Load Factor given Pull-Up Maneuver Rate Formula

Fx Copy
LaTeX Copy
Pull-Up Load Factor refers to the ratio of the lift force acting on an aircraft to its weight during a pull-up maneuver. Check FAQs
npull-up=1+(Vpull-upω[g])
npull-up - Pull-Up Load Factor?Vpull-up - Pull-Up Maneuver Velocity?ω - Turn Rate?[g] - Gravitational acceleration on Earth?

Load Factor given Pull-Up Maneuver Rate Example

With values
With units
Only example

Here is how the Load Factor given Pull-Up Maneuver Rate equation looks like with Values.

Here is how the Load Factor given Pull-Up Maneuver Rate equation looks like with Units.

Here is how the Load Factor given Pull-Up Maneuver Rate equation looks like.

1.4897Edit=1+(240.52Edit1.144Edit9.8066)
You are here -
HomeIcon Home » Category Physics » Category Aerospace » Category Aircraft Mechanics » fx Load Factor given Pull-Up Maneuver Rate

Load Factor given Pull-Up Maneuver Rate Solution

Follow our step by step solution on how to calculate Load Factor given Pull-Up Maneuver Rate?

FIRST Step Consider the formula
npull-up=1+(Vpull-upω[g])
Next Step Substitute values of Variables
npull-up=1+(240.52m/s1.144degree/s[g])
Next Step Substitute values of Constants
npull-up=1+(240.52m/s1.144degree/s9.8066m/s²)
Next Step Convert Units
npull-up=1+(240.52m/s0.02rad/s9.8066m/s²)
Next Step Prepare to Evaluate
npull-up=1+(240.520.029.8066)
Next Step Evaluate
npull-up=1.4897042934059
LAST Step Rounding Answer
npull-up=1.4897

Load Factor given Pull-Up Maneuver Rate Formula Elements

Variables
Constants
Pull-Up Load Factor
Pull-Up Load Factor refers to the ratio of the lift force acting on an aircraft to its weight during a pull-up maneuver.
Symbol: npull-up
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.
Pull-Up Maneuver Velocity
Pull-Up Maneuver Velocity refers to the velocity of an aircraft during a sharp pitch-up maneuver, often resulting in a rapid ascent.
Symbol: Vpull-up
Measurement: SpeedUnit: m/s
Note: Value should be greater than 0.
Turn Rate
Turn Rate is the rate at which an aircraft executes a turn expressed in degrees per second.
Symbol: ω
Measurement: Angular VelocityUnit: degree/s
Note: Value should be greater than 0.
Gravitational acceleration on Earth
Gravitational acceleration on Earth means that the velocity of an object in free fall will increase by 9.8 m/s2 every second.
Symbol: [g]
Value: 9.80665 m/s²

Other formulas in Pull Up and Pull Down Maneuver category

​Go Pull-up maneuver radius
R=Vpull-up2[g](n-1)
​Go Velocity for given Pull-Up Maneuver Radius
Vpull-up=R[g](n-1)
​Go Load Factor given Pull-UP Maneuver Radius
n=1+(Vpull-up2R[g])
​Go Pull-Up Maneuver Rate
ω=[g]npull-up-1Vpull-up

How to Evaluate Load Factor given Pull-Up Maneuver Rate?

Load Factor given Pull-Up Maneuver Rate evaluator uses Pull-Up Load Factor = 1+(Pull-Up Maneuver Velocity*Turn Rate/[g]) to evaluate the Pull-Up Load Factor, The Load Factor given Pull-Up Maneuver Rate is a measure of the additional force experienced by the aircraft compared to its weight, this equation describes the load factor experienced by the aircraft during a pull-up maneuver with a given rate turn. Pull-Up Load Factor is denoted by npull-up symbol.

How to evaluate Load Factor given Pull-Up Maneuver Rate using this online evaluator? To use this online evaluator for Load Factor given Pull-Up Maneuver Rate, enter Pull-Up Maneuver Velocity (Vpull-up) & Turn Rate (ω) and hit the calculate button.

FAQs on Load Factor given Pull-Up Maneuver Rate

What is the formula to find Load Factor given Pull-Up Maneuver Rate?
The formula of Load Factor given Pull-Up Maneuver Rate is expressed as Pull-Up Load Factor = 1+(Pull-Up Maneuver Velocity*Turn Rate/[g]). Here is an example- 1.489704 = 1+(240.52*0.0199665666428114/[g]).
How to calculate Load Factor given Pull-Up Maneuver Rate?
With Pull-Up Maneuver Velocity (Vpull-up) & Turn Rate (ω) we can find Load Factor given Pull-Up Maneuver Rate using the formula - Pull-Up Load Factor = 1+(Pull-Up Maneuver Velocity*Turn Rate/[g]). This formula also uses Gravitational acceleration on Earth constant(s).
Copied!