View Full Version : Where are VASIs located on a field ?
December 26th 12, 12:26 AM
Where are VASIs located on a field that doesn't have an ILS ?  Is it a certain number of feet from end of runway ?  Does it depend on runway length ?  If you want to land on a short runway when is it safe to dip below VASI ?  Must there be a certain number of hundreds of feet from the threshold clear of obstructions ?  Clearly you don't want to cross the threshold at 50 feet if you are flying , e.g. a Mooney onto a 2300 foot field, you'll waste the first 1000 feet...
Sam Spade
January 12th 13, 10:33 PM
On 12/25/2012 3:26 PM,  wrote:
> Where are VASIs located on a field that doesn't have an ILS ?  Is it a certain number of feet from end of runway ?  Does it depend on runway length ?  If you want to land on a short runway when is it safe to dip below VASI ?  Must there be a certain number of hundreds of feet from the threshold clear of obstructions ?  Clearly you don't want to cross the threshold at 50 feet if you are flying , e.g. a Mooney onto a 2300 foot field, you'll waste the first 1000 feet...
>
Do the math using the TCH and the angle.
Brian Whatcott
January 13th 13, 03:02 AM
On 1/12/2013 3:33 PM, Sam Spade wrote:
> On 12/25/2012 3:26 PM,  wrote:
>> Where are VASIs located on a field that doesn't have an ILS ?  Is it a
>> certain number of feet from end of runway ?  Does it depend on runway
>> length ?  If you want to land on a short runway when is it safe to dip
>> below VASI ?  Must there be a certain number of hundreds of feet from
>> the threshold clear of obstructions ?  Clearly you don't want to cross
>> the threshold at 50 feet if you are flying , e.g. a Mooney onto a 2300
>> foot field, you'll waste the first 1000 feet...
>>
>
> Do the math using the TCH and the angle.
Here we go then:  X / TCH = arc cot (glide slope angle)
X = TCH*arc cot(glide slope angle) = 50 * arc cot(3deg)
X = 50 * Arc cot (3 deg) = 922ft
He said 1000 ft.    You were making which point again?
:-)
Brian W
vBulletin® v3.6.4, Copyright ©2000-2025, Jelsoft Enterprises Ltd.