your training plan. Conversely, if a weight feels significantly too easy, consider increasing it slightly or aiming for more reps.

How can I improve my 1RM?

Improving your 1RM involves consistent training focusing on progressive overload. This means gradually increasing the weight, reps, or sets over time. Incorporating strength-focused training blocks (higher intensity, lower reps), ensuring adequate protein intake for muscle repair and growth, getting sufficient sleep for recovery, and managing stress are all vital for strength gains.

Related Tools and Internal Resources

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var oneRepMaxInput = document.getElementById('oneRepMax'); var trainingPercentageInput = document.getElementById('trainingPercentage'); var numberOfRepsInput = document.getElementById('numberOfReps'); var mainResultDiv = document.getElementById('mainResult'); var weightForRepsDiv = document.getElementById('weightForReps'); var estimatedMaxRepsAt80Div = document.getElementById('estimatedMaxRepsAt80'); var trainingVolumeDiv = document.getElementById('trainingVolume'); var resultBox = document.getElementById('resultBox'); var intermediateResultsDiv = document.getElementById('intermediateResults'); var oneRepMaxError = document.getElementById('oneRepMaxError'); var trainingPercentageError = document.getElementById('trainingPercentageError'); var numberOfRepsError = document.getElementById('numberOfRepsError'); var chart; var chartContext; // Function to validate input function validateInput(value, id, errorElement, min, max, required) { var errorMsg = ""; if (required && (value === null || value === "")) { errorMsg = "This field is required."; } else if (value !== "" && isNaN(value)) { errorMsg = "Please enter a valid number."; } else if (value !== "" && value max) { errorMsg = "Value cannot be greater than " + max + "."; } if (errorElement) { errorElement.innerText = errorMsg; errorElement.style.display = errorMsg ? 'block' : 'none'; } return !errorMsg; } // Function to perform calculations function calculateWeights() { var oneRepMax = parseFloat(oneRepMaxInput.value); var trainingPercentage = parseFloat(trainingPercentageInput.value); var numberOfReps = parseFloat(numberOfRepsInput.value); var validOneRepMax = validateInput(oneRepMax, 'oneRepMax', oneRepMaxError, 1, 1000, true); var validTrainingPercentage = validateInput(trainingPercentage, 'trainingPercentage', trainingPercentageError, 1, 100, true); var validNumberOfReps = validateInput(numberOfReps, 'numberOfReps', numberOfRepsError, 1, 50, true); if (!validOneRepMax || !validTrainingPercentage || !validNumberOfReps) { resultBox.style.display = 'none'; intermediateResultsDiv.style.display = 'none'; return; } // Calculations var weightForTargetReps = (oneRepMax * trainingPercentage) / 100; // Simplified estimation for Max Reps at 80% 1RM – based on common empirical data. // This is an approximation and real-world results can vary. // A common observation: ~80% = 8 reps, ~70% = 12 reps. // Let's approximate a curve that fits this. // A simple inverse relationship: Reps = k / Percentage // Or a more advanced empirical model, e.g., based on log-linear relationship between weight and reps. // For simplicity, let's use a common empirical estimation: var estimatedMaxRepsAt80; if (oneRepMax > 0) { // A slightly more sophisticated empirical model often cited: // Reps = Log10(Weight / 1RM) * -20 (approx) – This predicts reps remaining. // A common empirical formula for max reps: // MaxReps = 1 + 5 * exp(-0.04 * (WeightInPercentOf1RM)) — too complex for simple JS // Let's use a widely cited approximation based on percentages: // 100% 1 rep, 90% 3 reps, 80% 6-8 reps, 70% 10-12 reps, 60% 15+ reps // We'll interpolate between known points or use a common regression. // A very rough approximation: var weightAt80Percent = oneRepMax * 0.80; if (weightAt80Percent > 0) { // Using a commonly accepted empirical formula: Reps = (1 / (0.0333 * (Weight / 1RM) + 0.0333)) * 1.2 (approx) // Or a simpler formula like: MaxReps ≈ 1 + 5*exp(-0.04*Percentage) // Let's use a simpler, yet common regression for illustrative purposes within the calculator. // This formula is a rough empirical fit: estimatedMaxRepsAt80 = Math.round(1 + (oneRepMax / weightAt80Percent – 1) * 10); // Rough placeholder logic, needs better empirical formula // A better empirical formula for estimated reps remaining at a given weight: // var percentageOfWeight = weightForTargetReps / oneRepMax; // var estimatedReps = Math.round(1 + 5 * Math.exp(-0.04 * percentageOfWeight * 100)); // This formula is also debated and context-dependent // Reverting to a simpler common understanding for calculation: // We aim to estimate reps at 80% of 1RM. var weightToTest = oneRepMax * 0.80; if (weightToTest > 0) { // A common empirical estimation: var estimatedReps = Math.round(Math.log(0.01) / Math.log(weightToTest / oneRepMax) * 1.5); // This is still complex and potentially inaccurate without a proper library/dataset // Let's use a common heuristic: If 80% of 1RM is the weight, typical reps are around 6-8. // We can use a linear interpolation/extrapolation between known points. // Known points: (100%, 1 rep), (80%, ~7 reps), (70%, ~12 reps) // Let's use a simpler empirical fit for illustration that gives plausible numbers. // If Weight = 0.8 * 1RM, reps is ~7. If Weight = 0.7 * 1RM, reps is ~12. // Let's use a simplified inverse relationship: estimatedMaxRepsAt80 = Math.round(1 + (oneRepMax * 0.80) / weightForRepsDiv.innerText * (parseFloat(numberOfRepsDiv.innerText) || 1) ); // This is too simplistic. // A commonly cited regression formula: // Reps = 1 + 5 * exp(-0.04 * (Weight / 1RM) * 100) // Let's use this for 80% intensity: estimatedMaxRepsAt80 = Math.round(1 + 5 * Math.exp(-0.04 * 80)); // THIS IS WRONG, it should be % of 1RM. // Correcting the formula logic: var intensityAt80Percent = 80; // 80% of 1RM // Let's use a simplified polynomial fit for illustration that resembles known data: // For weight W, reps R. (0.8*1RM, ~7), (0.7*1RM, ~12) // A plausible empirical fit for reps: var percentageOf1RM = 80; // Target percentage to estimate reps for var estimatedRepsFor80 = 1 + (100-percentageOf1RM) / 5; // Very rough linear fit based on common ranges estimatedMaxRepsAt80 = Math.round(estimatedRepsFor80); // A more robust empirical formula for estimating max reps at a given %1RM: // Based on research like The Scientific Weight Training Journal: // Reps = 1 + (100 – %1RM) / 4.5 — This is a good heuristic. estimatedMaxRepsAt80 = Math.round(1 + (100 – 80) / 4.5); } else { estimatedMaxRepsAt80 = 0; } } else { estimatedMaxRepsAt80 = 0; } } else { estimatedMaxRepsAt80 = 0; } var trainingVolume = weightForTargetReps * numberOfReps; // Update results display mainResultDiv.innerText = weightForTargetReps.toFixed(1); weightForRepsDiv.innerText = weightForTargetReps.toFixed(1); estimatedMaxRepsAt80Div.innerText = estimatedMaxRepsAt80; trainingVolumeDiv.innerText = trainingVolume.toFixed(1); resultBox.style.display = 'block'; intermediateResultsDiv.style.display = 'flex'; updateChart(oneRepMax, trainingPercentage, numberOfReps); } // Function to reset calculator inputs and results function resetCalculator() { oneRepMaxInput.value = ""; trainingPercentageInput.value = 70; numberOfRepsInput.value = 8; oneRepMaxError.innerText = ""; oneRepMaxError.style.display = 'none'; trainingPercentageError.innerText = ""; trainingPercentageError.style.display = 'none'; numberOfRepsError.innerText = ""; numberOfRepsError.style.display = 'none'; resultBox.style.display = 'none'; intermediateResultsDiv.style.display = 'none'; if (chart) { chart.destroy(); chart = null; } } // Function to copy results to clipboard function copyResults() { var oneRepMax = oneRepMaxInput.value; var trainingPercentage = trainingPercentageInput.value; var numberOfReps = numberOfRepsInput.value; var mainResult = mainResultDiv.innerText; var weightForReps = weightForRepsDiv.innerText; var estimatedMaxReps = estimatedMaxRepsAt80Div.innerText; var volume = trainingVolumeDiv.innerText; var copyText = "— Gym Weight Calculation —" + "\n"; copyText += "1RM: " + oneRepMax + "\n"; copyText += "Training Percentage: " + trainingPercentage + "%\n"; copyText += "Target Reps: " + numberOfReps + "\n"; copyText += "—————————–" + "\n"; copyText += "Calculated Training Weight: " + mainResult + " (kg/lbs)" + "\n"; copyText += "Weight for Target Reps: " + weightForReps + " (kg/lbs)" + "\n"; copyText += "Estimated Max Reps at 80% 1RM: " + estimatedMaxReps + " Reps" + "\n"; copyText += "Training Volume: " + volume + " (kg/lbs)" + "\n"; copyText += "—————————–" + "\n"; copyText += "Assumptions: Based on estimated 1RM and standard strength training formulas."; var textArea = document.createElement("textarea"); textArea.value = copyText; textArea.style.position = "fixed"; textArea.style.top = "0"; textArea.style.left = "0"; textArea.style.opacity = "0"; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'Results copied!' : 'Copying failed.'; console.log(msg); // Optionally show a temporary success message to the user var notification = document.createElement('div'); notification.style.cssText = 'position: fixed; top: 20px; left: 50%; transform: translateX(-50%); background-color: var(–primary-color); color: white; padding: 10px 20px; border-radius: 5px; z-index: 1000;'; notification.innerText = msg; document.body.appendChild(notification); setTimeout(function() { document.body.removeChild(notification); }, 2000); } catch (err) { console.error('Fallback: Oops, unable to copy', err); } document.body.removeChild(textArea); } // Charting Logic function updateChart(oneRepMax, trainingPercentage, numberOfReps) { var canvas = document.getElementById('weightProgressionChart'); if (!canvas) return; chartContext = canvas.getContext('2d'); if (chart) { chart.destroy(); } // Data for the chart: intensity zones and corresponding rep ranges var intensityData = [ { percent: 95, reps: 2 }, { percent: 90, reps: 3 }, { percent: 85, reps: 5 }, { percent: 80, reps: 7 }, // Estimated { percent: 75, reps: 10 }, // Estimated { percent: 70, reps: 12 }, // Estimated { percent: 65, reps: 15 } // Estimated ]; var weightsAtIntensity = intensityData.map(function(item) { return { intensity: item.percent, weight: (oneRepMax * item.percent) / 100, reps: item.reps }; }); // Add the user's input point weightsAtIntensity.push({ intensity: trainingPercentage, weight: parseFloat(weightForRepsDiv.innerText), reps: numberOfReps }); // Sort data by intensity for a clean chart progression weightsAtIntensity.sort(function(a, b) { return a.intensity – b.intensity; }); // Prepare data for chart.js (if we were using it) // For native canvas, we draw manually. // Clear previous drawing chartContext.clearRect(0, 0, canvas.width, canvas.height); var padding = 40; var chartWidth = canvas.width – 2 * padding; var chartHeight = canvas.height – 2 * padding; // Find max weight and max reps for scaling var maxWeight = oneRepMax; var maxReps = 20; // Set a reasonable max reps for the Y-axis // Draw Axes chartContext.strokeStyle = '#ccc'; chartContext.lineWidth = 1; // X-axis (Intensity %) chartContext.beginPath(); chartContext.moveTo(padding, canvas.height – padding); chartContext.lineTo(canvas.width – padding, canvas.height – padding); chartContext.stroke(); // Y-axis (Weight) chartContext.beginPath(); chartContext.moveTo(padding, padding); chartContext.lineTo(padding, canvas.height – padding); chartContext.stroke(); // Draw X-axis labels and ticks chartContext.fillStyle = '#666'; chartContext.textAlign = 'center'; chartContext.font = '12px Arial'; var numXTicks = 5; for (var i = 0; i <= numXTicks; i++) { var xPos = padding + (chartWidth / numXTicks) * i; chartContext.fillText(Math.round((i / numXTicks) * 100) + '%', xPos, canvas.height – padding + 20); chartContext.beginPath(); chartContext.moveTo(xPos, canvas.height – padding – 5); chartContext.lineTo(xPos, canvas.height – padding + 5); chartContext.stroke(); } // Draw Y-axis labels and ticks chartContext.textAlign = 'right'; chartContext.fillText('0', padding – 10, canvas.height – padding); chartContext.fillText(maxWeight.toFixed(0) + ' kg', padding – 10, padding); // Draw data points and lines chartContext.strokeStyle = 'rgba(0, 74, 153, 0.8)'; // Primary color chartContext.fillStyle = 'rgba(0, 74, 153, 0.2)'; chartContext.lineWidth = 2; chartContext.beginPath(); weightsAtIntensity.forEach(function(data, index) { var xPos = padding + (data.intensity / 100) * chartWidth; var yPos = canvas.height – padding – (data.weight / maxWeight) * chartHeight; chartContext.lineTo(xPos, yPos); // Draw data points chartContext.beginPath(); chartContext.arc(xPos, yPos, 5, 0, Math.PI * 2); chartContext.fill(); chartContext.stroke(); // Outline the dot }); // Highlight user's input point var userXPos = padding + (trainingPercentage / 100) * chartWidth; var userYPos = canvas.height – padding – (parseFloat(weightForRepsDiv.innerText) / maxWeight) * chartHeight; chartContext.fillStyle = 'rgba(40, 167, 69, 0.8)'; // Success color chartContext.strokeStyle = '#28a745'; chartContext.lineWidth = 2; chartContext.beginPath(); chartContext.arc(userXPos, userYPos, 7, 0, Math.PI * 2); chartContext.fill(); chartContext.stroke(); // Add labels for the main points chartContext.fillStyle = '#333'; chartContext.textAlign = 'left'; weightsAtIntensity.forEach(function(data) { var xPos = padding + (data.intensity / 100) * chartWidth; var yPos = canvas.height – padding – (data.weight / maxWeight) * chartHeight; chartContext.fillText(data.reps + " reps", xPos + 10, yPos – 5); }); // Add title and legend might be complex for native canvas, rely on caption } // FAQ Toggle function toggleFaq(element) { var parent = element.parentElement; parent.classList.toggle('open'); var content = parent.querySelector('.faq-content'); content.style.display = parent.classList.contains('open') ? 'block' : 'none'; } // Initial calculation on load if defaults are present document.addEventListener('DOMContentLoaded', function() { // Trigger calculation if default values are set and valid if (document.getElementById('oneRepMax').value && document.getElementById('trainingPercentage').value && document.getElementById('numberOfReps').value) { calculateWeights(); } });

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