Deflection of Angle at Central Curve when Length of Central Curve is considered Solution

STEP 0: Pre-Calculation Summary
Formula Used
Deflection Angle of Central Curve = (180*Length of Central Curve)/(pi*Radius of Central Curve)
D2 = (180*L2)/(pi*R2)
This formula uses 1 Constants, 3 Variables
Constants Used
pi - Archimedes' constant Value Taken As 3.14159265358979323846264338327950288
Variables Used
Deflection Angle of Central Curve - (Measured in Radian) - Deflection Angle of Central Curve is the angle between the onward extension of the previous leg and the line ahead.
Length of Central Curve - (Measured in Meter) - Length of Central Curve can be defined as the limit of the sum of line segment lengths for a regular partition of as the number of segments approaches infinity.
Radius of Central Curve - (Measured in Meter) - Radius of Central Curve is the distance between center of a circle or any other point on the circumference of the circle and surface of the sphere.
STEP 1: Convert Input(s) to Base Unit
Length of Central Curve: 25.1 Meter --> 25.1 Meter No Conversion Required
Radius of Central Curve: 102 Meter --> 102 Meter No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
D2 = (180*L2)/(pi*R2) --> (180*25.1)/(pi*102)
Evaluating ... ...
D2 = 14.0992555468467
STEP 3: Convert Result to Output's Unit
14.0992555468467 Radian --> No Conversion Required
FINAL ANSWER
14.0992555468467 14.09926 Radian <-- Deflection Angle of Central Curve
(Calculation completed in 00.004 seconds)

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19 Turning Radius Calculators

Wheelbase given Turning Radius
Go Wheelbase = sqrt(((Radius of Curve for Taxiway*(0.5*Taxiway Width))-Distance between Midway Points)/0.388)
Radius of Entrance Curve when Deflection Angle of Entrance Curve is considered
Go Radius of Curve for Taxiway = (180*Length of Entrance Curve)/(pi*Deflection Angle of Entrance Curve)
Horonjeff Equation for Turning Radius of Taxiway
Go Radius of Curve for Taxiway = (0.388*Wheelbase^2)/((0.5*Taxiway Width)-Distance between Midway Points)
Taxiway Width given Turning Radius
Go Taxiway Width = (((0.388*Wheelbase^2)/Radius of Curve for Taxiway)+Distance between Midway Points)/0.5
Deflection Angle of Entrance Curve
Go Deflection Angle of Entrance Curve = (180*Length of Entrance Curve)/(pi*Radius of Curve for Taxiway)
Length of Entrance Curve when Deflection Angle of Entrance Curve is considered
Go Length of Entrance Curve = (pi*Deflection Angle of Entrance Curve*Radius of Curve for Taxiway)/180
Distance between Midway Points of Main Gears and Edge of Taxiway Pavements
Go Distance between Midway Points = (0.5*Taxiway Width)-(0.388*Wheelbase^2/Radius of Curve for Taxiway)
Deflection of Angle at Central Curve when Length of Central Curve is considered
Go Deflection Angle of Central Curve = (180*Length of Central Curve)/(pi*Radius of Central Curve)
Radius of Central Curve given Length of Central Curve
Go Radius of Central Curve = (180*Length of Central Curve)/(pi*Deflection Angle of Central Curve)
Length of Central Curve
Go Length of Central Curve = (pi*Radius of Central Curve*Deflection Angle of Central Curve)/180
Turning Speed of Aircraft given Radius of Curve
Go Turning Speed of Aircraft = sqrt(Radius of Curve for Taxiway*Coefficient of Friction*125)
Turning Speed of Aircraft given Sight Distance
Go Turning Speed of Aircraft = sqrt(25.5*Deceleration*Sight Distance)
Turning Radius
Go Radius of Curve for Taxiway = (Turning Speed of Aircraft^2)/(125*Coefficient of Friction)
Sight Distance
Go Sight Distance = (Turning Speed of Aircraft^2)/(25.5*Deceleration)
Deceleration given Sight Distance
Go Deceleration = Turning Speed of Aircraft^2/(25.5*Sight Distance)
Deflection Angle of Entrance Curve given Deflection of Angle at Central Curve
Go Deflection Angle of Entrance Curve = 35-Deflection Angle of Central Curve
Deflection of Angle at Central Curve
Go Deflection Angle of Central Curve = 35-Deflection Angle of Entrance Curve
Radius of Curve when Velocity in Turn
Go Radius of Curve for Taxiway = (Turning Speed of Aircraft/4.1120)^2
Velocity in Turn
Go Turning Speed of Aircraft = 4.1120*Radius of Curve for Taxiway^0.5

Deflection of Angle at Central Curve when Length of Central Curve is considered Formula

Deflection Angle of Central Curve = (180*Length of Central Curve)/(pi*Radius of Central Curve)
D2 = (180*L2)/(pi*R2)

What is Sight distance?

Sight distance is the length of roadway visible to a driver. The three types of sight distance common in roadway design are intersection sight distance, stopping sight distance, and passing sight distance.

How to Calculate Deflection of Angle at Central Curve when Length of Central Curve is considered?

Deflection of Angle at Central Curve when Length of Central Curve is considered calculator uses Deflection Angle of Central Curve = (180*Length of Central Curve)/(pi*Radius of Central Curve) to calculate the Deflection Angle of Central Curve, Deflection of Angle at Central Curve when Length of Central Curve is considered is considered is the angle between the onward extension of the previous leg and the line ahead. Deflection Angle of Central Curve is denoted by D2 symbol.

How to calculate Deflection of Angle at Central Curve when Length of Central Curve is considered using this online calculator? To use this online calculator for Deflection of Angle at Central Curve when Length of Central Curve is considered, enter Length of Central Curve (L2) & Radius of Central Curve (R2) and hit the calculate button. Here is how the Deflection of Angle at Central Curve when Length of Central Curve is considered calculation can be explained with given input values -> 14.09926 = (180*25.1)/(pi*102).

FAQ

What is Deflection of Angle at Central Curve when Length of Central Curve is considered?
Deflection of Angle at Central Curve when Length of Central Curve is considered is considered is the angle between the onward extension of the previous leg and the line ahead and is represented as D2 = (180*L2)/(pi*R2) or Deflection Angle of Central Curve = (180*Length of Central Curve)/(pi*Radius of Central Curve). Length of Central Curve can be defined as the limit of the sum of line segment lengths for a regular partition of as the number of segments approaches infinity & Radius of Central Curve is the distance between center of a circle or any other point on the circumference of the circle and surface of the sphere.
How to calculate Deflection of Angle at Central Curve when Length of Central Curve is considered?
Deflection of Angle at Central Curve when Length of Central Curve is considered is considered is the angle between the onward extension of the previous leg and the line ahead is calculated using Deflection Angle of Central Curve = (180*Length of Central Curve)/(pi*Radius of Central Curve). To calculate Deflection of Angle at Central Curve when Length of Central Curve is considered, you need Length of Central Curve (L2) & Radius of Central Curve (R2). With our tool, you need to enter the respective value for Length of Central Curve & Radius of Central Curve and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Deflection Angle of Central Curve?
In this formula, Deflection Angle of Central Curve uses Length of Central Curve & Radius of Central Curve. We can use 1 other way(s) to calculate the same, which is/are as follows -
  • Deflection Angle of Central Curve = 35-Deflection Angle of Entrance Curve
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