This site is devoted to mathematics and its applications. Created and run by Peter Saveliev.

# Thickness and length

### From Mathematics Is A Science

We consider the area and the perimeter of the object and then find a rectangle with these measurements, then take its width and length. Simple algebra but there are tricky issues (later)...

Sometimes the length found this way is called the *ribbon length*.

Warning: if the border is very rugged, the result won't be what you expect. Even a circle will be very "thin". Blurring the image may help with this problem.

Another way to measure the dimensions of an object is via major and minor axes. The results will be very different if the object isn't convex, e.g., a spiral.

Roundness is shown in Pixcavator's output table.

Some real life examples of applications of these measurements are:

See also Measuring objects.

To experiment with the concepts, download the free Pixcavator Student Edition.