Bake Deformer Failed to Calculate the Weights

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Bake Deformer Weight Calculation Failure Analysis

Troubleshoot and understand why your bake deformer weights might be failing with our comprehensive analysis tool and guide.

Deformer Weight Analysis Calculator

The total number of vertices in your mesh.
The number of bones influencing the mesh.
Average number of bones each vertex is influenced by.
Size of data per vertex (e.g., position, normal, UVs, weights). Typically 12 (pos) + 12 (norm) + 8 (UV) + 16 (weights) = 48.
Size of data for bone indices and weights per vertex. Often 4 floats (16 bytes).
Size of a bone's transformation matrix (e.g., 4×4 float matrix = 64 bytes).
The maximum number of bones any single vertex can be influenced by.

Analysis Results

Potential Memory BottleneckIndicates if the total vertex and bone data might exceed typical hardware limits or cause performance issues. N/A
Estimated Vertex Data Memory (MB)Total memory required for all vertex attributes. N/A
Estimated Bone Influence Memory (MB)Total memory required for bone indices and weights per vertex. N/A
Estimated Bone Matrix Memory (MB)Total memory required to store all bone transformation matrices. N/A
Overall Complexity ScoreA score indicating the complexity and potential for issues. Higher scores suggest more potential problems. N/A
Formula Used:
Vertex Data Memory = (Total Vertices * Vertex Data Size) / 1024 / 1024
Bone Influence Memory = (Total Vertices * Max Bones per Vertex * 4 bytes per weight) / 1024 / 1024
Bone Matrix Memory = (Number of Bones * Bone Matrix Size) / 1024 / 1024
Complexity Score = (Total Vertices * Avg. Weights per Vertex * Max Bones per Vertex) / (1000 * Number of Bones)
Memory Bottleneck = If (Vertex Data Memory + Bone Influence Memory + Bone Matrix Memory) > 100 MB (threshold can vary)

Weight Distribution Analysis

Avg. Weights per Vertex Max Bones per Vertex

Visualizing the relationship between average and maximum bone influences.

Input Parameter Summary

Key Input Parameters and Their Impact
Parameter Value Unit Impact on Weight Baking
Total Vertices N/A Count Higher vertex counts increase processing time and memory usage.
Number of Bones N/A Count More bones mean more complex calculations and potentially larger matrix storage.
Avg. Weights per Vertex N/A Count Higher averages increase data complexity and potential for overlapping influences.
Max Bones per Vertex N/A Count Exceeding engine limits or hardware capabilities can cause failures.
Vertex Data Size N/A Bytes Larger data per vertex increases overall memory footprint.
Weight Data Size N/A Bytes Affects the memory required to store skinning information.
Bone Matrix Size N/A Bytes Larger matrices (e.g., higher precision) increase memory usage.

What is Bake Deformer Weight Calculation Failure?

A "bake deformer failed to calculate the weights" error signifies a critical issue during the process of transferring skeletal animation data (bone influences) to a 3D mesh. In 3D graphics, particularly in animation and game development, complex models are often rigged with a skeleton (bones). The deformer then uses these bones to manipulate the mesh's vertices, creating movement. Weight painting is the process of assigning how much influence each bone has on each vertex. "Baking" this data means converting these dynamic influences into a static, optimized format, often for real-time rendering engines. When this process fails, it typically indicates that the data being generated is too complex, too large, exceeds hardware or software limitations, or contains invalid information that prevents successful calculation and storage.

Who Should Understand This: This issue is primarily encountered by 3D modelers, animators, technical artists, and game developers working with character models, complex props, or any object requiring skeletal deformation. Understanding the potential causes is crucial for efficient asset creation and troubleshooting.

Common Misconceptions:

  • It's always a bug in the software: While software bugs can occur, failures are more often due to exceeding technical limits or improper setup of the mesh, rig, or weights.
  • More bones are always better: An excessive number of bones or influences per vertex can lead to performance issues and calculation failures, even if technically possible.
  • Weight painting is simple: Achieving clean, efficient deformations requires careful attention to vertex count, bone count, and the distribution of weights, especially for complex animations.

Bake Deformer Weight Calculation Failure: Formula and Mathematical Explanation

The failure to calculate deformer weights often stems from exceeding computational or memory limits. Several factors contribute to the complexity and size of the data that needs to be processed and stored. Understanding these can help diagnose the root cause.

The core components contributing to potential failures are:

  1. Vertex Data Complexity: Each vertex stores information like position, normals, UV coordinates, and crucially, bone indices and weights.
  2. Bone Influence Data: The number of bones influencing a vertex and the precision of those weights.
  3. Skeletal Structure: The total number of bones in the rig and their transformation matrices.
  4. Memory Constraints: Hardware limitations (GPU VRAM, system RAM) and engine-specific limits.

Mathematical Breakdown:

Let's define the variables:

  • V = Total Vertices in the mesh
  • B = Number of Bones in the skeleton
  • W_avg = Average number of bones influencing a single vertex
  • W_max = Maximum number of bones allowed to influence a single vertex (often a hardware/engine limit)
  • S_v = Size of data per vertex (position, normal, UVs, etc., in bytes)
  • S_w = Size of data for bone indices and weights per vertex (e.g., 4 floats for indices, 4 floats for weights = 32 bytes, or often optimized)
  • S_m = Size of a bone's transformation matrix (e.g., 4×4 floats = 64 bytes)

Estimated Memory Usage:

  • Vertex Attribute Memory: V * S_v bytes
  • Skinning Data Memory: V * W_max * 4 bytes (assuming 4 bytes per float weight, and storing weights for up to W_max bones)
  • Bone Matrix Memory: B * S_m bytes

Computational Complexity: The process of applying these weights during deformation involves matrix multiplications for each influenced vertex. The total number of operations is roughly proportional to V * W_avg * (matrix multiplication cost).

Failure Points:

  • Memory Exceeded: If (V * S_v) + (V * W_max * 4) + (B * S_m) exceeds available VRAM or system RAM.
  • Vertex Weight Limit Exceeded: If the actual number of influences per vertex exceeds W_max, or if the software/engine enforces a strict limit.
  • Data Corruption: Invalid weight values (e.g., NaN, infinity, negative values) or incorrect bone indices.
  • Performance Timeout: The baking process takes too long, triggering a timeout in the software.

Variables Table:

Deformer Weight Calculation Variables
Variable Meaning Unit Typical Range / Notes
Total Vertices (V) Number of points defining the mesh geometry. Count 1,000 – 1,000,000+ (Highly variable)
Number of Bones (B) Total bones in the skeleton/rig. Count 10 – 200+
Avg. Weights per Vertex (W_avg) Average number of bones influencing each vertex. Count 2 – 8 (Commonly limited by engine)
Max Bones per Vertex (W_max) Hardware/Engine limit on influences per vertex. Count 4 – 8 (Common in games), up to 64+ (High-end DCCs)
Vertex Data Size (S_v) Bytes for position, normal, UVs, tangents, etc. Bytes 32 – 128+ (Depends on attributes)
Weight Data Size (S_w) Bytes for bone indices and weights per vertex. Bytes 16 – 64 (Often 4 indices + 4 weights = 32 bytes)
Bone Matrix Size (S_m) Bytes for a bone's transformation matrix. Bytes 64 (4×4 float) – 128 (4×4 double)

Practical Examples (Real-World Use Cases)

Let's analyze scenarios where bake deformer weight calculation might fail or become problematic.

Example 1: High-Poly Character Model for Games

Scenario: An animator is preparing a detailed character model with 50,000 vertices for a game engine that typically supports a maximum of 8 bone influences per vertex.

Inputs:

  • Total Vertices: 50,000
  • Number of Bones: 75
  • Avg. Weights per Vertex: 6
  • Max Bones per Vertex: 8
  • Vertex Data Size: 64 bytes (Pos, Norm, UVs)
  • Weight Data Size: 32 bytes (4 indices, 4 weights)
  • Bone Matrix Size: 64 bytes (4×4 float)

Calculations:

  • Vertex Attribute Memory: 50,000 * 64 bytes = 3.2 MB
  • Skinning Data Memory: 50,000 * 8 * 4 bytes = 1.6 MB
  • Bone Matrix Memory: 75 * 64 bytes = 4.8 KB (negligible)
  • Total Skinning Related Memory: ~4.8 MB
  • Complexity Score: (50000 * 6 * 8) / (1000 * 75) = 3200 / 75 ≈ 42.7

Interpretation: In this case, the memory requirements are well within typical limits (e.g., 100MB threshold). The complexity score is moderate. A failure here is less likely due to pure data size or limits, and more likely due to specific weight painting issues (e.g., vertices influenced by more than 8 bones unintentionally, invalid data, or a bug in the specific baking tool). The animator should double-check the weight limits and ensure clean weight distribution.

Example 2: Extremely Dense Mesh with Many Influences

Scenario: A technical artist is trying to bake weights for a highly detailed sculpt intended for a high-end rendering application, pushing the limits of vertex data and influences.

Inputs:

  • Total Vertices: 250,000
  • Number of Bones: 150
  • Avg. Weights per Vertex: 12
  • Max Bones per Vertex: 16
  • Vertex Data Size: 96 bytes (Pos, Norm, UVs, Tangents)
  • Weight Data Size: 64 bytes (8 indices, 8 weights)
  • Bone Matrix Size: 64 bytes (4×4 float)

Calculations:

  • Vertex Attribute Memory: 250,000 * 96 bytes = 24 MB
  • Skinning Data Memory: 250,000 * 16 * 4 bytes = 16 MB
  • Bone Matrix Memory: 150 * 64 bytes = 9.6 KB (negligible)
  • Total Skinning Related Memory: ~40 MB
  • Complexity Score: (250000 * 12 * 16) / (1000 * 150) = 48,000,000 / 150,000 = 320

Interpretation: Here, the memory usage is still manageable, but the complexity score is significantly higher (320). The average and maximum weights per vertex are also high. A failure could occur due to exceeding the software's internal processing limits for such complex influence data, potential floating-point precision issues during calculation, or simply hitting a performance timeout. Optimizing the mesh (reducing vertex count where possible) or reducing the number of influences per vertex would be recommended.

How to Use This Bake Deformer Weight Analysis Calculator

This calculator helps you diagnose potential reasons for "bake deformer failed to calculate the weights" errors by analyzing the complexity and memory footprint of your mesh and rig data. Follow these steps:

  1. Gather Input Data: Identify the key parameters for your 3D model and skeleton. You'll need:
    • The total number of vertices in your mesh.
    • The total number of bones in your skeleton.
    • The average number of bones influencing each vertex (you can often find this in your 3D software's skinning tools or estimate it).
    • The maximum number of bones your target platform or engine supports influencing a single vertex.
    • An estimate of the data size (in bytes) for each vertex (position, normals, UVs, etc.).
    • An estimate of the data size (in bytes) for the skinning weights themselves (indices and weight values).
    • The size (in bytes) of a single bone's transformation matrix (usually 4×4 floats).
  2. Enter Values: Input these numbers into the corresponding fields in the calculator. Use the helper text for guidance on typical values.
  3. Analyze Results: Click the "Analyze Weights" button. The calculator will display:
    • Estimated Memory Usage: Breakdown of memory required for vertex data, skinning data, and bone matrices.
    • Potential Memory Bottleneck: An indicator if the total estimated memory exceeds a common threshold (e.g., 100MB), suggesting potential VRAM or RAM issues.
    • Overall Complexity Score: A relative score indicating the computational load. Higher scores suggest a greater potential for calculation failures or performance issues.
    • Weight Distribution Chart: A visual comparison of average vs. maximum bone influences.
    • Input Parameter Summary Table: A detailed breakdown of your inputs and their potential impact.
  4. Interpret Findings:
    • High Memory Usage / Bottleneck: If memory estimates are very high, consider optimizing your mesh (reducing vertex count), simplifying UV layouts, or using fewer bones if possible.
    • High Complexity Score: This suggests the sheer amount of data being processed is high. Look for ways to reduce vertex count, average influences, or potentially the number of bones.
    • Discrepancy in Chart: A large gap between average and max influences might indicate areas of the mesh are overly complex.
    • Exceeding Max Bones: Ensure your rig setup respects the Max Bones per Vertex limit, especially for game engines.
  5. Troubleshoot Further: If the calculator indicates potential issues, review your weight painting, ensure no stray vertices are heavily influenced, check for non-manifold geometry, and verify your software's specific requirements and limitations.
  6. Reset or Copy: Use the "Reset Defaults" button to start over with standard values, or "Copy Results" to save the analysis details.

Key Factors That Affect Bake Deformer Results

Several interconnected factors influence the success and efficiency of baking deformer weights. Understanding these is key to preventing failures and achieving optimal results:

  1. Mesh Density (Vertex Count): A higher vertex count means more data points to process and store weights for. Extremely dense meshes can overwhelm memory and processing capabilities, leading to calculation failures or extremely long bake times. Optimization techniques like LOD (Level of Detail) systems can help manage this.
  2. Bone Count and Hierarchy Complexity: A large number of bones increases the size of the skeleton data (transformation matrices) and the potential for complex influence chains. Deeply nested hierarchies can sometimes complicate weight propagation.
  3. Number of Influences Per Vertex: Most real-time engines limit the number of bones that can influence a single vertex (e.g., 4 or 8). Exceeding this limit during baking will cause failure. Even below the limit, a high average number of influences increases data complexity and potential for conflicting weights.
  4. Weight Painting Quality: Poorly painted weights (e.g., vertices influenced by distant bones, uneven distribution, sharp transitions) can lead to undesirable deformations, but also potentially cause calculation errors if the data becomes inconsistent or exceeds internal thresholds during the baking process.
  5. Data Precision and Format: The precision used for storing vertex positions, normals, UVs, and especially bone weights (e.g., float vs. half-float) affects memory usage and potential for floating-point errors. Incorrect data types or formats can cause baking failures.
  6. Software/Engine Limitations: Different 3D modeling packages (Maya, Blender, 3ds Max) and game engines (Unity, Unreal Engine) have their own specific limits on vertex count, bone influences, matrix sizes, and data structures. Exceeding these documented limits is a common cause of failure.
  7. Hardware Resources (RAM/VRAM): The baking process, especially for complex assets, requires significant system RAM and GPU VRAM. Insufficient resources can lead to crashes or timeouts during the bake.
  8. Non-Uniform Scaling: Applying non-uniform scaling to bones can complicate the transformation matrices and potentially lead to issues during weight calculation or application, especially if not handled correctly by the engine.

Frequently Asked Questions (FAQ)

Q1: What does "bake deformer failed to calculate the weights" mean in simple terms?

It means the software couldn't successfully convert the animation bone influences into a usable format for your mesh, often because the data is too complex, too large, or contains errors.

Q2: How can I reduce the vertex count of my mesh?

You can use decimation tools in your 3D software, retopology techniques to create a cleaner, lower-poly version, or utilize Level of Detail (LOD) systems to generate simpler versions automatically.

Q3: Is it possible to have too many bones?

Yes. While modern hardware can handle many bones, an excessive number increases memory usage and computational load. More importantly, exceeding the engine's limit on influences per vertex is a direct cause of failure.

Q4: What is the typical limit for bone influences per vertex in games?

Commonly, game engines limit influences to 4 or 8 bones per vertex to optimize performance. Always check the specific requirements of your target engine.

Q5: Can bad geometry cause weight baking failures?

Yes. Non-manifold geometry, internal faces, zero-area faces, or holes in your mesh can confuse the weight calculation algorithms and lead to errors.

Q6: How do I check the data size for vertex attributes and weights?

In your 3D software's export settings or skinning editor, you can often see the attributes being exported (position, normal, UVs, etc.) and the format used for weights. Multiply the size of each attribute by the number of vertices/influences to estimate.

Q7: What should I do if my complexity score is very high?

Focus on optimizing your mesh by reducing the vertex count, especially in areas that don't require fine detail. Also, try to reduce the average number of bone influences per vertex where possible, perhaps by assigning weights more selectively.

Q8: Does the order of bones in the skeleton matter for baking?

While the final deformation should be the same if weights are correct, the order can affect how data is stored and processed internally. Ensure consistency, especially when transferring rigs between different software.

Q9: What if the calculator shows no issues, but I still get an error?

The calculator provides estimates based on common factors. The error might stem from specific software bugs, corrupted files, driver issues, incorrect export settings, or unique edge cases not covered by the general formulas.

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var chartInstance = null; // Global variable to hold chart instance function getElement(id) { return document.getElementById(id); } function validateInput(value, id, min, max, errorMessageId, helperTextId) { var errorElement = getElement(errorMessageId); var helperElement = getElement(helperTextId); var inputElement = getElement(id); if (value === "") { errorElement.textContent = "This field cannot be empty."; inputElement.style.borderColor = "#dc3545"; if (helperElement) helperElement.style.display = 'none'; return false; } var numValue = parseFloat(value); if (isNaN(numValue)) { errorElement.textContent = "Please enter a valid number."; inputElement.style.borderColor = "#dc3545"; if (helperElement) helperElement.style.display = 'none'; return false; } if (numValue max) { errorElement.textContent = "Value cannot be greater than " + max + "."; inputElement.style.borderColor = "#dc3545"; if (helperElement) helperElement.style.display = 'none'; return false; } errorElement.textContent = ""; inputElement.style.borderColor = "#ced4da"; // Default border color if (helperElement) helperElement.style.display = 'block'; return true; } function calculateWeights() { var vertexCount = getElement("vertexCount").value; var boneCount = getElement("boneCount").value; var averageWeightPerVertex = getElement("averageWeightPerVertex").value; var vertexDataSize = getElement("vertexDataSize").value; var weightDataSize = getElement("weightDataSize").value; // Not directly used in core calc but good context var boneMatrixSize = getElement("boneMatrixSize").value; var maxBonesPerVertex = getElement("maxBonesPerVertex").value; // Validation var isValid = true; isValid &= validateInput(vertexCount, "vertexCount", 1, Infinity, "vertexCountError"); isValid &= validateInput(boneCount, "boneCount", 1, Infinity, "boneCountError"); isValid &= validateInput(averageWeightPerVertex, "averageWeightPerVertex", 1, Infinity, "averageWeightPerVertexError"); isValid &= validateInput(vertexDataSize, "vertexDataSize", 1, Infinity, "vertexDataSizeError"); isValid &= validateInput(weightDataSize, "weightDataSize", 1, Infinity, "weightDataSizeError"); isValid &= validateInput(boneMatrixSize, "boneMatrixSize", 1, Infinity, "boneMatrixSizeError"); isValid &= validateInput(maxBonesPerVertex, "maxBonesPerVertex", 1, Infinity, "maxBonesPerVertexError"); if (!isValid) { getElement("results").style.display = "none"; return; } var v = parseFloat(vertexCount); var b = parseFloat(boneCount); var w_avg = parseFloat(averageWeightPerVertex); var sv = parseFloat(vertexDataSize); var sw = parseFloat(weightDataSize); // Contextual var sm = parseFloat(boneMatrixSize); var w_max = parseFloat(maxBonesPerVertex); // Calculations var vertexMemoryBytes = v * sv; var boneInfluenceMemoryBytes = v * w_max * 4; // Assuming 4 bytes per float weight var boneMatrixMemoryBytes = b * sm; var totalMemoryBytes = vertexMemoryBytes + boneInfluenceMemoryBytes + boneMatrixMemoryBytes; var totalMemoryMB = totalMemoryBytes / (1024 * 1024); var vertexMemoryMB = vertexMemoryBytes / (1024 * 1024); var boneInfluenceMemoryMB = boneInfluenceMemoryBytes / (1024 * 1024); var boneMatrixMemoryMB = boneMatrixMemoryBytes / (1024 * 1024); // Complexity Score – Adjusted formula for better scaling var complexityScore = (v * w_avg * w_max) / (b * 100); // Normalize by bone count and a factor var memoryBottleneck = "No"; var bottleneckThresholdMB = 100; // Example threshold if (totalMemoryMB > bottleneckThresholdMB) { memoryBottleneck = "Yes (Estimated > " + bottleneckThresholdMB + " MB)"; } // Update Results Display getElement("memoryBottleneck").textContent = memoryBottleneck; getElement("vertexMemory").textContent = vertexMemoryMB.toFixed(2) + " MB"; getElement("boneInfluenceMemory").textContent = boneInfluenceMemoryMB.toFixed(2) + " MB"; getElement("boneMatrixMemory").textContent = boneMatrixMemoryMB.toFixed(2) + " KB"; // Display matrices in KB as it's usually small getElement("complexityScore").textContent = complexityScore.toFixed(2); getElement("results").style.display = "block"; // Update Table getElement("tableVertexCount").textContent = v; getElement("tableBoneCount").textContent = b; getElement("tableAvgWeights").textContent = w_avg; getElement("tableMaxBones").textContent = w_max; getElement("tableVertexDataSize").textContent = sv; getElement("tableWeightDataSize").textContent = sw; getElement("tableBoneMatrixSize").textContent = sm; // Update Chart updateChart(w_avg, w_max); } function updateChart(avgWeights, maxBones) { var ctx = getElement('weightDistributionChart').getContext('2d'); // Destroy previous chart instance if it exists if (chartInstance) { chartInstance.destroy(); } chartInstance = new Chart(ctx, { type: 'bar', // Using bar chart for comparison data: { labels: ['Bone Influences'], datasets: [{ label: 'Average Weights per Vertex', data: [avgWeights], backgroundColor: 'rgba(0, 74, 153, 0.8)', // Primary color borderColor: 'rgba(0, 74, 153, 1)', borderWidth: 1 }, { label: 'Max Bones per Vertex Limit', data: [maxBones], backgroundColor: 'rgba(40, 167, 69, 0.8)', // Success color borderColor: 'rgba(40, 167, 69, 1)', borderWidth: 1 }] }, options: { responsive: true, maintainAspectRatio: false, scales: { y: { beginAtZero: true, title: { display: true, text: 'Number of Bones' } } }, plugins: { legend: { display: false // Legend is handled by custom div }, title: { display: true, text: 'Comparison of Average vs. Maximum Bone Influences' } } } }); } function resetCalculator() { getElement("vertexCount").value = "10000"; getElement("boneCount").value = "10"; getElement("averageWeightPerVertex").value = "4"; getElement("vertexDataSize").value = "48"; getElement("weightDataSize").value = "16"; getElement("boneMatrixSize").value = "64"; getElement("maxBonesPerVertex").value = "8"; // Clear errors getElement("vertexCountError").textContent = ""; getElement("boneCountError").textContent = ""; getElement("averageWeightPerVertexError").textContent = ""; getElement("vertexDataSizeError").textContent = ""; getElement("weightDataSizeError").textContent = ""; getElement("boneMatrixSizeError").textContent = ""; getElement("maxBonesPerVertexError").textContent = ""; // Reset styles getElement("vertexCount").style.borderColor = "#ced4da"; getElement("boneCount").style.borderColor = "#ced4da"; getElement("averageWeightPerVertex").style.borderColor = "#ced4da"; getElement("vertexDataSize").style.borderColor = "#ced4da"; getElement("weightDataSize").style.borderColor = "#ced4da"; getElement("boneMatrixSize").style.borderColor = "#ced4da"; getElement("maxBonesPerVertex").style.borderColor = "#ced4da"; getElement("results").style.display = "none"; if (chartInstance) { chartInstance.destroy(); chartInstance = null; } // Clear table content too getElement("tableVertexCount").textContent = "N/A"; getElement("tableBoneCount").textContent = "N/A"; getElement("tableAvgWeights").textContent = "N/A"; getElement("tableMaxBones").textContent = "N/A"; getElement("tableVertexDataSize").textContent = "N/A"; getElement("tableWeightDataSize").textContent = "N/A"; getElement("tableBoneMatrixSize").textContent = "N/A"; } function copyResults() { var resultsText = "Bake Deformer Weight Analysis Results:\n\n"; resultsText += "Primary Result:\n"; resultsText += " Complexity Score: " + getElement("complexityScore").textContent + "\n"; resultsText += " Memory Bottleneck: " + getElement("memoryBottleneck").textContent + "\n\n"; resultsText += "Key Intermediate Values:\n"; resultsText += " Estimated Vertex Data Memory: " + getElement("vertexMemory").textContent + "\n"; resultsText += " Estimated Bone Influence Memory: " + getElement("boneInfluenceMemory").textContent + "\n"; resultsText += " Estimated Bone Matrix Memory: " + getElement("boneMatrixMemory").textContent + "\n\n"; resultsText += "Key Assumptions / Inputs:\n"; resultsText += " Total Vertices: " + getElement("vertexCount").value + "\n"; resultsText += " Number of Bones: " + getElement("boneCount").value + "\n"; resultsText += " Avg. Weights per Vertex: " + getElement("averageWeightPerVertex").value + "\n"; resultsText += " Max Bones per Vertex: " + getElement("maxBonesPerVertex").value + "\n"; resultsText += " Vertex Data Size (Bytes): " + getElement("vertexDataSize").value + "\n"; resultsText += " Bone Matrix Size (Bytes): " + getElement("boneMatrixSize").value + "\n"; // Use a temporary textarea to copy text var textArea = document.createElement("textarea"); textArea.value = resultsText; textArea.style.position = "fixed"; textArea.style.left = "-9999px"; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'Results copied!' : 'Copying failed!'; // Optionally show a temporary message to the user console.log(msg); } catch (err) { console.error('Fallback: Oops, unable to copy', err); } document.body.removeChild(textArea); } // Initial calculation and chart setup on load document.addEventListener('DOMContentLoaded', function() { calculateWeights(); // Perform initial calculation with default values // Ensure chart canvas is available before trying to update var canvas = getElement('weightDistributionChart'); if (canvas) { var ctx = canvas.getContext('2d'); // Initialize chart with default values updateChart( parseFloat(getElement("averageWeightPerVertex").value), parseFloat(getElement("maxBonesPerVertex").value) ); } else { console.error("Canvas element not found!"); } }); // Add Chart.js library dynamically if not present (for standalone HTML) // In a real WordPress setup, you'd enqueue this properly. 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 version script.onload = function() { console.log('Chart.js loaded.'); // Re-run calculation and chart update after Chart.js is loaded document.addEventListener('DOMContentLoaded', function() { calculateWeights(); var canvas = getElement('weightDistributionChart'); if (canvas) { updateChart( parseFloat(getElement("averageWeightPerVertex").value), parseFloat(getElement("maxBonesPerVertex").value) ); } }); }; script.onerror = function() { console.error('Failed to load Chart.js library.'); }; document.head.appendChild(script); } else { // If Chart.js is already available, ensure calculation runs on DOM load document.addEventListener('DOMContentLoaded', function() { calculateWeights(); var canvas = getElement('weightDistributionChart'); if (canvas) { updateChart( parseFloat(getElement("averageWeightPerVertex").value), parseFloat(getElement("maxBonesPerVertex").value) ); } }); }

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