← Browse all tools

Large-print planning

Poster tiling calculator

Plan how a large print fits across smaller sheets. Enter the finished poster size and the printable area of one sheet in its chosen orientation, then allow for the overlap between adjacent tiles.

Enter your values

Result

Results are based only on the inputs and assumptions shown here. Nothing you enter is sent or saved.

Formula: coverage = first printable tile + (tile count − 1) × (printable tile size − overlap)

Worked example

A 24 × 36 in poster, using an 8 × 10.5 in printable area and 0.25 in overlap, needs 4 columns and 4 rows: 16 sheets. The grid covers 31.25 × 41.25 in before the outer edges are trimmed.

Printable area is smaller than paper size

Printer margins can make the usable rectangle smaller than the physical sheet. Enter the actual printable width and height reported by your print workflow. For a different orientation, exchange those two values and compare the sheet count. This tool does not automatically rotate pages.

How overlap changes the grid

Only the first tile contributes its full dimension. Each following tile adds its printable dimension minus the overlap. The calculator rounds the needed number of tiles upward in both directions. Outer tiles may therefore contain blank area or need trimming; the grid coverage is not a request to enlarge the poster.

Use the print preview as the final check

Adobe Acrobat’s Poster workflow offers tile scale and overlap controls. This page estimates a simple rectangular grid and does not generate a PDF, cut marks or printer commands. Check the preview at the intended scale before printing. If the image needs more resolution at the finished size, use the DPI calculator separately.

Explore the related calculation

For a different starting point, try the image DPI calculator or return to the main calculator. Browse the complete tool directory for this site.

Reference and corrections

The definitions and assumptions above follow these sources; the examples and calculator arithmetic are original to this page.

Found a problem? Email contact@pixelstoinches.org.