Calculating Sledgehammer Weight

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Sledgehammer Weight Calculator

Calculate Your Sledgehammer Weight

Enter the following details to estimate the most suitable sledgehammer weight for your task.

Concrete/Masonry Wood/Demolition Metal/Hard Surfaces General Purpose Select the main material you'll be striking.
Estimate the force needed in Newtons (N). Higher force for tougher tasks.
Enter your weight in kg. This helps in suggesting leverage. (Optional)
Low (Short, controlled) Medium (Standard) High (Full, powerful) Describe the typical range of your swing motion.
Short (24-30 inches) Medium (30-36 inches) Long (36+ inches) Consider the leverage provided by different handle lengths.

What is Sledgehammer Weight Calculation?

Calculating the appropriate sledgehammer weight involves understanding the physics of impact and matching the tool's characteristics to the task at hand. It's not simply picking the heaviest hammer; it's about optimizing force, control, and efficiency. This calculation helps users select a sledgehammer that provides sufficient impact force for effective demolition or striking without causing unnecessary strain or risk of injury. A correctly chosen sledgehammer weight ensures that the kinetic energy transferred upon impact is maximized for the specific material being worked on.

Who should use it: This calculator is beneficial for DIY enthusiasts, construction workers, demolition professionals, landscapers, and anyone undertaking projects involving heavy striking or demolition. It helps in making an informed decision when purchasing or selecting a sledgehammer for a specific job.

Common misconceptions: A common misconception is that bigger is always better, leading users to choose excessively heavy sledgehammers. This can lead to poor control, fatigue, and increased risk of injury. Another is that all sledgehammers are the same; in reality, head weight, handle length, and material composition all play a crucial role in performance. The effectiveness of a sledgehammer is a function of its mass, velocity, and the material it strikes, not just its static weight.

Sledgehammer Weight Formula and Mathematical Explanation

The calculation of an appropriate sledgehammer weight is an empirical process that considers several factors. While a single, universally agreed-upon formula for exact weight determination is complex due to variables like user biomechanics and specific material properties, we can approximate recommendations based on kinetic energy principles and practical guidelines.

The fundamental principle behind a sledgehammer's effectiveness is kinetic energy (KE), given by the formula:

KE = 0.5 * mass * velocity^2

However, directly calculating mass from desired KE is insufficient because velocity is largely determined by the user's ability and swing amplitude. Instead, our calculator uses a weighted approach combining task requirements with user control factors.

Our calculator estimates a base force requirement based on the Primary Material Being Hit. This is then adjusted by Required Striking Force. User-specific factors like Swing Amplitude and Handle Length influence the *effective* force and control. A heavier weight requires more force to accelerate, but generates more impact. We aim for a balance.

The intermediate values and final recommendation are derived from empirical data and typical tool specifications:

  • Base Force Factor (from Material): A multiplier assigned to each material type (e.g., Concrete: 1.0, Wood: 0.7, Metal: 1.2).
  • Adjusted Force Requirement: Base Force Factor * Required Striking Force.
  • Swing Control Modifier: A factor based on Swing Amplitude (e.g., Low: 0.8, Medium: 1.0, High: 1.2).
  • Leverage Factor: A factor based on Handle Length (e.g., Short: 0.9, Medium: 1.0, Long: 1.1).
  • User Influence Factor: Combines Swing Control and Leverage (e.g., Swing Control Modifier * Leverage Factor).
  • Weight Estimation: Based on the Adjusted Force Requirement, considering typical energy transfer rates and user capabilities. A simplified model might relate weight (W) to adjusted force (F_adj) and user factor (U) like: W ≈ (F_adj / some_constant) * (1 / U). However, our calculator uses more direct lookup and adjustment based on common sledgehammer weights categorized by task.

Variables Table

Variable Meaning Unit Typical Range
Primary Material The main substance being struck Categorical Concrete, Wood, Metal, General
Required Striking Force Estimated force for the task Newtons (N) 100 – 5000 N
User Body Weight Weight of the person wielding the hammer Kilograms (kg) 30 – 200 kg
Swing Amplitude Extent of the user's swing Categorical Low, Medium, High
Handle Length Length of the hammer's handle Categorical (or inches/cm) Short, Medium, Long
Recommended Head Weight Estimated optimal weight of the hammer head Kilograms (kg) / Pounds (lbs) 0.5 kg – 10 kg (1 lb – 20 lbs)
Kinetic Energy Energy of motion Joules (J) Varies greatly

Practical Examples (Real-World Use Cases)

Example 1: Demolishing a Concrete Patio

Sarah needs to break up an old concrete patio to replace it. She estimates the concrete is moderately dense and requires significant force. She has a standard build (around 65 kg) and typically uses a medium swing.

  • Inputs:
    • Primary Material: Concrete/Masonry
    • Required Striking Force: 3500 N
    • Your Body Weight: 65 kg
    • Swing Amplitude: Medium
    • Handle Length: Medium (30-36 inches)
  • Calculator Output:
    • Recommended Head Weight: 8 lbs (approx. 3.6 kg)
    • Intermediate Force Factor: ~2000 N (Adjusted for concrete)
    • User Control Index: ~1.0 (Medium swing, medium handle)
    • Suggested Sledgehammer: 8 lb Sledgehammer
  • Interpretation: For breaking concrete, a heavier hammer is needed. An 8 lb sledgehammer provides substantial impact force suitable for this task, balanced by Sarah's medium swing and handle length for reasonable control. A lighter hammer might require excessive swings, while a much heavier one could be unwieldy and dangerous.

Example 2: Driving Stakes for Landscaping

John is installing large wooden posts for a garden fence. He needs to drive 4-inch diameter wooden stakes into firm soil. He's fairly strong and prefers a full swing. His body weight is around 90 kg.

  • Inputs:
    • Primary Material: Wood/Demolition
    • Required Striking Force: 1500 N
    • Your Body Weight: 90 kg
    • Swing Amplitude: High
    • Handle Length: Long (36+ inches)
  • Calculator Output:
    • Recommended Head Weight: 6 lbs (approx. 2.7 kg)
    • Intermediate Force Factor: ~1050 N (Adjusted for wood)
    • User Control Index: ~1.2 (High swing, long handle)
    • Suggested Sledgehammer: 6 lb Sledgehammer
  • Interpretation: Driving stakes requires less force than breaking concrete. A 6 lb sledgehammer is suitable. John's strong build, high swing amplitude, and longer handle allow him to generate good velocity and impact with this weight, ensuring the stakes are driven effectively without overexertion. A lighter hammer might not have enough momentum.

How to Use This Sledgehammer Weight Calculator

Using the sledgehammer weight calculator is straightforward and designed to provide a quick, informed recommendation.

  1. Select Material Type: Choose the primary material you intend to strike from the dropdown menu (e.g., Concrete, Wood, Metal). This is the most significant factor in determining the required impact force.
  2. Estimate Striking Force: Input an estimated value for the force you need to apply. For heavy-duty demolition like breaking thick concrete, use a higher number (e.g., 3000-5000 N). For less demanding tasks like driving smaller stakes or light demolition, use a lower number (e.g., 1000-2000 N). If unsure, start with a moderate value.
  3. Enter Your Body Weight (Optional): Providing your body weight in kilograms can help the calculator fine-tune recommendations, especially concerning leverage and control.
  4. Define Swing Amplitude: Select whether you typically use a low, medium, or high amplitude swing. A full, powerful swing allows for a heavier hammer, while shorter, more controlled swings might favor a slightly lighter one for better accuracy and safety.
  5. Choose Handle Length: Indicate the approximate handle length you prefer or are using. Longer handles offer more leverage, allowing the user to generate higher head speeds with less effort, potentially enabling the use of a slightly heavier head.
  6. Click Calculate: Press the "Calculate Recommended Weight" button.

How to Read Results: The calculator will display a primary recommended head weight (in pounds and kilograms) and several intermediate values that contribute to the recommendation. The intermediate values provide insight into the factors considered, such as adjusted force requirements and user control.

Decision-Making Guidance: Use the recommended weight as a primary guideline. Consider your personal strength and experience. If you are a beginner or have physical limitations, consider opting for a hammer slightly lighter than the maximum recommended. For experienced users seeking maximum efficiency on tough jobs, the recommended weight is often ideal. Always prioritize safety and control over raw power.

Key Factors That Affect Sledgehammer Results

Several factors influence the effectiveness and appropriate weight of a sledgehammer beyond basic material type. Understanding these nuances is crucial for optimal performance and safety:

  • Material Hardness and Density: As highlighted by the material selection, harder and denser materials like reinforced concrete or dense stone require significantly more force and thus a heavier sledgehammer compared to softer materials like wood or packed earth. The brittleness of the material also plays a role; some materials may fracture more easily with a specific impact force.
  • Project Scope and Duration: For large-scale demolition projects requiring prolonged use, selecting a slightly lighter sledgehammer that can be swung comfortably for extended periods is often more practical than a very heavy one that leads to rapid fatigue. Efficiency over the entire task is key.
  • User's Physical Strength and Stamina: A user's personal strength, conditioning, and stamina are critical. A heavier sledgehammer demands more physical exertion to control and swing effectively. What is appropriate for a strong, experienced user might be too heavy for a beginner or someone with less physical capacity.
  • Technique and Swing Mechanics: Proper technique utilizes the body's momentum, not just arm strength. A user with good mechanics can generate significant velocity and impact even with a slightly lighter hammer, or control a heavier one more effectively. Poor technique often leads to relying solely on arm strength, increasing fatigue and risk of injury.
  • Handle Material and Design: While head weight is primary, the handle material (wood, fiberglass, steel) and its design (shape, grip) affect shock absorption and overall handling comfort. A well-designed handle can make a heavier head feel more manageable.
  • Environmental Conditions: Factors like working space (confined areas may necessitate shorter handles and lighter hammers), terrain (uneven ground can affect balance), and weather (extreme temperatures can affect grip and comfort) can influence the practical choice of sledgehammer weight.
  • Safety Considerations and Personal Protective Equipment (PPE): Always wear appropriate PPE, including safety glasses or face shields, gloves, and sturdy footwear. The choice of hammer weight should never compromise safety; if a hammer feels too difficult to control, it's too heavy.

Frequently Asked Questions (FAQ)

Q1: What is the difference between a sledgehammer and a regular hammer?
A sledgehammer is designed for heavy demolition and striking tasks, featuring a large, heavy head and a long handle for maximum impact force. A regular hammer (like a claw hammer or ball-peen hammer) is designed for lighter tasks such as driving nails or shaping metal, with a much smaller and lighter head.
Q2: How heavy should my first sledgehammer be?
For general-purpose use and if you're unsure, a 4 lb (approx. 1.8 kg) or 6 lb (approx. 2.7 kg) sledgehammer is often a good starting point. These weights offer a balance of impact force and manageability for various common tasks. Consult the calculator for more specific recommendations.
Q3: Can I use a sledgehammer for breaking rocks?
Yes, sledgehammers are commonly used for breaking rocks and boulders, especially softer sedimentary rocks or for initial fracturing. For very hard igneous rocks, specialized tools might be more efficient, but a heavy sledgehammer (8 lbs or more) is often effective. Ensure the calculator reflects a 'hard material' setting if available.
Q4: What does head weight vs. total weight mean?
Sledgehammer specifications typically refer to the weight of the head (the part that strikes). The total weight includes the head plus the handle. When choosing, focus on the head weight as it's the primary determinant of impact force. The handle length and material also contribute to the overall feel and leverage.
Q5: Is a fiberglass handle better than a wooden one?
Fiberglass handles are generally more durable, resistant to weather, and offer better shock absorption than traditional wooden handles. Wooden handles can be lighter and provide a more traditional feel but are susceptible to breaking or splintering. Both can be effective depending on the quality and user preference.
Q6: How do I maintain my sledgehammer?
Keep the head clean and free of rust by wiping it down after use and occasionally applying a light oil. Ensure the head is securely attached to the handle; if it becomes loose, it's a safety hazard and needs to be re-seated or repaired. Store it in a dry place.
Q7: What is the role of my body weight in sledgehammer selection?
Your body weight, combined with strength and technique, influences how much force you can effectively generate and control. Heavier individuals may naturally be able to wield heavier sledgehammers more easily. The calculator uses this as an optional input to refine recommendations for leverage and balance, ensuring the chosen weight feels appropriate for your physical stature.
Q8: Can I use a sledgehammer for framing or construction work?
While a sledgehammer is primarily for demolition and heavy striking, lighter versions (4-6 lbs) can sometimes be used for driving large posts or stakes in construction or landscaping. However, for typical framing tasks involving nails, a claw hammer or framing hammer is the appropriate tool. Using a sledgehammer for tasks it's not designed for can cause damage or injury.
function validateInput(id, minValue, maxValue, errorMessageElementId) { var input = document.getElementById(id); var value = parseFloat(input.value); var errorElement = document.getElementById(errorMessageElementId); errorElement.style.display = 'none'; // Hide error initially if (isNaN(value) || input.value.trim() === "") { errorElement.textContent = "This field is required."; errorElement.style.display = 'block'; return false; } if (value maxValue) { errorElement.textContent = "Value cannot be greater than " + maxValue + "."; errorElement.style.display = 'block'; return false; } return true; } function calculateSledgehammerWeight() { var materialType = document.getElementById("materialType").value; var taskForce = parseFloat(document.getElementById("taskForce").value); var userWeight = parseFloat(document.getElementById("userWeight").value); var swingAmplitude = document.getElementById("swingAmplitude").value; var handleLength = document.getElementById("handleLength").value; // Validation flags var isValid = true; isValid &= validateInput("taskForce", 100, 5000, "taskForceError"); isValid &= validateInput("userWeight", 30, 200, "userWeightError"); if (!isValid) { document.getElementById("result").classList.add("hidden"); document.getElementById("result-details").classList.add("hidden"); document.getElementById("formulaExplanation").classList.add("hidden"); document.getElementById("chartContainer").classList.add("hidden"); document.getElementById("tableContainer").classList.add("hidden"); return; } // Base multipliers and modifiers var materialFactors = { "concrete": 1.0, "wood": 0.7, "metal": 1.2, "general": 0.85 }; var swingFactors = { "low": 0.8, "medium": 1.0, "high": 1.2 }; var handleFactors = { "short": 0.9, "medium": 1.0, "long": 1.1 }; // Calculations var baseMaterialFactor = materialFactors[materialType] || 0.85; var adjustedForceRequirement = taskForce * baseMaterialFactor; var swingControlModifier = swingFactors[swingAmplitude] || 1.0; var leverageFactor = handleFactors[handleLength] || 1.0; var userControlIndex = swingControlModifier * leverageFactor; // Rough estimation of weight based on adjusted force and user control // These constants are empirical and can be tuned. // Assumes higher adjusted force needs more weight, higher user control can manage more weight. var weightEstimateKg = (adjustedForceRequirement / 150) * (1 / userControlIndex) * (userWeight / 75); // Basic scaling // Clamp weight estimate within practical ranges weightEstimateKg = Math.max(0.5, Math.min(10, weightEstimateKg)); // 1 kg to 10 kg // Convert to pounds for common reference var weightEstimateLbs = weightEstimateKg * 2.20462; // Rounding for display var displayWeightKg = weightEstimateKg.toFixed(1); var displayWeightLbs = Math.round(weightEstimateLbs); var adjustedForceDisplay = adjustedForceRequirement.toFixed(0); var userControlDisplay = userControlIndex.toFixed(2); // Intermediate Values for display var intermediateValues = [ { label: "Adjusted Force Req.", value: adjustedForceDisplay + " N", unit: "" }, { label: "User Control Index", value: userControlDisplay, unit: "" }, { label: "Est. Kinetic Energy", value: (0.5 * weightEstimateKg * Math.pow(userControlIndex * 15, 2)).toFixed(1) + " J", unit: "" } // Rough KE estimate ]; // Populate results document.getElementById("result").innerHTML = displayWeightLbs + " lbs (" + displayWeightKg + " kg)"; var detailsHtml = ""; intermediateValues.forEach(function(item) { detailsHtml += '
' + item.value + '' + item.label + '
'; }); document.getElementById("result-details").innerHTML = detailsHtml; document.getElementById("formulaExplanation").innerHTML = "The recommended weight is estimated based on the required striking force adjusted for the material type, your swing amplitude, and handle leverage. Heavier materials and higher force requirements suggest heavier hammers, while better control allows for potentially heavier weights."; document.getElementById("result").classList.remove("hidden"); document.getElementById("result-details").classList.remove("hidden"); document.getElementById("formulaExplanation").classList.remove("hidden"); document.getElementById("chartContainer").classList.remove("hidden"); document.getElementById("tableContainer").classList.remove("hidden"); updateChartAndTable(materialType, displayWeightKg, handleLength); } function updateChartAndTable(currentMaterial, currentWeightKg, currentHandle) { // Sample data for chart and table – representing typical recommendations var recommendationData = { "concrete": [ { weight_kg: 1.8, weight_lbs: 4, handle: "medium", notes: "Light demo" }, { weight_kg: 2.7, weight_lbs: 6, handle: "medium", notes: "Standard demo" }, { weight_kg: 3.6, weight_lbs: 8, handle: "long", notes: "Heavy demo" }, { weight_kg: 4.5, weight_lbs: 10, handle: "long", notes: "Severe demo" } ], "wood": [ { weight_kg: 0.9, weight_lbs: 2, handle: "short", notes: "Light striking" }, { weight_kg: 1.8, weight_lbs: 4, handle: "medium", notes: "Driving stakes" }, { weight_kg: 2.7, weight_lbs: 6, handle: "medium", notes: "Demolition" }, { weight_kg: 3.6, weight_lbs: 8, handle: "long", notes: "Heavy wood" } ], "metal": [ { weight_kg: 0.5, weight_lbs: 1, handle: "short", notes: "Light shaping" }, { weight_kg: 1.4, weight_lbs: 3, handle: "medium", notes: "Forming/Striking" }, { weight_kg: 2.7, weight_lbs: 6, handle: "long", notes: "Heavy metal work" } ], "general": [ { weight_kg: 1.4, weight_lbs: 3, handle: "medium", notes: "General tasks" }, { weight_kg: 1.8, weight_lbs: 4, handle: "medium", notes: "Common use" }, { weight_kg: 2.7, weight_lbs: 6, handle: "long", notes: "Tougher tasks" } ] }; var tableBodyHtml = ""; var chartLabels = []; var chartData = []; var chartDataLbs = []; // Store pounds as well for reference var dataForMaterial = recommendationData[currentMaterial] || recommendationData["general"]; dataForMaterial.forEach(function(item, index) { tableBodyHtml += ""; tableBodyHtml += "" + (index === 0 ? currentMaterial.charAt(0).toUpperCase() + currentMaterial.slice(1) : "") + ""; // Show material only for first row tableBodyHtml += "" + item.weight_kg.toFixed(1) + " kg (" + item.weight_lbs + " lbs)"; tableBodyHtml += "" + (item.handle === "short" ? "24-30\"" : item.handle === "medium" ? "30-36\"" : "36+\"") + ""; tableBodyHtml += "" + item.notes + ""; tableBodyHtml += ""; chartLabels.push(item.weight_lbs + " lbs"); chartData.push(item.weight_kg); chartDataLbs.push(item.weight_lbs); }); document.getElementById("recommendationTableBody").innerHTML = tableBodyHtml; // Update Chart var ctx = document.getElementById('weightDistributionChart').getContext('2d'); // Destroy previous chart instance if it exists if (window.mySledgehammerChart instanceof Chart) { window.mySledgehammerChart.destroy(); } // Simple charting using Canvas API directly (no libraries) ctx.clearRect(0, 0, ctx.canvas.width, ctx.canvas.height); // Clear canvas var canvasWidth = ctx.canvas.clientWidth; var canvasHeight = ctx.canvas.clientHeight; var padding = 40; var chartAreaWidth = canvasWidth – 2 * padding; var chartAreaHeight = canvasHeight – 2 * padding; // Find max weight for scaling var maxWeight = Math.max(…chartData); var minWeight = Math.min(…chartData); if (minWeight === maxWeight) maxWeight += 1; // Avoid division by zero if all weights are same // Draw axes ctx.strokeStyle = '#ccc'; ctx.lineWidth = 1; ctx.font = '12px Segoe UI'; ctx.fillStyle = '#333'; // Y-axis (Weight) ctx.beginPath(); ctx.moveTo(padding, padding); ctx.lineTo(padding, canvasHeight – padding); ctx.stroke(); ctx.textAlign = 'right'; ctx.fillText(maxWeight.toFixed(1) + ' kg', padding – 5, padding); ctx.fillText(minWeight.toFixed(1) + ' kg', padding – 5, canvasHeight – padding); ctx.fillText(((minWeight + maxWeight) / 2).toFixed(1) + ' kg', padding – 5, canvasHeight / 2); ctx.fillText('Head Weight (kg)', padding – 50, canvasHeight / 2); // X-axis (Hammer Type/Label) ctx.beginPath(); ctx.moveTo(padding, canvasHeight – padding); ctx.lineTo(canvasWidth – padding, canvasHeight – padding); ctx.stroke(); ctx.textAlign = 'center'; var barWidth = chartAreaWidth / chartLabels.length * 0.6; var barSpacing = chartAreaWidth / chartLabels.length * 0.4; chartLabels.forEach(function(label, index) { var xPos = padding + barSpacing / 2 + index * (barWidth + barSpacing) + barWidth / 2; ctx.fillText(label, xPos, canvasHeight – padding + 15); }); ctx.fillText('Hammer Size', padding + chartAreaWidth / 2, canvasHeight – padding + 35); // Draw bars ctx.fillStyle = '#004a99'; // Primary color ctx.globalAlpha = 0.7; chartData.forEach(function(weight, index) { var barHeight = (weight – minWeight) / (maxWeight – minWeight) * chartAreaHeight; var xPos = padding + barSpacing / 2 + index * (barWidth + barSpacing); var yPos = canvasHeight – padding – barHeight; ctx.fillRect(xPos, yPos, barWidth, barHeight); }); ctx.globalAlpha = 1; // Add legend (simple text) ctx.textAlign = 'left'; ctx.fillText('Recommended Weights for ' + currentMaterial.charAt(0).toUpperCase() + currentMaterial.slice(1), padding, padding – 10); } function resetCalculator() { document.getElementById("materialType").value = "concrete"; document.getElementById("taskForce").value = "500"; document.getElementById("userWeight").value = "75"; document.getElementById("swingAmplitude").value = "medium"; document.getElementById("handleLength").value = "medium"; document.getElementById("taskForceError").style.display = 'none'; document.getElementById("userWeightError").style.display = 'none'; document.getElementById("result").classList.add("hidden"); document.getElementById("result-details").classList.add("hidden"); document.getElementById("formulaExplanation").classList.add("hidden"); document.getElementById("chartContainer").classList.add("hidden"); document.getElementById("tableContainer").classList.add("hidden"); } function toggleFaq(element) { var answer = element.nextElementSibling; if (answer.style.display === "block") { answer.style.display = "none"; } else { answer.style.display = "block"; } } // Initial calculation on load document.addEventListener("DOMContentLoaded", function() { calculateSledgehammerWeight(); });

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