Convert full-size measurements to 1:12 scale in inches or cm, turn a 1/12 scale model size back into real size, or find the scale ratio of two lengths.

At 1:12, one model inch represents 12 full-size inches.

12 for 1:12 scale. Values below 1 mean enlargement.

Optional settings

Calculator Functions

The calculator scales one length at a time, down to a miniature, back up to full size, or from two lengths to the scale between them. Select a function to open it in the calculator.

FunctionUse it whenYou enter
Miniature size from full sizeYou have a real measurement and need the model sizeFull-size measurement, scale denominator and result unit
Full size from miniatureYou measured a model and want the real sizeMiniature measurement, scale denominator and result unit
Scale ratio from matching lengthsYou know both lengths and want the scaleThe same feature measured at full size and on the miniature

Lengths can be in inches, feet, centimeters, millimeters or meters, and the units may differ. The scale denominator starts at 12. Results also show the full size in feet and inches, and what one full-size foot and meter become.

1/12 Scale Formulas

Miniature = full size ÷ X
XScale denominator, 12 for 1:12. A value below 1 means enlargement

Lengths can be in any one unit. The calculator converts first, using 1 ft = 12 in and 1 in = 2.54 cm [1].

Rearranged, Full size from miniature is full-size length = miniature length × X, and Scale ratio from matching lengths is X = full-size length ÷ miniature length. The answer to the last one shows as 1:X.

1/12 scale in cm and inches

At 1:12, one model inch stands for 12 full-size inches, so 1 inch = 1 foot [2]. In metric, 1 cm on the model stands for 12 cm, so a full-size meter becomes 8.33 cm.

Full size1:12 in inches1:12 in cm
1 ft1 in2.54 cm
1 m3.28 in8.33 cm
180 cm5.91 in15 cm
6 ft6 in15.24 cm
2 m6.56 in16.67 cm
12 ft12 in30.48 cm

Limits of This Estimate

  • The ratio applies to lengths only. Area changes by the square of the scale factor and volume by its cube, so at 1:12 an area is 144 times smaller and a volume 1,728 times smaller.
  • For Scale ratio from matching lengths, measure the same feature on both objects. Displayed results are rounded, and the calculation keeps the unrounded values.

Sources