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Speeds from Length of Transition Curves for High Speeds Formula

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The Speeds from Length of Curve for High Speeds is calculated by the formula of equilibrium super elevation. Check FAQs

V High = 198 \cdot \frac{L}{e \cdot 1000}

V_High - Speeds from Length of Curve for High Speeds?L - Length of Transition Curve in meters?e - Super Elevation for Transition Curve?

Speeds from Length of Transition Curves for High Speeds Example

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Here is how the Speeds from Length of Transition Curves for High Speeds equation looks like with Values.

Here is how the Speeds from Length of Transition Curves for High Speeds equation looks like with Units.

Here is how the Speeds from Length of Transition Curves for High Speeds equation looks like.

321.75 = 198 \cdot \frac{130}{0.08 \cdot 1000}

321.75km/h = 198 \cdot \frac{130m}{0.08m \cdot 1000}

321.75 = 198 \cdot \frac{130}{0.08 \cdot 1000}

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Speeds from Length of Transition Curves for High Speeds Solution

Follow our step by step solution on how to calculate Speeds from Length of Transition Curves for High Speeds?

FIRST Step Consider the formula

V High = 198 \cdot \frac{L}{e \cdot 1000}

Next Step Substitute values of Variables

∴

V High = 198 \cdot \frac{130m}{0.08m \cdot 1000}

Next Step Prepare to Evaluate

∴

V High = 198 \cdot \frac{130}{0.08 \cdot 1000}

Next Step Evaluate

∴

V High = 89.375m/s

LAST Step Convert to Output's Unit

∴

V High = 321.75km/h

Speeds from Length of Transition Curves for High Speeds Formula Elements

Variables

Speeds from Length of Curve for High Speeds

The Speeds from Length of Curve for High Speeds is calculated by the formula of equilibrium super elevation.

Symbol: V_High

Measurement: SpeedUnit: km/h

Note: Value should be greater than 20.

Formulas to find Speeds from Length of Curve for High Speeds

Length of Transition Curve in meters

Length of transition curve in meters is the length provided in between a straight road and the Curve of a design radius.

Symbol: L

Measurement: LengthUnit: m

Note: Value should be greater than 0.

Formulas to find Length of Transition Curve in meters

Super Elevation for Transition Curve

Super Elevation for Transition Curve is the banking of a roadway along a horizontal curve so motorists can safely and comfortably maneuver the curve at reasonable speeds.

Symbol: e

Measurement: LengthUnit: m

Note: Value should be greater than 0.

Formulas to find Super Elevation for Transition Curve

Other formulas in Transition Curve category

Go Safe Speed on Transitioned Curves for BG or MG

V bg/mg = 4.4 \cdot 0.278 \cdot {(R t - 70)}^{0.5}

Go Safe Speed on Transitioned Curves for NG

V ng = 3.65 \cdot 0.278 \cdot {(R t - 6)}^{0.5}

Go Radius of Transition Curve for BG or MG

R t = {(\frac{V bg/mg}{4.4})}^{2} + 70

Go Radius of Transition Curve for NG

R t = {(\frac{V ng}{3.65})}^{2} + 6

How to Evaluate Speeds from Length of Transition Curves for High Speeds?

Speeds from Length of Transition Curves for High Speeds evaluator uses Speeds from Length of Curve for High Speeds = 198*Length of Transition Curve in meters/(Super Elevation for Transition Curve*1000) to evaluate the Speeds from Length of Curve for High Speeds, Speeds from Length of Transition Curves for High Speeds formula is defined as the speed for which railway curves with normal cant values are designed with if the speed is high. Conversion factor for mm to meter is added. Speeds from Length of Curve for High Speeds is denoted by V_High symbol.

How to evaluate Speeds from Length of Transition Curves for High Speeds using this online evaluator? To use this online evaluator for Speeds from Length of Transition Curves for High Speeds, enter Length of Transition Curve in meters (L) & Super Elevation for Transition Curve (e) and hit the calculate button.

FAQs on Speeds from Length of Transition Curves for High Speeds

What is the formula to find Speeds from Length of Transition Curves for High Speeds?

The formula of Speeds from Length of Transition Curves for High Speeds is expressed as Speeds from Length of Curve for High Speeds = 198*Length of Transition Curve in meters/(Super Elevation for Transition Curve*1000). Here is an example- 1158.3 = 198*130/(0.08*1000).

How to calculate Speeds from Length of Transition Curves for High Speeds?

With Length of Transition Curve in meters (L) & Super Elevation for Transition Curve (e) we can find Speeds from Length of Transition Curves for High Speeds using the formula - Speeds from Length of Curve for High Speeds = 198*Length of Transition Curve in meters/(Super Elevation for Transition Curve*1000).

Can the Speeds from Length of Transition Curves for High Speeds be negative?

No, the Speeds from Length of Transition Curves for High Speeds, measured in Speed cannot be negative.

Which unit is used to measure Speeds from Length of Transition Curves for High Speeds?

Speeds from Length of Transition Curves for High Speeds is usually measured using the Kilometer per Hour[km/h] for Speed. Meter per Second[km/h], Meter per Minute[km/h], Meter per Hour[km/h] are the few other units in which Speeds from Length of Transition Curves for High Speeds can be measured.

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