# Is Vertical Speed based on True Airspeed or Groundspeed?

I have edited this for clarity

For the same angle of descent or climb, does vertical speed increase if true airspeed is greater or if ground speed is greater (due to a tailwind)?

Imagine a triangle and assume a three degree angle of descent. The hypotenuse represents the flight path. The opposite end represents the amount of descent. The adjacent side represents the ____. Airspeed or ground speed?

If headwind matched true airspeed, I imagine an aircraft would climb and descend in place (like an elevator) without knowing anything about it's ground speed. However, with large tailwinds, ground speed will obviously be much larger. Going back to the triangle concept--the hypotenuse will be very long--which means the aircraft would descend more quickly.

Furthermore, every Captain I've talked with swears rate of descent increases with a tailwind. However, I believe this may be a result of reduced tailwinds at lower altitudes.

Do you have a source or a formula you can cite? Thanks.

• Do you want "angle" in the air, or "angle" over the ground? Answer that, and you've answered your own question. There are formulas out there in abundance, but this is a conceptual question, and without the solid conceptual understanding of what's going on, no formula is going to make things particularly clear.
– Ralph J
Apr 16, 2018 at 22:00
• The angle is relative to straight and level flight. I'm not sure what you're asking. Apr 19, 2018 at 2:37