Why the Blondel formula still holds up
Devised in the 17th century by French architect FranΓ§ois Blondel, the formula is really just a proxy for stride length: a comfortable walking stride covers about 63-65 cm on level ground, and a staircase that respects that same total distance per step feels natural to climb rather than forcing you to shorten or overreach your stride.
Building codes exist because comfort and safety overlap
A ratio outside the safe range is not just uncomfortable, it is a genuine fall hazard, which is why the Blondel guideline was formalized into hard maximum-riser and minimum-tread numbers in most modern building codes rather than left purely as an architectural suggestion.
Frequently Asked Questions
Is the Blondel formula a legal requirement?
No, it is a design guideline, not a code itself. Your local building code sets the actual legal maximum riser height and minimum tread depth, and those legal limits are usually stricter and simpler to check than running the full Blondel formula.
What if my calculated riser height comes out to an odd decimal?
Divide the total rise by a different number of steps until the resulting riser height is a clean, buildable number within code limits β stair layouts are typically adjusted this way rather than accepting an oddly precise riser height.