Skip to main content

Largest Inscribed Rectangle

Returns the largest rectangle that fits inside a polygon, at any rotation

Written by Holly Conrad Smith

Use this when you're maximizing a rectangular footprint inside an irregular site or floorplate, at whatever angle fits best. For example, fit the biggest possible building envelope, parking pad, or sports court inside an oddly shaped parcel.

Category: Geometric Operations

Kind: Operation

Description: returns the largest rectangle that fits inside a polygon, at any rotation

Inputs

Name

Abbreviation

Type

Access

Description

polygon

P

Cartesian

Item

the polygon to fit a rectangle inside

Outputs

Name

Abbreviation

Type

Access

Description

rectangle

R

Cartesian

Item

the inscribed rectangle

width

W

Number

Item

the width of the rectangle

height

H

Number

Item

the height of the rectangle

How to

  1. Add the Largest Inscribed Rectangle node.

  2. Feed in a polygon.

  3. The outputs are the largest rectangle that fits inside it, at whatever rotation makes it biggest, plus its width and height.

Did this answer your question?