Ring Size Calculator Cm

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Ring Size Calculator (CM)

Effortlessly find your perfect ring size using precise centimeter measurements.

Measure the circumference of your finger in millimeters.
Measure the diameter of your finger in millimeters (if possible).
The width of the ring band you intend to wear (in mm). Wider bands may require a slightly larger size.

Your Ring Size Results

Calculated Inner Circumference (mm):
Calculated Inner Diameter (mm):
Closest Standard Ring Size (US):
Closest Standard Ring Size (UK/AU):
Closest Standard Ring Size (EU):

Formula Used: If circumference is provided, it's used directly. If diameter is provided, circumference is calculated as Diameter * π. A small adjustment is often added for band width. Standard sizes are then mapped.

Ring Size vs. Circumference

Visualizing the relationship between finger circumference and common ring sizes.

Ring Size Conversion Chart

US Size UK/AU Size EU Size Inner Circumference (mm) Inner Diameter (mm)

Common ring size conversions for international reference.

What is a Ring Size Calculator (CM)?

What is a Ring Size Calculator (CM)?

A ring size calculator cm is a digital tool designed to help individuals determine their correct ring size based on measurements taken in centimeters or millimeters. Unlike calculators that might use abstract sizing systems, this tool focuses on the physical dimensions of the finger or a pre-existing ring, translating them into standardized ring sizes used globally. It's particularly useful when purchasing rings online, where trying them on physically isn't an option. The 'CM' in the name emphasizes the use of metric measurements, which are common in many parts of the world and often more intuitive for precise measurements.

This ring size calculator cm is essential for anyone looking to buy rings, whether for themselves or as a gift. It bridges the gap between a simple measurement and a perfectly fitting piece of jewelry. By inputting specific data like finger circumference or diameter, the calculator provides a range of potential ring sizes, often including international standards like US, UK/AU, and EU sizing.

Who should use it:

  • Online jewelry shoppers
  • Gift-givers unsure of the recipient's ring size
  • Individuals whose fingers may fluctuate in size (e.g., due to temperature or weight changes)
  • People needing to convert measurements from one sizing system to another
  • Anyone wanting to confirm their ring size before making a purchase

Common misconceptions:

  • "One size fits all": Ring sizes are highly specific. A ring that fits one finger might not fit another, even on the same person.
  • "It's just about circumference": While circumference is key, the width of the ring band and the knuckle size also play a role. Wider bands often require a slightly larger size than narrow bands for the same finger.
  • "All countries use the same system": Ring sizing varies significantly across regions (e.g., US, UK, EU, Japan). A ring size calculator cm helps navigate these differences.
  • "My size never changes": Finger size can fluctuate due to temperature, hydration, weight changes, and even time of day.

Ring Size Calculator (CM) Formula and Mathematical Explanation

The core of a ring size calculator cm relies on basic geometry and established sizing standards. The primary measurement is usually the finger's circumference. If the diameter is provided, the circumference is derived using the formula for the circumference of a circle.

Step-by-step derivation:

  1. Measurement Input: The user provides either the finger's circumference (in mm) or its diameter (in mm).
  2. Circumference Calculation (if diameter is given): If the diameter (D) is provided, the circumference (C) is calculated using the formula:
    C = π * D where π (pi) is approximately 3.14159.
  3. Band Width Adjustment (Optional but Recommended): For wider ring bands (typically over 5-6mm), a slight adjustment is often made to the calculated circumference to ensure comfort. A common practice is to add a small amount, for example, 0.5mm to 1mm, to the circumference measurement. This accounts for the fact that wider bands cover more surface area and can feel tighter. The calculator might incorporate a default or user-adjustable band width.
  4. Standard Size Mapping: The calculated inner circumference (and potentially diameter) is then compared against a database or set of conversion tables that map these measurements to standardized ring sizes used in different regions (e.g., US, UK/AU, EU). These standards are not perfectly uniform globally, which is why multiple size outputs are often provided.

Variable Explanations:

Variable Meaning Unit Typical Range
Finger Circumference (C) The total length around the base of the finger where the ring will sit. Millimeters (mm) 40 mm – 80 mm
Finger Diameter (D) The straight-line distance across the widest part of the finger. Millimeters (mm) 12.7 mm – 25.5 mm (approx.)
Ring Band Width (W) The thickness or width of the ring band itself. Millimeters (mm) 1 mm – 15 mm (common range 2-6mm)
π (Pi) Mathematical constant representing the ratio of a circle's circumference to its diameter. Unitless ~3.14159
Standard Ring Size Internationally recognized sizing designations (e.g., US 7, UK O, EU 54). Varies (Number, Letter) Varies widely by system

Practical Examples (Real-World Use Cases)

Let's explore how the ring size calculator cm works with practical scenarios:

Example 1: Measuring a Finger

Sarah wants to buy a surprise engagement ring for her partner, Alex. She uses a strip of paper and a ruler to measure Alex's ring finger.

  • She wraps the paper snugly around the base of the finger, marks where it overlaps, and measures the length: 62 mm.
  • She also measures the diameter at the same point: 19.7 mm.
  • She decides on a standard ring width of 4 mm.

Using the calculator:

  • Input Finger Circumference: 62 mm
  • Input Finger Diameter: 19.7 mm (The calculator will prioritize circumference if both are entered, or use diameter to verify)
  • Input Ring Band Width: 4 mm

Calculator Output:

  • Calculated Inner Circumference: ~62 mm
  • Calculated Inner Diameter: ~19.7 mm
  • Closest Standard Ring Size (US): 9.5
  • Closest Standard Ring Size (UK/AU): S
  • Closest Standard Ring Size (EU): 59.5

Interpretation: Sarah now has a clear set of measurements and standard sizes to use when shopping for the ring. A US size 9.5 or equivalent is likely the correct fit.

Example 2: Measuring an Existing Ring

Ben has a ring that fits his right-hand ring finger perfectly. He wants to know its size using a ring size calculator cm.

  • He uses a ruler to measure the *inner* diameter of the ring: 18.2 mm.
  • He notes the ring band is relatively slim, about 2 mm wide.

Using the calculator:

  • Input Finger Circumference: (Leave blank or enter 0)
  • Input Finger Diameter: 18.2 mm
  • Input Ring Band Width: 2 mm

Calculator Output:

  • Calculated Inner Circumference: ~57.2 mm (18.2 * π)
  • Calculated Inner Diameter: 18.2 mm
  • Closest Standard Ring Size (US): 8
  • Closest Standard Ring Size (UK/AU): P
  • Closest Standard Ring Size (EU): 57

Interpretation: Ben learns that the ring he owns corresponds to a US size 8. This is useful if he wants to buy another ring for the same finger or compare it to his other hand's sizes.

How to Use This Ring Size Calculator (CM)

Using our ring size calculator cm is straightforward. Follow these steps for accurate results:

  1. Measure Your Finger:
    • Method 1 (Circumference): Take a non-stretchy string or a thin strip of paper. Wrap it around the base of the finger where the ring will sit. Ensure it's snug but not too tight. Mark the point where the string/paper overlaps. Lay it flat and measure the length in millimeters (mm) using a ruler.
    • Method 2 (Diameter): If you have a ruler with millimeter markings, you can try to measure the diameter directly across the widest part of your finger. This is often less accurate than the circumference method.
    • Using an Existing Ring: If you have a ring that fits the desired finger well, measure its *inner* diameter in millimeters using a ruler.
  2. Measure Ring Band Width: If you are measuring an existing ring, measure its *inner* width. If you are measuring your finger for a new ring, estimate or know the width of the band you intend to purchase. Wider bands (over 5mm) might require a slightly larger size.
  3. Enter Measurements: Input your measurements into the corresponding fields in the calculator: 'Finger Circumference (mm)', 'Finger Diameter (mm)', and 'Ring Band Width (mm)'. If you measured both circumference and diameter, enter the circumference as the primary value.
  4. Calculate: Click the "Calculate Ring Size" button.

How to read results:

  • Highlighted Result: This is the primary calculated ring size, often displayed in a common format like US sizing.
  • Calculated Inner Circumference/Diameter: These are the raw measurements derived from your input.
  • Standard Ring Sizes: These show the closest equivalents in other popular international sizing systems (US, UK/AU, EU).

Decision-making guidance:

  • If between sizes: It's generally recommended to size up, especially for wider bands, as it's easier to size down a ring than to size it up significantly.
  • Consider the knuckle: If your knuckle is significantly larger than the base of your finger, ensure your measurement accounts for this, or consider sizing up slightly to allow the ring to pass over the knuckle.
  • Temperature: Fingers tend to be slightly larger in warmer temperatures and smaller in colder ones. Measure at room temperature for the most consistent result.
  • Multiple Measurements: Take measurements a few times over different days or times to ensure consistency.

Key Factors That Affect Ring Size Results

While a ring size calculator cm provides a precise calculation based on input, several real-world factors can influence the final fit and the perceived ring size:

  1. Temperature Fluctuations: This is perhaps the most common factor. Fingers naturally swell in warm weather or when the body retains water, and they shrink in cold weather. Measuring at a neutral room temperature (around 20-22°C or 68-72°F) is ideal. A difference of just 10°F can change finger size noticeably.
  2. Ring Band Width: As mentioned, wider bands (e.g., 5mm+) require more finger circumference than narrow bands (e.g., 2mm) for the same comfortable fit. The calculator attempts to account for this, but personal preference plays a role. A wider band covers more skin, potentially feeling tighter due to increased contact surface.
  3. Time of Day: Similar to temperature, finger size can vary throughout the day. They tend to be slightly larger in the morning and after periods of activity, and smaller later at night or after exposure to cold.
  4. Hydration and Diet: High salt intake can cause water retention, leading to temporary finger swelling. Conversely, dehydration can cause shrinkage.
  5. Activity Level and Health: Certain activities, medical conditions (like arthritis), or medications can affect fluid retention and cause fingers to swell.
  6. Knuckle Size: If the knuckle is significantly larger than the base of the finger, the ring needs to be large enough to pass over the knuckle. This often means choosing a size that might feel slightly loose at the base of the finger but fits comfortably over the knuckle. Measuring both the base and the knuckle is recommended for a perfect fit.
  7. Ring Material and Thickness: While the calculator focuses on internal dimensions, the actual metal thickness of the ring itself can subtly affect fit. Very thick bands might feel tighter than expected.

Frequently Asked Questions (FAQ)

How accurate is a ring size calculator cm?
The accuracy depends entirely on the precision of your measurements. If you measure carefully in millimeters using a flexible tape or paper strip, the calculator provides a highly accurate conversion to standard sizes. However, factors like finger swelling can affect the real-world fit.
What's the difference between circumference and diameter measurements?
Circumference is the distance *around* the finger, while diameter is the distance *across* the widest part of the finger. Circumference is generally the more reliable measurement for ring sizing. The calculator uses the formula C = π * D to convert diameter to circumference if needed.
Should I measure my finger when it's cold or warm?
It's best to measure your finger at room temperature (around 20-22°C or 68-72°F). Fingers tend to swell in heat and shrink in cold. Measuring at a neutral temperature provides the most consistent and reliable result.
My knuckle is larger than the base of my finger. How do I account for this?
Measure both the base of your finger and your knuckle. You'll need a ring size large enough to slide over your knuckle comfortably. Often, this means choosing a size that might feel slightly loose at the base but fits securely over the knuckle. It's usually best to size up if you're between sizes.
How does ring band width affect size?
Wider bands (typically 5mm or more) cover more of your finger and can feel tighter than narrower bands of the same internal diameter. For wider bands, it's often recommended to go up a quarter to half a size compared to what you'd wear for a slim band. Our calculator includes an input for band width to help adjust accordingly.
What if I'm between two sizes?
If your measurement falls between two standard sizes, it's generally advisable to choose the larger size. This is especially true if the ring you're considering has a wider band or if your knuckle is slightly larger than the base of your finger. It's easier to resize a ring down than up.
Can I use this calculator for any type of ring?
Yes, this ring size calculator cm is suitable for most types of rings, including engagement rings, wedding bands, and fashion rings. Remember to consider the band width of the specific ring you are interested in, as this can influence the best fit.
How do I convert my CM measurement to other international sizes?
Our calculator automatically provides conversions to common international standards like US, UK/AU, and EU sizes based on your millimeter measurements. These conversions are based on widely accepted industry charts.
// Ring Size Calculator Logic var chartInstance = null; // To hold the chart instance function getElement(id) { return document.getElementById(id); } function validateInput(value, id, min, max, name) { var errorElement = getElement(id + 'Error'); if (value === "") { errorElement.textContent = name + " cannot be empty."; return false; } var numValue = parseFloat(value); if (isNaN(numValue)) { errorElement.textContent = name + " must be a number."; return false; } if (numValue max) { errorElement.textContent = name + " must be between " + min + " and " + max + "."; return false; } errorElement.textContent = ""; return true; } function calculateRingSize() { var circumferenceInput = getElement("fingerCircumference"); var diameterInput = getElement("fingerDiameter"); var bandWidthInput = getElement("ringBandWidth"); var circumference = parseFloat(circumferenceInput.value); var diameter = parseFloat(diameterInput.value); var bandWidth = parseFloat(bandWidthInput.value); var isValidCircumference = validateInput(circumferenceInput.value, "fingerCircumference", 30, 90, "Finger Circumference"); var isValidDiameter = diameterInput.value === "" || diameterInput.value === "0" ? true : validateInput(diameterInput.value, "fingerDiameter", 10, 30, "Finger Diameter"); var isValidBandWidth = validateInput(bandWidthInput.value, "ringBandWidth", 1, 15, "Ring Band Width"); if (!isValidCircumference || !isValidDiameter || !isValidBandWidth) { getElement("results").style.display = "none"; return; } var calculatedCircumference = circumference; if (diameter > 0 && (isNaN(circumference) || circumference === 0)) { calculatedCircumference = diameter * Math.PI; } else if (circumference > 0) { // If circumference is provided, use it. Optionally check if diameter is consistent. if (diameter > 0) { var expectedDiameter = circumference / Math.PI; if (Math.abs(diameter – expectedDiameter) > 1) { // Allow small tolerance // console.warn("Provided diameter is inconsistent with circumference. Using circumference."); } } } else { getElement("results").style.display = "none"; return; // Should not happen if validation is correct } // Adjust for band width – common practice is to add ~0.4mm per 2mm increase in band width over 2mm var adjustedCircumference = calculatedCircumference; if (bandWidth > 2) { adjustedCircumference += (bandWidth – 2) * 0.2; // Small adjustment factor } var calculatedDiameter = adjustedCircumference / Math.PI; // Standard Size Mapping (Approximate values based on common charts) // Source: Various online jewelry sizing guides var sizes = [ { us: 3, ukau: 'F', eu: 44, circ_mm: 44.1, diam_mm: 14.0 }, { us: 3.5, ukau: 'G', eu: 45, circ_mm: 45.5, diam_mm: 14.5 }, { us: 4, ukau: 'H', eu: 47, circ_mm: 47.1, diam_mm: 14.9 }, { us: 4.5, ukau: 'I', eu: 48, circ_mm: 48.4, diam_mm: 15.4 }, { us: 5, ukau: 'J', eu: 49, circ_mm: 49.7, diam_mm: 15.8 }, { us: 5.5, ukau: 'K', eu: 50, circ_mm: 51.0, diam_mm: 16.2 }, { us: 6, ukau: 'L', eu: 52, circ_mm: 52.3, diam_mm: 16.7 }, { us: 6.5, ukau: 'M', eu: 53, circ_mm: 53.6, diam_mm: 17.1 }, { us: 7, ukau: 'N', eu: 54, circ_mm: 54.9, diam_mm: 17.5 }, { us: 7.5, ukau: 'O', eu: 55, circ_mm: 56.2, diam_mm: 17.9 }, { us: 8, ukau: 'P', eu: 57, circ_mm: 57.5, diam_mm: 18.3 }, { us: 8.5, ukau: 'Q', eu: 58, circ_mm: 58.8, diam_mm: 18.7 }, { us: 9, ukau: 'R', eu: 59, circ_mm: 60.1, diam_mm: 19.1 }, { us: 9.5, ukau: 'S', eu: 60, circ_mm: 61.4, diam_mm: 19.5 }, { us: 10, ukau: 'T', eu: 62, circ_mm: 62.7, diam_mm: 19.9 }, { us: 10.5, ukau: 'U', eu: 63, circ_mm: 64.0, diam_mm: 20.3 }, { us: 11, ukau: 'V', eu: 64, circ_mm: 65.3, diam_mm: 20.8 }, { us: 11.5, ukau: 'W', eu: 66, circ_mm: 66.6, diam_mm: 21.2 }, { us: 12, ukau: 'X', eu: 67, circ_mm: 67.9, diam_mm: 21.6 }, { us: 12.5, ukau: 'Y', eu: 68, circ_mm: 69.2, diam_mm: 22.0 }, { us: 13, ukau: 'Z', eu: 70, circ_mm: 70.5, diam_mm: 22.4 }, { us: 13.5, ukau: 'AA', eu: 71, circ_mm: 71.8, diam_mm: 22.8 }, { us: 14, ukau: 'BB', eu: 73, circ_mm: 73.1, diam_mm: 23.3 } ]; var closestSize = sizes[0]; var minDiff = Math.abs(adjustedCircumference – closestSize.circ_mm); for (var i = 1; i < sizes.length; i++) { var diff = Math.abs(adjustedCircumference – sizes[i].circ_mm); if (diff < minDiff) { minDiff = diff; closestSize = sizes[i]; } } getElement("mainResult").textContent = closestSize.us; getElement("calculatedCircumference").textContent = adjustedCircumference.toFixed(1) + " mm"; getElement("calculatedDiameter").textContent = calculatedDiameter.toFixed(1) + " mm"; getElement("standardRingSizeUS").textContent = closestSize.us; getElement("standardRingSizeUKAU").textContent = closestSize.ukau; getElement("standardRingSizeEU").textContent = closestSize.eu; getElement("results").style.display = "block"; updateChart(adjustedCircumference, closestSize); populateConversionTable(sizes); } function resetCalculator() { getElement("fingerCircumference").value = ""; getElement("fingerDiameter").value = ""; getElement("ringBandWidth").value = "3"; // Sensible default getElement("fingerCircumferenceError").textContent = ""; getElement("fingerDiameterError").textContent = ""; getElement("ringBandWidthError").textContent = ""; getElement("results").style.display = "none"; if (chartInstance) { chartInstance.destroy(); // Destroy previous chart if it exists chartInstance = null; } // Optionally reset chart data or hide it } function copyResults() { var mainResult = getElement("mainResult").textContent; var calcCirc = getElement("calculatedCircumference").textContent; var calcDiam = getElement("calculatedDiameter").textContent; var usSize = getElement("standardRingSizeUS").textContent; var ukauSize = getElement("standardRingSizeUKAU").textContent; var euSize = getElement("standardRingSizeEU").textContent; var assumptions = "Key Assumptions:\n"; assumptions += "- Ring Band Width: " + getElement("ringBandWidth").value + " mm\n"; assumptions += "- Measurement Method: Based on provided circumference/diameter.\n"; var textToCopy = "Ring Size Results:\n"; textToCopy += "——————\n"; textToCopy += "Primary Size (US): " + mainResult + "\n"; textToCopy += "Calculated Circumference: " + calcCirc + "\n"; textToCopy += "Calculated Diameter: " + calcDiam + "\n"; textToCopy += "UK/AU Size: " + ukauSize + "\n"; textToCopy += "EU Size: " + euSize + "\n"; textToCopy += "\n" + assumptions; // Use navigator.clipboard for modern browsers if (navigator.clipboard && navigator.clipboard.writeText) { navigator.clipboard.writeText(textToCopy).then(function() { alert('Results copied to clipboard!'); }).catch(function(err) { console.error('Failed to copy text: ', err); fallbackCopyTextToClipboard(textToCopy); // Fallback for older browsers }); } else { fallbackCopyTextToClipboard(textToCopy); // Fallback for older browsers } } function fallbackCopyTextToClipboard(text) { var textArea = document.createElement("textarea"); textArea.value = text; textArea.style.position = "fixed"; // Avoid scrolling to bottom textArea.style.left = "-9999px"; textArea.style.top = "-9999px"; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'successful' : 'unsuccessful'; alert('Results copied to clipboard! (' + msg + ')'); } catch (err) { console.error('Fallback: Oops, unable to copy', err); alert('Failed to copy results. Please copy manually.'); } document.body.removeChild(textArea); } // Charting Logic function updateChart(currentCircumference, currentSize) { var ctx = getElement('ringSizeChart').getContext('2d'); // Destroy previous chart instance if it exists if (chartInstance) { chartInstance.destroy(); } // Prepare chart data var chartData = { labels: [], // Will be populated dynamically datasets: [ { label: 'Finger Circumference (mm)', data: [], // Will be populated dynamically borderColor: 'rgb(0, 74, 153)', // Primary color backgroundColor: 'rgba(0, 74, 153, 0.1)', tension: 0.1, fill: false, pointRadius: 5, pointHoverRadius: 8 }, { label: 'Standard Size Circumference (mm)', data: [], // Will be populated dynamically borderColor: 'rgb(40, 167, 69)', // Success color backgroundColor: 'rgba(40, 167, 69, 0.1)', tension: 0.1, fill: false, pointRadius: 5, pointHoverRadius: 8 } ] }; // Generate data points around the current circumference var baseCircumference = currentCircumference; var circumferencePoints = []; var standardSizePoints = []; var labels = []; // Add points around the current circumference for (var i = -5; i <= 5; i++) { var circ = baseCircumference + i * 1.5; // Step by 1.5mm circumferencePoints.push(circ); labels.push(circ.toFixed(1) + " mm"); // Find the closest standard size for this generated circumference var closestStdSize = { us: 'N/A', circ_mm: circ }; var minDiffStd = Infinity; var sizes = getConversionTableData(); // Get the data used in the table for (var j = 0; j < sizes.length; j++) { var diff = Math.abs(circ – sizes[j].circ_mm); if (diff Math.abs(s.circ_mm – context.parsed.y) < 0.1); // Find matching size if (correspondingSize) { label += ` (US ${correspondingSize.us}, UK/AU ${correspondingSize.ukau}, EU ${correspondingSize.eu})`; } } return label; } } } } }; var ringSizeChartCanvas = getElement('ringSizeChart'); chartInstance = new Chart(ringSizeChartCanvas, { type: 'line', // Default type, can be overridden by dataset types data: chartData, options: options }); } function getConversionTableData() { // Re-generate or fetch the standard size data used in the table // This should ideally be consistent with the sizes array used in calculateRingSize return [ { us: 3, ukau: 'F', eu: 44, circ_mm: 44.1, diam_mm: 14.0 }, { us: 3.5, ukau: 'G', eu: 45, circ_mm: 45.5, diam_mm: 14.5 }, { us: 4, ukau: 'H', eu: 47, circ_mm: 47.1, diam_mm: 14.9 }, { us: 4.5, ukau: 'I', eu: 48, circ_mm: 48.4, diam_mm: 15.4 }, { us: 5, ukau: 'J', eu: 49, circ_mm: 49.7, diam_mm: 15.8 }, { us: 5.5, ukau: 'K', eu: 50, circ_mm: 51.0, diam_mm: 16.2 }, { us: 6, ukau: 'L', eu: 52, circ_mm: 52.3, diam_mm: 16.7 }, { us: 6.5, ukau: 'M', eu: 53, circ_mm: 53.6, diam_mm: 17.1 }, { us: 7, ukau: 'N', eu: 54, circ_mm: 54.9, diam_mm: 17.5 }, { us: 7.5, ukau: 'O', eu: 55, circ_mm: 56.2, diam_mm: 17.9 }, { us: 8, ukau: 'P', eu: 57, circ_mm: 57.5, diam_mm: 18.3 }, { us: 8.5, ukau: 'Q', eu: 58, circ_mm: 58.8, diam_mm: 18.7 }, { us: 9, ukau: 'R', eu: 59, circ_mm: 60.1, diam_mm: 19.1 }, { us: 9.5, ukau: 'S', eu: 60, circ_mm: 61.4, diam_mm: 19.5 }, { us: 10, ukau: 'T', eu: 62, circ_mm: 62.7, diam_mm: 19.9 }, { us: 10.5, ukau: 'U', eu: 63, circ_mm: 64.0, diam_mm: 20.3 }, { us: 11, ukau: 'V', eu: 64, circ_mm: 65.3, diam_mm: 20.8 }, { us: 11.5, ukau: 'W', eu: 66, circ_mm: 66.6, diam_mm: 21.2 }, { us: 12, ukau: 'X', eu: 67, circ_mm: 67.9, diam_mm: 21.6 }, { us: 12.5, ukau: 'Y', eu: 68, circ_mm: 69.2, diam_mm: 22.0 }, { us: 13, ukau: 'Z', eu: 70, circ_mm: 70.5, diam_mm: 22.4 }, { us: 13.5, ukau: 'AA', eu: 71, circ_mm: 71.8, diam_mm: 22.8 }, { us: 14, ukau: 'BB', eu: 73, circ_mm: 73.1, diam_mm: 23.3 } ]; } function populateConversionTable(sizesData) { var tableBody = getElement("conversionTableBody"); tableBody.innerHTML = ""; // Clear existing rows sizesData.forEach(function(size) { var row = tableBody.insertRow(); row.insertCell(0).textContent = size.us; row.insertCell(1).textContent = size.ukau; row.insertCell(2).textContent = size.eu; row.insertCell(3).textContent = size.circ_mm.toFixed(1); row.insertCell(4).textContent = size.diam_mm.toFixed(1); }); } // Initialize chart and table on load if default values exist or after first calculation document.addEventListener('DOMContentLoaded', function() { // Populate table on load populateConversionTable(getConversionTableData()); // Add event listeners for real-time updates (optional, but good UX) var inputs = document.querySelectorAll('.loan-calc-container input[type="number"]'); inputs.forEach(function(input) { input.addEventListener('input', function() { // Optionally trigger calculation on input change, or wait for button click // calculateRingSize(); // Uncomment for real-time calculation }); }); // FAQ Toggle functionality var faqQuestions = document.querySelectorAll('.faq-question'); faqQuestions.forEach(function(question) { question.addEventListener('click', function() { var faqItem = this.parentElement; faqItem.classList.toggle('open'); }); }); // Initial chart setup (can be empty or show a placeholder) updateChart(55, { us: 7, ukau: 'N', eu: 54, circ_mm: 54.9, diam_mm: 17.5 }); // Example initial state }); // Ensure Chart.js is loaded before this script runs. // In a real WordPress environment, you'd enqueue Chart.js properly. // For this standalone HTML, assume Chart.js is available globally. // Example: should be in or before this script. // Since we cannot include external scripts, we assume it's present. // If Chart.js is not loaded, the chart will not render. <!– –>

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