Furniture

Furniture Clearance Calculator

Evaluate the open aisle left between two pieces of furniture.

Furniture fit check

Enter the room and furniture dimensions for Furniture Clearance Calculator

m
m
m
Method for this tool

What the Furniture Clearance Calculator actually calculates

The clear distance is total span minus both item depths, limited to zero. Ratings use 0.90 m for a comfortable main route and 0.75 m for a workable secondary route. The calculation checks one straight cross-section, not turning space, accessibility compliance, or clearance while furniture is in use.

The calculation path

Object depths are removed from the total available span and the remaining clearance is rated.

Inputs that can change the answer

  • Total available span: Enter total available span in m.
  • First item depth: Enter first item depth in m.
  • Second item depth: Enter second item depth in m.

Checks that stay outside the formula

Measure at the widest points, including handles, arms, and recliner movement.

A practical order for entering the data

  1. Measure the total span across the intended gap between opposing furniture.
  2. Enter each piece's projection into that span, including handles or arms at the narrowest point.
  3. Review the remaining clearance and separately test doors, drawers, and moving furniture positions.

Engine check using the prefilled sample

Worked example: total available span = 3.2 m, first item depth = 0.9 m and second item depth = 0.5 m. Replace the sample dimensions with the real room and furniture sizes, then check doors, drawers and walking paths on a scaled plan.

Results for these inputs

Clear distance
1.80 m
Clearance assessment
Comfortable main route

Aim for about 0.9 m on frequently used paths.

Furniture Clearance Calculator — Fit and clearance questions

Should I measure a recliner closed or open?

Test both positions if the route must remain usable while it is reclined, using the relevant projection each time.

What does a zero result mean?

The entered furniture depths use all or more than the span. Negative overlap is hidden by the zero lower bound.