Online Wallpaper Calculator

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Online Wallpaper Calculator

Wallpaper Roll Calculator

Enter the width of your room in meters.
Enter the length of your room in meters.
Enter the height of your room in meters.
Enter the width of any doors (usually 0.8m).
Enter the height of any doors (usually 2.0m).
Enter the width of any windows (e.g., 1.2m).
Enter the height of any windows (e.g., 1.4m).
Standard wallpaper roll width (e.g., 0.53m or 53cm).
Standard wallpaper roll length (e.g., 10.05m).
Enter the pattern repeat in meters (e.g., 0.64m). Enter 0 if no pattern.
Add extra for cuts and mismatches (e.g., 10%).

Your Wallpaper Estimate

Total Wall Area to Cover:
Usable Strips per Roll:
Total Strips Needed:
Estimated Rolls Required:
Calculations based on total wall area, accounting for openings, wallpaper dimensions, pattern repeat, and a waste factor.

Wallpaper Calculation Details

Wallpaper Roll Breakdown
Roll Type Width (m) Length (m) Area per Roll (m²) Usable Area per Strip (m²)
Standard

Chart shows wallpaper needed vs. rolls required based on room size.

Online Wallpaper Calculator: Your Guide to Perfect Decorating

Transforming your living space with new wallpaper can be an exciting DIY project or a professional undertaking. However, one of the most common pitfalls is miscalculating the amount of wallpaper needed. Too little, and you're left with an unfinished room and the hassle of reordering (potentially from a different batch with slight color variations). Too much, and you've wasted money and resources. That's where an online wallpaper calculator becomes an indispensable tool. This free, easy-to-use calculator helps you accurately estimate the number of wallpaper rolls required for any room, ensuring a smooth and successful decorating experience.

What is an Online Wallpaper Calculator?

An online wallpaper calculator is a digital tool designed to help homeowners, interior designers, and DIY enthusiasts determine the precise quantity of wallpaper rolls needed for a specific room. By inputting key room dimensions and wallpaper specifications, the calculator provides an estimated number of rolls, minimizing guesswork and potential waste. It simplifies the often complex task of calculating wallpaper requirements, especially when dealing with different room shapes, pattern repeats, and wastage allowances.

Who should use it?

  • DIY Decorators: Anyone undertaking a wallpaper project themselves can benefit from precise measurements to avoid costly mistakes.
  • Homeowners: Whether renovating or redecorating, homeowners can use it to budget effectively for materials.
  • Interior Designers & Decorators: Professionals can use it as a quick estimation tool for client projects, ensuring accurate material orders.
  • Renters: Planning a temporary change to their living space can use it to calculate material needs efficiently.

Common Misconceptions:

  • "I'll just buy an extra roll." While having a spare can be useful, over-buying significantly increases costs and material waste. Accurate calculation is key.
  • "Wallpaper is sold by the square meter." While surface area is calculated, wallpaper is typically sold in rolls, and the usable area from each roll, considering pattern matching and cuts, is crucial.
  • "Pattern repeat doesn't matter much." For patterned wallpapers, the pattern repeat is critical. Failing to account for it can lead to significant wastage and difficulty in aligning patterns.

Wallpaper Roll Calculator Formula and Mathematical Explanation

The online wallpaper calculator uses a series of calculations to determine the total number of wallpaper rolls needed. The core idea is to find the total surface area of the walls that need covering and then divide that by the usable area provided by a single roll of wallpaper, factoring in waste.

Here's a step-by-step breakdown of the typical formula:

  1. Calculate Perimeter: The total length around the room.
    Perimeter (P) = 2 * (Room Width + Room Length)
  2. Calculate Total Wall Area: The gross area of all walls.
    Gross Wall Area (GWA) = Perimeter * Room Height
  3. Calculate Area of Openings: The combined area of doors and windows.
    Door Area (DA) = Door Width * Door Height
    Window Area (WA) = Window Width * Window Height
    Total Opening Area (TOA) = DA + WA
  4. Calculate Net Wall Area: The actual surface area to be wallpapered.
    Net Wall Area (NWA) = Gross Wall Area - Total Opening Area
  5. Determine Usable Strips per Roll: This is a crucial step. Each roll is cut into vertical strips. The number of strips depends on the roll width and the room's perimeter. However, pattern repeat affects how many full pattern matches you can get from a single roll. A common way to calculate this is:
    Number of Strips Needed = Ceiling(Net Wall Area / Usable Area per Strip)
    Usable Area per Strip = Roll Width * Room Height (assuming strips are cut to height)
    However, a more practical approach considering pattern repeat is:
    Number of Pattern Repeats per Strip = Floor(Roll Length / (Room Height + Pattern Repeat)) – This is a simplification, as height + repeat is for one full pattern match.
    A better method: Calculate how many *full height* strips you can get from a roll, considering the pattern repeat.
    Strip Height Required = Room Height + Pattern Repeat (to ensure pattern matching across ceiling joins)
    Number of Strips Per Roll = Floor(Roll Length / Strip Height Required)
    Total Number of Strips Needed = Ceiling(Net Wall Area / (Strip Height Required * Roll Width))
    Let's refine: Total area to cover is NWA. Each strip covers Roll Width * Room Height IF there were no pattern repeat. With pattern repeat, each strip needs to be cut to Room Height + Pattern Repeat to align properly. So, Strips Per Roll = Floor(Roll Length / (Room Height + Pattern Repeat)).
    Total Strips Needed = Ceiling(Net Wall Area / (Roll Width * Room Height)) – This assumes no pattern repeat, which is wrong.
    Correct approach:
    1. Calculate `Usable Length per Strip = Room Height + Pattern Repeat` (if pattern repeat > 0). If `Pattern Repeat == 0`, `Usable Length per Strip = Room Height`.
    2. Calculate `Number of Strips Per Roll = Floor(Roll Length / Usable Length per Strip)`.
    3. Calculate `Total Wall Area to Cover (NWA)`.
    4. Calculate `Area Covered by One Full Strip = Roll Width * Room Height`. (This isn't quite right as we need to account for total strips).
    5. Calculate `Total number of vertical strips required = Ceiling(Perimeter / Roll Width)`. This is the number of strips needed to go around the room.
    6. Calculate `Total Strips Needed = Ceiling(Total number of vertical strips required * (Room Height / Usable Length per Strip))` – This is becoming too complex.
    Let's use a standard, simplified approach:
    Total Wall Area (NWA) is calculated.
    Area per Roll = Roll Width * Roll Length
    Number of Rolls (without waste) = Ceiling(NWA / Area per Roll)
    This ignores pattern repeat. A better way:
    1. Calculate `Perimeter` and `Net Wall Area (NWA)`.
    2. Calculate `Usable Length of a Strip = Room Height + Pattern Repeat` (if pattern repeat > 0, else just Room Height).
    3. Calculate `Number of Strips Per Roll = Floor(Roll Length / Usable Length of a Strip)`. If `Number of Strips Per Roll == 0`, it means the roll isn't long enough for even one strip with pattern repeat, indicating an issue with inputs or wallpaper choice.
    4. Calculate `Area Covered by One Roll = Number of Strips Per Roll * Roll Width * Room Height` (This still feels off).
    Let's use the method that calculates strips needed:
    `Number of Full Pattern Repeats per Strip = Floor(Roll Length / (Room Height + Pattern Repeat))`
    `Total Height Coverage per Roll = Number of Full Pattern Repeats per Strip * (Room Height + Pattern Repeat)` – NO. Let's use the most common industry approach for simplicity and accuracy: Calculate the number of vertical strips needed: `NumStrips = Ceiling(Perimeter / Roll Width)`. Calculate the effective length of each strip needed: `EffectiveStripLength = Room Height + Pattern Repeat` (if pattern repeat > 0). Calculate the number of strips you can get from one roll: `StripsPerRoll = Floor(Roll Length / EffectiveStripLength)`. Calculate the total number of strips required: `TotalStripsNeeded = Ceiling(NumStrips * (Room Height / (EffectiveStripLength / (Room Height + Pattern Repeat))))` – This is getting complicated. Let's simplify to a widely accepted method: 1. Calculate Perimeter: P = 2 * (Width + Length) 2. Calculate Net Wall Area: NWA = (P * Height) – (Door Area + Window Area) 3. Calculate the total number of vertical strips needed to cover the perimeter: `TotalVerticalStrips = Ceiling(P / Roll Width)` 4. Calculate the number of strips obtainable from a single roll, considering pattern repeat: `StripsPerRoll = Floor(Roll Length / (Room Height + Pattern Repeat))` (if Pattern Repeat > 0). If Pattern Repeat is 0, `StripsPerRoll = Floor(Roll Length / Room Height)`. 5. Calculate the raw number of rolls needed: `RawRolls = Ceiling(TotalVerticalStrips / StripsPerRoll)` 6. Apply Waste Factor: `Estimated Rolls = Ceiling(RawRolls * (1 + Waste Factor / 100))` Variables:
    • Room Width (W): Width of the room. Unit: meters (m). Typical range: 2.0 – 15.0
    • Room Length (L): Length of the room. Unit: meters (m). Typical range: 2.0 – 15.0
    • Room Height (H): Height of the room from floor to ceiling. Unit: meters (m). Typical range: 2.4 – 3.0
    • Door Width (DW): Width of the door(s). Unit: meters (m). Typical range: 0.7 – 1.0
    • Door Height (DH): Height of the door(s). Unit: meters (m). Typical range: 1.9 – 2.1
    • Window Width (WW): Width of the window(s). Unit: meters (m). Typical range: 0.5 – 2.0
    • Window Height (WH): Height of the window(s). Unit: meters (m). Typical range: 0.5 – 1.8
    • Roll Width (RW): Width of a single wallpaper roll. Unit: meters (m). Typical range: 0.52 – 0.70
    • Roll Length (RL): Length of a single wallpaper roll. Unit: meters (m). Typical range: 10.0 – 15.0
    • Pattern Repeat (PR): The distance after which the pattern repeats. Unit: meters (m). Typical range: 0.0 – 1.0 (0 if no pattern)
    • Waste Factor (WF): Percentage added for cuts, errors, and alignment. Unit: percent (%). Typical range: 5 – 20
    Formula Steps in Calculator:
    1. Perimeter (P) = 2 * (roomWidth + roomLength)
    2. Gross Wall Area (GWA) = P * roomHeight
    3. Door Area (DA) = doorWidth * doorHeight
    4. Window Area (WA) = windowWidth * windowHeight
    5. Total Opening Area (TOA) = DA + WA
    6. Net Wall Area (NWA) = GWA - TOA (Ensure NWA is not negative)
    7. Effective Strip Length = roomHeight + patternRepeat (If patternRepeat > 0, else roomHeight)
    8. Strips Per Roll = Floor(rollLength / EffectiveStripLength) (Ensure this is at least 1)
    9. Total Vertical Strips Needed = Ceiling(Perimeter / rollWidth)
    10. Raw Rolls Needed = Ceiling(TotalVerticalStripsNeeded / StripsPerRoll) (Ensure Raw Rolls is at least 1)
    11. Total Rolls = Ceiling(RawRolls * (1 + wasteFactor / 100))

    The calculator first finds the total area of the walls to be covered, subtracting any areas for doors and windows. It then determines how many vertical strips can be cut from a single roll, accounting for the pattern repeat and the height of each strip. Finally, it calculates the total number of strips needed for the room's perimeter and divides that by the strips per roll, adding a waste factor to arrive at the final number of rolls required.

Practical Examples (Real-World Use Cases)

Example 1: A Simple Bedroom Wall

Let's say you want to wallpaper one accent wall in your bedroom.

  • Wall Width: 3.5 meters
  • Wall Height: 2.6 meters
  • Window: 1.5m width x 1.2m height (area = 1.8 m²)
  • No Door
  • Wallpaper Roll: 0.53m width, 10.05m length
  • Pattern Repeat: 0.64m
  • Waste Factor: 10%

Calculations:

  • Perimeter (for this wall only, conceptually): 3.5m
  • Gross Wall Area: 3.5m * 2.6m = 9.1 m²
  • Total Opening Area: 1.8 m² (window)
  • Net Wall Area: 9.1 m² – 1.8 m² = 7.3 m²
  • Effective Strip Length: 2.6m (height) + 0.64m (repeat) = 3.24m
  • Strips Per Roll: Floor(10.05m / 3.24m) = Floor(3.1) = 3 strips
  • Total Vertical Strips Needed: Ceiling(3.5m / 0.53m) = Ceiling(6.6) = 7 strips
  • Raw Rolls Needed: Ceiling(7 strips / 3 strips/roll) = Ceiling(2.33) = 3 rolls
  • Total Rolls (with 10% waste): Ceiling(3 rolls * (1 + 10/100)) = Ceiling(3 * 1.1) = Ceiling(3.3) = 4 rolls

Result Interpretation: You would need to purchase 4 rolls of this wallpaper to cover the accent wall, allowing for pattern matching and wastage. Without the pattern repeat, you might have calculated fewer rolls, leading to insufficient material.

Example 2: A Standard Living Room

Consider a rectangular living room requiring wallpaper on all four walls.

  • Room Width: 4.0 meters
  • Room Length: 5.0 meters
  • Room Height: 2.5 meters
  • Door: 0.8m width x 2.0m height (area = 1.6 m²)
  • Window: 1.2m width x 1.4m height (area = 1.68 m²)
  • Wallpaper Roll: 0.53m width, 10.05m length
  • Pattern Repeat: 0.0m (solid color wallpaper)
  • Waste Factor: 15% (higher due to more complex room shape)

Calculations:

  • Perimeter: 2 * (4.0m + 5.0m) = 18.0 meters
  • Gross Wall Area: 18.0m * 2.5m = 45.0 m²
  • Total Opening Area: 1.6 m² (door) + 1.68 m² (window) = 3.28 m²
  • Net Wall Area: 45.0 m² – 3.28 m² = 41.72 m²
  • Effective Strip Length: 2.5m (height, since no pattern repeat)
  • Strips Per Roll: Floor(10.05m / 2.5m) = Floor(4.02) = 4 strips
  • Total Vertical Strips Needed: Ceiling(18.0m / 0.53m) = Ceiling(33.96) = 34 strips
  • Raw Rolls Needed: Ceiling(34 strips / 4 strips/roll) = Ceiling(8.5) = 9 rolls
  • Total Rolls (with 15% waste): Ceiling(9 rolls * (1 + 15/100)) = Ceiling(9 * 1.15) = Ceiling(10.35) = 11 rolls

Result Interpretation: For this living room, you should buy 11 rolls of wallpaper. This accounts for the total wall surface, the areas not being covered by wallpaper, and provides a buffer for cuts and potential mistakes.

How to Use This Online Wallpaper Calculator

Using our wallpaper calculator is straightforward. Follow these simple steps:

  1. Measure Your Room: Carefully measure the width, length, and height of your room in meters. Use a reliable tape measure.
  2. Measure Openings: Measure the width and height of all doors and windows that will NOT be wallpapered.
  3. Know Your Wallpaper: Find the exact width and length of your chosen wallpaper roll. Check the packaging or product description.
  4. Check Pattern Repeat: If your wallpaper has a pattern, measure the distance from one point in the pattern to the next identical point. If there's no pattern, enter 0.
  5. Estimate Waste: For standard rooms and simple patterns, 10% is usually sufficient. For complex patterns, rooms with many corners, or if you're less experienced, consider 15-20%.
  6. Input the Data: Enter all the measurements and percentages into the corresponding fields in the calculator.
  7. Calculate: Click the "Calculate Rolls" button.

How to Read Results:

  • Primary Result (Total Rolls Required): This is the most important number – the total number of wallpaper rolls you need to purchase. Always round up to the nearest whole number.
  • Total Wall Area to Cover: The net surface area of your walls in square meters that needs wallpaper.
  • Usable Strips per Roll: How many full-length strips you can cut from one roll, considering the pattern repeat.
  • Total Strips Needed: The total number of vertical strips required to cover the room's perimeter.

Decision-Making Guidance:

  • Always round up! It's better to have a little extra wallpaper than not enough.
  • If your calculation results in a very small fraction of a roll, consider if buying a full extra roll is worth the peace of mind, especially if the next batch might have a slight color variation.
  • Use the "Copy Results" button to save your estimates or share them.
  • Refer to the detailed table and chart for a visual breakdown of your estimate.

Key Factors That Affect Wallpaper Calculation Results

Several factors influence the accuracy of your wallpaper calculation. Understanding these can help you refine your estimates:

  1. Room Dimensions & Shape: Larger rooms naturally require more wallpaper. Complex shapes with many corners, alcoves, or angled walls increase the difficulty and often necessitate a higher waste factor due to more cuts.
  2. Pattern Repeat: This is crucial for patterned wallpapers. A large pattern repeat means you'll get fewer usable strips from each roll, significantly increasing the total number of rolls needed. Always measure this accurately.
  3. Wallpaper Roll Size: Rolls vary in width and length. A wider or longer roll might provide more coverage per roll, potentially reducing the total number needed, but always check the specific product dimensions.
  4. Waste Factor: This accounts for material lost during cutting, trimming edges, aligning patterns, and correcting mistakes. The required waste factor depends on the complexity of the pattern, the room's features, and the installer's experience.
  5. Features of the Room: Rooms with numerous doors, windows, built-in cabinets, or fireplaces have less wall space to cover but require more intricate cutting around these features, increasing the effective waste.
  6. Direction of Wallpaper: Most wallpapers are hung vertically. However, some designs might be intended for horizontal or diagonal application, which drastically changes the calculation and increases waste significantly. Always follow the manufacturer's instructions.
  7. Matching Patterns at Seams: The pattern repeat determines how much extra length is needed for each strip to align correctly with the one below or above it. This directly impacts how many strips can be cut from a roll.
  8. Batch Numbers: While not directly part of the quantity calculation, it's vital to ensure all purchased rolls come from the same batch number to guarantee color consistency. Running out and ordering more from a different batch can lead to noticeable color differences.

Frequently Asked Questions (FAQ)

  • Q1: How accurate is this online wallpaper calculator?

    This calculator provides a highly accurate estimate based on the dimensions you provide and standard industry calculations. However, it's an estimate. Always consider adding a small buffer or a slightly higher waste factor for certainty.

  • Q2: My room has a complex shape. Should I increase the waste factor?

    Yes. If your room has many corners, alcoves, or unusual features, it's wise to increase the waste factor (e.g., from 10% to 15% or 20%) to account for the extra cuts and potential difficulties in aligning patterns around obstacles.

  • Q3: What if my wallpaper roll dimensions are different from the standard ones?

    Ensure you input the exact width and length of your specific wallpaper roll. The calculator is designed to work with any valid dimensions you provide.

  • Q4: Do I need to subtract ceiling area if I'm wallpapering the ceiling?

    This calculator is designed for walls. Wallpapering ceilings is a different process and usually requires more material and different techniques due to gravity and access challenges. You would need to adjust calculations significantly.

  • Q5: What does "pattern repeat" mean, and why is it important?

    The pattern repeat is the vertical distance on the wallpaper where the design starts to look identical again. It's crucial because to ensure the pattern flows continuously across seams, you often need to cut strips longer than the wall height, leading to waste. A larger repeat means more waste per strip.

  • Q6: Can I use this calculator for fabric panels or other wall coverings?

    While the basic principle of area calculation applies, different wall coverings have unique installation requirements and waste factors. This calculator is specifically optimized for standard wallpaper rolls.

  • Q7: What should I do if I have leftover wallpaper?

    Keep any leftover wallpaper, especially if it's from the same batch number. It can be useful for future repairs or smaller projects. Store it properly, away from direct sunlight and moisture.

  • Q8: How do I handle wallpapering around features like radiators or light switches?

    For features like radiators or light switches, you'll typically cut the wallpaper strip to fit around them, often using a utility knife. This process contributes to the waste factor. Plan your cuts carefully to minimize visible seams and maintain the pattern flow.

Related Tools and Internal Resources

var canvas = document.getElementById('wallpaperChart'); var ctx = canvas.getContext('2d'); var chartInstance = null; function updateChart(roomWidth, roomLength, roomHeight, rollWidth, rollLength, patternRepeat, wasteFactor) { if (chartInstance) { chartInstance.destroy(); // Destroy previous chart instance } var perimeter = 2 * (roomWidth + roomLength); var grossWallArea = perimeter * roomHeight; var doorArea = parseFloat(document.getElementById("doorWidth").value || 0) * parseFloat(document.getElementById("doorHeight").value || 0); var windowArea = parseFloat(document.getElementById("windowWidth").value || 0) * parseFloat(document.getElementById("windowHeight").value || 0); var netWallArea = Math.max(0, grossWallArea – doorArea – windowArea); var effectiveStripLength = roomHeight + patternRepeat; if (patternRepeat == 0) { effectiveStripLength = roomHeight; } var stripsPerRoll = 0; if (effectiveStripLength > 0) { stripsPerRoll = Math.floor(rollLength / effectiveStripLength); } stripsPerRoll = Math.max(1, stripsPerRoll); // Ensure at least 1 strip var totalVerticalStripsNeeded = 0; if (rollWidth > 0) { totalVerticalStripsNeeded = Math.ceil(perimeter / rollWidth); } totalVerticalStripsNeeded = Math.max(1, totalVerticalStripsNeeded); var rawRollsNeeded = 0; if (stripsPerRoll > 0) { rawRollsNeeded = Math.ceil(totalVerticalStripsNeeded / stripsPerRoll); } rawRollsNeeded = Math.max(1, rawRollsNeeded); var totalRolls = Math.ceil(rawRollsNeeded * (1 + wasteFactor / 100)); totalRolls = Math.max(1, totalRolls); var chartDataPoints = []; var maxRolls = totalRolls + 5; // Show a few rolls beyond the calculated amount for (var i = 1; i 0 ? Math.min((potentialAreaCovered / netWallArea) * 100, 100) : 0; chartDataPoints.push({ rolls: currentRolls, coverage: percentageOfWallCovered }); } chartInstance = new Chart(ctx, { type: 'bar', data: { labels: chartDataPoints.map(p => p.rolls + ' Rolls'), datasets: [{ label: 'Wall Area Covered (%)', data: chartDataPoints.map(p => p.coverage), backgroundColor: 'rgba(0, 74, 153, 0.6)', borderColor: 'rgba(0, 74, 153, 1)', borderWidth: 1 }] }, options: { responsive: true, maintainAspectRatio: false, scales: { y: { beginAtZero: true, max: 100, title: { display: true, text: 'Percentage of Wall Covered' } }, x: { title: { display: true, text: 'Number of Wallpaper Rolls' } } }, plugins: { tooltip: { callbacks: { label: function(context) { var label = context.dataset.label || "; if (label) { label += ': '; } label += context.parsed.y.toFixed(1) + '%'; return label; } } } } } }); } function calculateWallpaper() { var roomWidth = parseFloat(document.getElementById("roomWidth").value); var roomLength = parseFloat(document.getElementById("roomLength").value); var roomHeight = parseFloat(document.getElementById("roomHeight").value); var doorWidth = parseFloat(document.getElementById("doorWidth").value); var doorHeight = parseFloat(document.getElementById("doorHeight").value); var windowWidth = parseFloat(document.getElementById("windowWidth").value); var windowHeight = parseFloat(document.getElementById("windowHeight").value); var rollWidth = parseFloat(document.getElementById("rollWidth").value); var rollLength = parseFloat(document.getElementById("rollLength").value); var patternRepeat = parseFloat(document.getElementById("patternRepeat").value); var wasteFactor = parseFloat(document.getElementById("wasteFactor").value); var errors = false; // Input Validation if (isNaN(roomWidth) || roomWidth <= 0) { document.getElementById("roomWidthError").textContent = "Please enter a valid room width."; errors = true; } else { document.getElementById("roomWidthError").textContent = ""; } if (isNaN(roomLength) || roomLength <= 0) { document.getElementById("roomLengthError").textContent = "Please enter a valid room length."; errors = true; } else { document.getElementById("roomLengthError").textContent = ""; } if (isNaN(roomHeight) || roomHeight <= 0) { document.getElementById("roomHeightError").textContent = "Please enter a valid room height."; errors = true; } else { document.getElementById("roomHeightError").textContent = ""; } if (isNaN(doorWidth) || doorWidth < 0) { document.getElementById("doorWidthError").textContent = "Please enter a valid door width (0 or positive)."; errors = true; } else { document.getElementById("doorWidthError").textContent = ""; } if (isNaN(doorHeight) || doorHeight <= 0) { document.getElementById("doorHeightError").textContent = "Please enter a valid door height."; errors = true; } else { document.getElementById("doorHeightError").textContent = ""; } if (isNaN(windowWidth) || windowWidth < 0) { document.getElementById("windowWidthError").textContent = "Please enter a valid window width (0 or positive)."; errors = true; } else { document.getElementById("windowWidthError").textContent = ""; } if (isNaN(windowHeight) || windowHeight <= 0) { document.getElementById("windowHeightError").textContent = "Please enter a valid window height."; errors = true; } else { document.getElementById("windowHeightError").textContent = ""; } if (isNaN(rollWidth) || rollWidth <= 0) { document.getElementById("rollWidthError").textContent = "Please enter a valid roll width."; errors = true; } else { document.getElementById("rollWidthError").textContent = ""; } if (isNaN(rollLength) || rollLength <= 0) { document.getElementById("rollLengthError").textContent = "Please enter a valid roll length."; errors = true; } else { document.getElementById("rollLengthError").textContent = ""; } if (isNaN(patternRepeat) || patternRepeat < 0) { document.getElementById("patternRepeatError").textContent = "Please enter a valid pattern repeat (0 or positive)."; errors = true; } else { document.getElementById("patternRepeatError").textContent = ""; } if (isNaN(wasteFactor) || wasteFactor 100) { document.getElementById("wasteFactorError").textContent = "Please enter a valid waste factor (0-100%)."; errors = true; } else { document.getElementById("wasteFactorError").textContent = ""; } if (errors) { document.getElementById("totalRollsResult").textContent = "Invalid Input"; document.getElementById("wallAreaResult").textContent = "–"; document.getElementById("stripsPerRollResult").textContent = "–"; document.getElementById("totalStripsResult").textContent = "–"; document.getElementById("estimatedRollsResult").textContent = "–"; // Clear table and chart data document.getElementById("tableRollWidth").textContent = "–"; document.getElementById("tableRollLength").textContent = "–"; document.getElementById("tableRollArea").textContent = "–"; document.getElementById("tableUsableStripArea").textContent = "–"; if (chartInstance) { chartInstance.destroy(); chartInstance = null; } return; } var perimeter = 2 * (roomWidth + roomLength); var grossWallArea = perimeter * roomHeight; var doorArea = doorWidth * doorHeight; var windowArea = windowWidth * windowHeight; var netWallArea = Math.max(0, grossWallArea – doorArea – windowArea); var effectiveStripLength = roomHeight + patternRepeat; if (patternRepeat == 0) { effectiveStripLength = roomHeight; } var stripsPerRoll = 0; if (effectiveStripLength > 0) { stripsPerRoll = Math.floor(rollLength / effectiveStripLength); } stripsPerRoll = Math.max(1, stripsPerRoll); // Ensure at least 1 strip obtainable var totalVerticalStripsNeeded = 0; if (rollWidth > 0) { totalVerticalStripsNeeded = Math.ceil(perimeter / rollWidth); } totalVerticalStripsNeeded = Math.max(1, totalVerticalStripsNeeded); // Ensure at least 1 strip needed var rawRollsNeeded = 0; if (stripsPerRoll > 0) { rawRollsNeeded = Math.ceil(totalVerticalStripsNeeded / stripsPerRoll); } rawRollsNeeded = Math.max(1, rawRollsNeeded); // Ensure at least 1 raw roll var totalRolls = Math.ceil(rawRollsNeeded * (1 + wasteFactor / 100)); totalRolls = Math.max(1, totalRolls); // Ensure final result is at least 1 roll document.getElementById("totalRollsResult").textContent = totalRolls; document.getElementById("wallAreaResult").textContent = netWallArea.toFixed(2) + " m²"; document.getElementById("stripsPerRollResult").textContent = stripsPerRoll; document.getElementById("totalStripsResult").textContent = totalVerticalStripsNeeded; document.getElementById("estimatedRollsResult").textContent = totalRolls; // Update Table document.getElementById("tableRollWidth").textContent = rollWidth.toFixed(2) + " m"; document.getElementById("tableRollLength").textContent = rollLength.toFixed(2) + " m"; document.getElementById("tableRollArea").textContent = (rollWidth * rollLength).toFixed(2) + " m²"; var usableAreaPerStrip = rollWidth * roomHeight; // Simplified for table display document.getElementById("tableUsableStripArea").textContent = usableAreaPerStrip.toFixed(2) + " m²"; // Update Chart updateChart(roomWidth, roomLength, roomHeight, rollWidth, rollLength, patternRepeat, wasteFactor); } function resetCalculator() { document.getElementById("roomWidth").value = "4.0"; document.getElementById("roomLength").value = "5.0"; document.getElementById("roomHeight").value = "2.5"; document.getElementById("doorWidth").value = "0.8"; document.getElementById("doorHeight").value = "2.0"; document.getElementById("windowWidth").value = "1.2"; document.getElementById("windowHeight").value = "1.4"; document.getElementById("rollWidth").value = "0.53"; document.getElementById("rollLength").value = "10.05"; document.getElementById("patternRepeat").value = "0.64"; document.getElementById("wasteFactor").value = "10"; // Clear errors var errorElements = document.getElementsByClassName("error-message"); for (var i = 0; i < errorElements.length; i++) { errorElements[i].textContent = ""; } calculateWallpaper(); // Recalculate with default values } function copyResults() { var mainResult = document.getElementById("totalRollsResult").textContent; var wallArea = document.getElementById("wallAreaResult").textContent; var stripsPerRoll = document.getElementById("stripsPerRollResult").textContent; var totalStrips = document.getElementById("totalStripsResult").textContent; var estimatedRolls = document.getElementById("estimatedRollsResult").textContent; var roomWidth = document.getElementById("roomWidth").value; var roomLength = document.getElementById("roomLength").value; var roomHeight = document.getElementById("roomHeight").value; var doorWidth = document.getElementById("doorWidth").value; var doorHeight = document.getElementById("doorHeight").value; var windowWidth = document.getElementById("windowWidth").value; var windowHeight = document.getElementById("windowHeight").value; var rollWidth = document.getElementById("rollWidth").value; var rollLength = document.getElementById("rollLength").value; var patternRepeat = document.getElementById("patternRepeat").value; var wasteFactor = document.getElementById("wasteFactor").value; var assumptions = `— Key Assumptions —\nRoom Dimensions: ${roomWidth}m (W) x ${roomLength}m (L) x ${roomHeight}m (H)\nDoor: ${doorWidth}m (W) x ${doorHeight}m (H)\nWindow: ${windowWidth}m (W) x ${windowHeight}m (H)\nWallpaper Roll: ${rollWidth}m (W) x ${rollLength}m (L)\nPattern Repeat: ${patternRepeat}m\nWaste Factor: ${wasteFactor}%`; var resultsText = `— Wallpaper Calculation Results —\nTotal Rolls Required: ${mainResult}\nTotal Wall Area to Cover: ${wallArea}\nUsable Strips per Roll: ${stripsPerRoll}\nTotal Strips Needed: ${totalStrips}\nEstimated Rolls (incl. waste): ${estimatedRolls}\n\n${assumptions}`; if (navigator.clipboard && window.isSecureContext) { navigator.clipboard.writeText(resultsText).then(function() { alert('Results copied to clipboard!'); }).catch(function(err) { console.error('Failed to copy: ', err); fallbackCopyTextToClipboard(resultsText); }); } else { fallbackCopyTextToClipboard(resultsText); } } function fallbackCopyTextToClipboard(text) { var textArea = document.createElement("textarea"); textArea.value = text; textArea.style.position = "fixed"; 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'; console.log('Fallback: Copying text command was ' + msg); alert('Results copied to clipboard!'); } catch (err) { console.error('Fallback: Oops, unable to copy', err); alert('Could not copy results. Please copy manually.'); } document.body.removeChild(textArea); } // Initial calculation on page load document.addEventListener('DOMContentLoaded', function() { calculateWallpaper(); // Add event listeners for real-time updates var inputs = document.querySelectorAll('.loan-calc-container input'); for (var i = 0; i < inputs.length; i++) { inputs[i].addEventListener('input', calculateWallpaper); } });

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