HCF calculator

Mechanical Widening needed for Large Radius of Road Curve Calculator

Physics Chemistry Engineering Financial More >>

↳

Mechanical Aerospace Basic Physics Others and Extra

⤿

Transportation System Automobile Design of Automobile Elements Design of Machine Elements More >>

⤿

Design of Superelevation Design of Transition Curves and Setback Distances Marshall Mix Design Pavement Materials More >>

✖Number of Lanes is the total number of lanes on a road or highway, including both directions of travel, considered in superelevation design.ⓘ Number of Lanes [n]			+10% -10%
✖Distance between Front and Rear Wheel is the horizontal distance between the front and rear wheels of a vehicle on a curved road section.ⓘ Distance between Front and Rear Wheel [l_fr]			+10% -10%
✖Mean Radius of Curve is the average radius of a curve section in road design, used to calculate superelevation and widening of the road.ⓘ Mean Radius of Curve [R_mean]			+10% -10%

✖Mechanical Widening on Horizontal Curves is the process of increasing the pavement width on horizontal curves to ensure safety and comfort of vehicles.ⓘ Mechanical Widening needed for Large Radius of Road Curve [W_m]

⎘ Copy

👎

Formula

LaTeX

Reset

👍

Download Design of Superelevation Formulas PDF PDF Image

Mechanical Widening needed for Large Radius of Road Curve Solution

STEP 0: Pre-Calculation Summary

Formula Used

Mechanical Widening on Horizontal Curves = (Number of Lanes*Distance between Front and Rear Wheel^2)/(2*Mean Radius of Curve)
W_m = (n*l_fr^2)/(2*R_mean)
This formula uses 4 Variables

Variables Used

Mechanical Widening on Horizontal Curves - (Measured in Meter) - Mechanical Widening on Horizontal Curves is the process of increasing the pavement width on horizontal curves to ensure safety and comfort of vehicles.
Number of Lanes - Number of Lanes is the total number of lanes on a road or highway, including both directions of travel, considered in superelevation design.
Distance between Front and Rear Wheel - (Measured in Meter) - Distance between Front and Rear Wheel is the horizontal distance between the front and rear wheels of a vehicle on a curved road section.
Mean Radius of Curve - (Measured in Meter) - Mean Radius of Curve is the average radius of a curve section in road design, used to calculate superelevation and widening of the road.

STEP 1: Convert Input(s) to Base Unit

Number of Lanes: 9.004875 --> No Conversion Required
Distance between Front and Rear Wheel: 23.5431 Meter --> 23.5431 Meter No Conversion Required
Mean Radius of Curve: 340 Meter --> 340 Meter No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

W_m = (n*l_fr^2)/(2*R_mean) --> (9.004875*23.5431^2)/(2*340)

Evaluating ... ...

W_m = 7.34000017879904

STEP 3: Convert Result to Output's Unit

7.34000017879904 Meter --> No Conversion Required

FINAL ANSWER

7.34000017879904 ≈ 7.34 Meter <-- Mechanical Widening on Horizontal Curves

(Calculation completed in 00.004 seconds)

You are here -

Home » Physics » Transportation System » Mechanical » Design of Superelevation » Mechanical Widening needed for Large Radius of Road Curve

Credits

Created by Avayjit Das

University of Engineering and Management,Kolkata (UEMK), Kolkata

Avayjit Das has created this Calculator and 25+ more calculators!

Verified by Kartikay Pandit

National Institute Of Technology (NIT), Hamirpur

Kartikay Pandit has verified this Calculator and 400+ more calculators!

< Design of Superelevation Calculators

Distance between Front and Rear Wheel

LaTeX Go Distance between Front and Rear Wheel = 2*Radius of Outer Track Line of Front Wheel*Mechanical Widening on Horizontal Curves-Mechanical Widening on Horizontal Curves^2

Ruling Minimum Radius

LaTeX Go Ruling Minimum Radius = Velocity^2/([g]*(Rate of Super Elevation+Coefficient of Lateral Friction))

Mechanical Widening needed for Large Radius of Road Curve

LaTeX Go Mechanical Widening on Horizontal Curves = (Number of Lanes*Distance between Front and Rear Wheel^2)/(2*Mean Radius of Curve)

Psychological Widening at Horizontal Curves

LaTeX Go Psychological Widening at Horizontal Curves = Velocity/(2.64*sqrt(Mean Radius of Curve))

Mechanical Widening needed for Large Radius of Road Curve Formula

LaTeX Go

Mechanical Widening on Horizontal Curves = (Number of Lanes*Distance between Front and Rear Wheel^2)/(2*Mean Radius of Curve)
W_m = (n*l_fr^2)/(2*R_mean)

What is a lane in road?

It can be narrow and only one way, wider and two way or even wider and carry more than two vehicles across its with. If it is more than one way, then it will be broken into lanes, usually with a painted or other road marking or construction to separate different directions of traffic.

How to Calculate Mechanical Widening needed for Large Radius of Road Curve?

Mechanical Widening needed for Large Radius of Road Curve calculator uses Mechanical Widening on Horizontal Curves = (Number of Lanes*Distance between Front and Rear Wheel^2)/(2*Mean Radius of Curve) to calculate the Mechanical Widening on Horizontal Curves, Mechanical Widening needed for Large Radius of Road Curve formula is defined as a method to determine the necessary widening of a road curve to ensure safe vehicle maneuvering at higher speeds, enhancing overall transportation safety and efficiency. Mechanical Widening on Horizontal Curves is denoted by W_m symbol.

How to calculate Mechanical Widening needed for Large Radius of Road Curve using this online calculator? To use this online calculator for Mechanical Widening needed for Large Radius of Road Curve, enter Number of Lanes (n), Distance between Front and Rear Wheel (l_fr) & Mean Radius of Curve (R_mean) and hit the calculate button. Here is how the Mechanical Widening needed for Large Radius of Road Curve calculation can be explained with given input values -> 1.630228 = (9.004875*23.5431^2)/(2*340).

FAQ

What is Mechanical Widening needed for Large Radius of Road Curve?

Mechanical Widening needed for Large Radius of Road Curve formula is defined as a method to determine the necessary widening of a road curve to ensure safe vehicle maneuvering at higher speeds, enhancing overall transportation safety and efficiency and is represented as W_m = (n*l_fr^2)/(2*R_mean) or Mechanical Widening on Horizontal Curves = (Number of Lanes*Distance between Front and Rear Wheel^2)/(2*Mean Radius of Curve). Number of Lanes is the total number of lanes on a road or highway, including both directions of travel, considered in superelevation design, Distance between Front and Rear Wheel is the horizontal distance between the front and rear wheels of a vehicle on a curved road section & Mean Radius of Curve is the average radius of a curve section in road design, used to calculate superelevation and widening of the road.

How to calculate Mechanical Widening needed for Large Radius of Road Curve?

Mechanical Widening needed for Large Radius of Road Curve formula is defined as a method to determine the necessary widening of a road curve to ensure safe vehicle maneuvering at higher speeds, enhancing overall transportation safety and efficiency is calculated using Mechanical Widening on Horizontal Curves = (Number of Lanes*Distance between Front and Rear Wheel^2)/(2*Mean Radius of Curve). To calculate Mechanical Widening needed for Large Radius of Road Curve, you need Number of Lanes (n), Distance between Front and Rear Wheel (l_fr) & Mean Radius of Curve (R_mean). With our tool, you need to enter the respective value for Number of Lanes, Distance between Front and Rear Wheel & Mean Radius of Curve and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

Home

FREE PDFs

🔍 Search