KCPilot
Mouse and Keyboard Pilot
- Joined
- Jul 18, 2005
- Posts
- 332
Gus wears a hat.
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Gus wears a hat.
Gs
------ = Vdp
Hat
Anyone know the methods?
Frieght dog try your 1.3 on the SLC VOR 17? I think you might miss that app.
And more...
14.2.1.2.6.8. In many cases, the minimum visibility required for the approach will not allow you to see the runway environment until you are beyond the VDP. This accentuates the need to compute a VDP and determine a point along the approach when you will no longer attempt to continue for a landing. A common error is to establish a high descent rate once the runway environment is in sight. This can go unnoticed during an approach without visual glide path guidance and may lead to a short and/or hard landing. Caution should also be used to avoid accepting a long touchdown and landing roll.
6.8. Calculating a Visual Descent Point (VDP). The first step to computing a VDP is to divide the Height Above Touchdown (HAT) from your approach procedure by your desired descent gradient. Most pilots use a 3° (300 feet/NM) glidepath for landing. Here’s the formula to use:
HAT / Gradient (normally 300) = VDP in NM from end of runway
6.8.1. Now that you know how far the VDP is from the end of the runway, you may add this distance to the DME at the end of the runway to get a DME for your VDP. Armed with this information, it is easy to compute the distance from the FAF to the VDP. This distance is important in computing the climb gradient necessary for final approach.
6.8.2. Using the FAF altitude, the MDA, and the distance from the FAF to the VDP, you can compute a descent gradient from the FAF to the VDP along with a target VVI to ensure you are meeting the desired descent gradient.
Example: Use the following information to determine the descent gradient from the FAF to the
VDP:
HAT = 420 feet, MDA = 840 feet MSL, DME at the end of the runway = 0.5 DME, FAF =
6 DME, FAF altitude = 2,500 feet MSL, desired landing gradient = 300 feet/NM, Approach
airspeed = 150 KTAS, no wind.
VDP = HAT/Gradient =420/300 = 1.4
VDP DME = DME at end of runway + VDP distance = 0.5 DME + 1.4 DME = 1.9 DME
Descent Distance = FAF DME - VDP DME = 6.0 DME - 1.9 DME = 4.1 DME
Altitude to lose = FAF altitude - MDA = 2500 - 840 = 1,660 feet
Descent Gradient = altitude to lose / distance = 1660 / 4.1 = 405 feet/NM (4° descent gradient)
VVI = Angle (NM/MIN X 100) = 4 (2.5 X 100) = 1,000 feet/MIN
6.8.3. With this information you can depart the FAF maintaining a 4° descent gradient (400 feet/NM).
Your target VVI is 1,000 FEET/MIN. Each mile you should lose 400 feet. At 5 DME, you should be at
2,100 feet, at 4 DME, 1,700 feet, etc . . . Continue this descent gradient until reaching VDP at 840 feet
MSL. Hopefully, at the VDP, you’ll have the runway in sight. Adjust your descent to a 300 feet/NM
gradient and pick up your normal aim point.
Amish in your example VDP is 2 miles from MAP is only true if the MAP is at the end of the runway. VDPs have nothing to do with MAP they are a calculation for reaching the Threshold at 50' HAT. I am sure you meant that but I just wanted to clarify. All your other poop was spot on.