Aviation Training Experts

Aviation Training Experts™

Descent Gradient Calculator

Calculate descent gradient in feet per nautical mile and percent using rate of descent and groundspeed. This free aviation calculator helps pilots with descent planning, approach awareness, and training.

Calculate Descent Gradient

Enter rate of descent and groundspeed to estimate descent gradient in feet per nautical mile and percent.

Descent Gradient Calculator

How It Works

Descent Gradient (ft/NM):
Rate of Descent × 60 ÷ Groundspeed
Descent Gradient (%):
Vertical Distance ÷ Horizontal Distance × 100
3° Descent Path Reference:
About 318 ft/NM

This calculator estimates average descent gradient over the ground using rate of descent and groundspeed.

What Is Descent Gradient?

Descent gradient describes how much altitude an aircraft loses compared with the horizontal distance it travels. It is commonly expressed in feet per nautical mile or as a percent.

Unlike rate of descent, which is vertical speed in feet per minute, descent gradient shows how steep the descent is over the ground. This makes it useful for approach planning and path awareness.

Why Pilots Use a Descent Gradient Calculator

Common Descent Gradient Awareness

Descent Gradient Meaning
318 ft/NMApproximate 3° descent path
400 ft/NMSteeper descent path
500+ ft/NMVery steep descent path

Descent Gradient FAQ

Is descent gradient the same as rate of descent?

No. Rate of descent is vertical speed in feet per minute. Descent gradient compares altitude lost to horizontal distance traveled.

Why does groundspeed matter?

A higher groundspeed means the aircraft travels farther over the ground each minute. Even with the same rate of descent, the descent gradient becomes shallower as groundspeed increases.

What is 318 ft/NM?

It is the approximate descent gradient for a standard 3 degree descent path.

Can this be used for approach planning?

Yes, as a planning aid. Pilots should always use approved procedures, aircraft data, and current operational guidance for actual flight decisions.