Entfernung zu VOR bestimmen

How about using the one / sixty rule.

For every degree of track you drift 1 mile per 60 miles.

So if you fly perpendicular to the radial you need
sixty times the time you need for one radial to the VOR.

One radial is half a dot.

So you need 30 times the time you need for one dot
to the VOR, or 10 times the time for 3 dots.

(I wouldn't calculate on half a dot results, after
having done some VOR-Flying in real world).

Hello,

Thank You all for Your help!

The solution is very easy. My mistake was the translation of the word
"perpendicular". In german I know the word "Perpendikel" whitch is the
pendulum of a big clock. So I had the idea of a mesurement right and left
side of the radial.

Nowing now, that the mesurement is taken rectangular to the radial, it is
very easy to understand.

:-))

Good bye,
Klaus, pleas excuse my bad English!

--
www.wagner-mem.de