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Metric Slate Roof Tile Calculator

Spike's Calculators Slate Roof Tiles

The Slate Roof Tile Calculator (Metric) is a valuable tool designed to estimate the number of slate tiles required to cover a roof area using metric measurements. It calculates based on the tile's dimensions, head lap, and waste percentage, providing accurate results tailored to your project.





Slate Roof Tiles Calculator (Metric)

Roof Area
Head Lap mm
Tile Length mm
Tile Width mm
Waste %

Results:

Tile Exposure: Length mm
Tile Exposure: Area mm²
Tile Exposure: Area
Number of Tiles per Square Meter #
Number of Tiles per Square (100 ft²) #
Tiles Needed tiles
Waste Percentage Adds # of tiles
Total # of Tiles Needed tiles

Calculator

  1. enter the total area of the roof in square metres
  2. the head lap of the slate tile in millimetres
  3. the length of a single tile in millimetres
  4. the width of a single tile in millimetres
  5. enter a percentage to account for waste due to cutting, breakage, or installation errors

Results

  1. the exposed length of each tile
  2. the exposed area of a tile calculated in square millimetres
  3. the exposed area of a tile in square metres
  4. the number of tiles required to cover one square metre of roof area
  5. the number of tiles needed per square (100sq ft) for comparative purposes
  6. the number of tiles required for the specified roof area
  7. the additional number of tiles to account for waste
  8. the total number of tiles needed, including waste



Headlap in Slate Tiles

Headlap is a crucial aspect of roofing, especially for slate tiles. It refers to the amount by which the top of a slate tile overlaps the tile two rows beneath it. Proper headlap ensures water flows down the roof without seeping underneath the slates, protecting the structure from leaks.
In a typical slate tile installation:
  • The slate tiles are laid in overlapping rows.
  • Each row of tiles overlaps the one below it.
  • The headlap is the portion of the tile that covers not only the tile directly beneath it but also the tile two rows below.

Importance of Headlap

Proper headlap is vital for:
  • Waterproofing: It ensures water does not get under the tiles and into the roofing structure.
  • Weather Resistance: It protects the roof from wind-driven rain and snow.
  • Durability: A roof with inadequate headlap may deteriorate faster, especially in heavy rainfall or snow areas.

Typical Headlap Values

The required headlap depends on the pitch (slope) of the roof:
  • Roof Pitch ≥ 22.5°: Typically, 75 mm (3 inches) of headlap is needed.
  • Roof Pitch between 17.5° and 22.5°: Typically, 100 mm (4 inches) of headlap is required.
  • Roof Pitch > 17.5°: Slate roofing is not recommended.

Slate Tile Exposure Calculation

The exposure of a slate tile refers to the portion of the tile that remains visible after installation. It is the distance from the bottom of one slate to the bottom of the slate two rows above.

Sample Calculation:

Calculate the exposure of a slate tile using the following parameters:
  • Slate Length (L): 400 mm
  • Headlap (H): 100 mm
The formula for calculating exposure E is:
E =(L-H)/2
Where:
  • L is the length of the slate tile,
  • H is the headlap,
  • The division by 2 occurs because two tiles cover the same portion of the roof.
The exposure E would be:
E = 400 - 100 = 3 00 ÷  2 = 150 mm
For a 400 mm long slate tile installed with a 100 mm headlap, the exposure (the visible portion of each tile) is 150 mm. This means that after installation, only 150 mm of each slate tile will be visible, while the tiles above it cover the rest and overlap with the tiles below.

This calculation is essential for determining the slate tiles required for a roof and ensuring proper overlap for weather protection.

This tool simplifies calculating the necessary materials for your roofing project, ensuring you have the right amount of tiles to complete the job efficiently and effectively. Whether you're a homeowner or a construction professional, this calculator aids in accurate planning and budgeting for your roofing needs.

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