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Flight Training Instruction - Cnatra - U.S. Navy

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B100. 60-TO-1 RULE APPLICATIONS<br />

APPENDIX B<br />

60-TO-1 RULE<br />

Mathematical Basis for 60-to-1 Rule: Circle Circumference = 2 x radius x 3.14 = 6.28 x radius<br />

6.28× 60 NM<br />

Therefore, @ 60 NM, 1 degree – 360 degrees<br />

- 1.05 NM/degree ≈1 NM<br />

To: Use:<br />

Horizontal<br />

Convert Airspeed to<br />

NM / Min<br />

Calculate<br />

Lead Radials<br />

for Turn Radius<br />

Calculate<br />

Holding or PT<br />

Teardrop Angle<br />

Calculate<br />

Crosswind (XW)<br />

Calculate<br />

XW<br />

Crab ≈<br />

Crab NM<br />

Min<br />

Vertical<br />

Calculate<br />

VDP<br />

Calculate<br />

Gradient<br />

Calculate<br />

VSI<br />

NM KTAS<br />

=<br />

Min 60<br />

3.5×<br />

FL<br />

where KTAS ≈ KIAS + for T-6 airspeeds<br />

10<br />

-OR- KTAS ≈ 1.2× KIAS (a more rough estimate)<br />

Lead Radials = TR x Radials / NM<br />

where:<br />

TR = Turn Radius (in NM)<br />

≈ (NM/Min) – 2<br />

-or-<br />

≈ (NM/Min) 2 x 0.1 (better for low-speed calculations)<br />

“Rule of 4s”<br />

Teardrop Angle/10 + Holding Pattern Length (minutes) ≈ 4<br />

1 min ⇒ 30 O Teardrop<br />

1-1/2 min ⇒ 25 O Teardrop<br />

2 min ⇒ 20 O Teardrop<br />

XW ≈ [(Rwy Hdg - Wind Dir) + 20]% x Wind Velocity<br />

-OR- (Clock Method) 15 O off ⇒ 25% of the wind<br />

30 O off ⇒ 50% of the wind<br />

45 O off ⇒ 75% of the wind<br />

≥ 60 O off ⇒ 100% of the wind<br />

HAT (100s of<br />

Distance from Runway (NM) ≈ Gradient<br />

Descent Gradient ≈<br />

NM<br />

VSI ≈<br />

× 100 ft × Gradient<br />

Min<br />

100s of feet<br />

Distance in NM<br />

feet)<br />

(“GUS wears a HAT”)<br />

60-TO-1 RULE B-1

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