Size the source grid
Divide the source width by the cells you want across. With square cells, that cell size also sets how many rows fit down the height.
Enter a source size, how many cells across, and the target size. The calculator returns the cell dimensions, row and column counts, and the scale factor for the grid-transfer and mural-scaling methods.
The Grid Calculator sizes a grid for the transfer method. Enter the source dimensions and how many cells across; it returns the square cell size and the row and column counts. Add a target size and it gives the scale factor and the enlarged cell size for mural and copy work — then opens the square grid overlay on your image.
The grid method reproduces a reference accurately by copying it one small cell at a time. The arithmetic is just division and a scale factor.
Divide the source width by the cells you want across. With square cells, that cell size also sets how many rows fit down the height.
Divide the target width by the source width. Multiply the source cell size by it to get the enlarged cell size for your surface.
Draw both grids and transfer cell by cell, or open the square grid overlay to grid a reference digitally.
The grid method is simple arithmetic, but it is easy to get the row count or the scale factor wrong by hand. The calculator removes the guesswork.
The exact cell dimension from your width and the number of columns, in your chosen unit.
How many whole cells fit across and down, plus the total cell count for the whole grid.
The ratio between source and target width — the number that turns a sketch into a mural-sized grid.
The enlarged cell size for your wall or canvas, so you can rule the big grid directly.
A drawing of the grid on your aspect ratio, updated as you change the inputs.
Open the square grid overlay on your reference image, free, processed locally on your device.
A muralist, a teacher, and a hobby painter on sizing grids before they pick up a pencil.
I work from a tablet sketch onto a four-metre wall. I enter the numbers, get the scale factor, and chalk the big grid without a single miscalculation.
I show students the row count drop out of the division. It makes the grid method click far faster than me drawing it on a whiteboard.
Enlarging a postcard to canvas used to mean fiddly maths. Now it is three boxes and the cell size is right the first time.
A short account of why the grid method works, the one formula behind scaling, and how it compares to projectors and tracing.
The grid method is one of the oldest transfer techniques in art. You overlay a grid of equal squares on a reference and rule an identical grid — at the same size to copy, or larger to enlarge — on your surface. Because each square is small and bounded, the eye only has to judge where a line enters and leaves one cell, which is far easier than measuring across a whole image. Leon Battista Alberti described a version using a gridded frame in the 1430s, and muralists have used scaled grids to put small studies onto large walls ever since. The grid method glossary entry gives the short definition.
Scaling rests on one idea: the scale factor. Divide the target width by the source width and you have the number that converts every source measurement into a target measurement. A ten-centimetre study enlarged to a one-metre canvas has a scale factor of ten, so a one-centimetre source cell becomes a ten-centimetre cell on the canvas. Keeping the cells square means the same factor applies to width and height, so proportions never drift. The calculator above performs exactly this, and also fits a whole number of rows so you do not end up with a sliver of a cell at the bottom.
The grid does not draw for you. It chops one impossible measurement into a few dozen easy ones — and that is the whole trick. — Grid Maker Pro studio notes
The grid method is one of three common ways to transfer an image. Each suits a different situation.
| Method | Equipment | Speed | Skill built | Best for |
|---|---|---|---|---|
| Grid method | Ruler and pencil | Moderate | High — trains observation | Any scale, including mural enlargement |
| Projector | Projector + dark room | Fast | Low | Large one-off enlargements indoors |
| Tracing / light box | Light box or window | Fastest | Lowest | Same-size copies on thin paper |
| Freehand from sight | None | Slow | Highest | Building measuring skill over time |
The grid versus projector versus tracing guide weighs these in detail. For wall-sized work specifically, the mural scaling overlay numbers the cells for panel-by-panel transfer, and the basic drawing grids category covers square, rectangular, and custom grids.
The same reference at four grid densities and one enlargement — coarse for speed, fine for detail.
Anyone copying or enlarging an image. Each links to a workflow guide.
The grid method is a transfer technique: draw a grid of equal squares over a reference and an identical grid (same size or larger) on your surface, then copy cell by cell. Because each cell is small and bounded, you reproduce shapes and proportions accurately without freehand measuring. See the grid method glossary entry.
Divide the source width by the number of cells you want across to get the cell width; with square cells the same value sets the rows down the height. A 1200-pixel-wide image with 12 cells across gives 100-pixel cells. This calculator does that and also computes the enlarged cell size for any target dimension.
Find the scale factor by dividing the target width by the source width, then multiply the source cell size by it. A 10-by-15-centimetre sketch enlarged onto a 100-centimetre wall has a scale factor of 10, so 1-centimetre cells become 10-centimetre cells. The calculator reports the scale factor and target cell size directly.
More cells mean more accuracy but more work. A simple subject transfers well with an 8-by-8 grid; a detailed portrait benefits from 12 to 16 cells across. Beginners often start with fewer, larger cells and add a finer grid only over the most detailed areas.
Square cells are standard because they keep horizontal and vertical proportion identical. This calculator uses square cells: it sizes the cell from the width and column count, then fits as many whole rows as the height allows. The tool's overlay also supports rectangular and custom grids if you need them.
Mural scaling is the grid method at a large scale factor. The arithmetic is identical — source cell size times the scale factor gives the wall cell size — but muralists often number the cells and work one panel at a time. Grid Maker Pro has a dedicated mural-scaling overlay for this.
All three transfer an image but trade off differently. The grid method needs no equipment and builds observational skill but is slower; a projector is fast but needs a dark room and hardware; tracing is fastest but teaches the least and only works one-to-one. The comparison guide covers it in depth.
No. The calculator runs entirely in your browser, and the square grid overlay processes your reference image locally. Nothing you enter or open is sent to a server.
Free forever. No signup. The square grid overlay opens on your own image, processed entirely on your device.
Open the square grid overlayOther free utilities in Grid Maker Pro: