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Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given Solution

STEP 0: Pre-Calculation Summary
Formula Used
load_correction_factor = Power Transmitted for Design Purpose/Actual Power Transmitted in given Application
Far = kWmax/kW
This formula uses 2 Variables
Variables Used
Power Transmitted for Design Purpose - Power Transmitted for Design Purpose is defined as the power in kilowatts transmitted by the belt for design Purpose. (Measured in Kilowatt)
Actual Power Transmitted in given Application - Actual Power Transmitted in given Application is defined as the actual power transmitted by the belt in a given application. (Measured in Kilowatt)
STEP 1: Convert Input(s) to Base Unit
Power Transmitted for Design Purpose: 100 Kilowatt --> 100000 Watt (Check conversion here)
Actual Power Transmitted in given Application: 80 Kilowatt --> 80000 Watt (Check conversion here)
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Far = kWmax/kW --> 100000/80000
Evaluating ... ...
Far = 1.25
STEP 3: Convert Result to Output's Unit
1.25 --> No Conversion Required
FINAL ANSWER
1.25 <-- Load Correction Factor
(Calculation completed in 00.012 seconds)

10+ Design of Belt Drives Calculators

Belt Tension in the Tight Side
belt_tension_in_tight_side = (e^Coefficient of Friction*Angle of Wrap)*(Belt Tension in loose Side-Mass of Meter Length of Belt*Belt Velocity^2)+Mass of Meter Length of Belt*Belt Velocity^2 Go
Length of the Belt
belt_length = 2*Center Distance+(pi*(Diameter of Big Pulley+Diameter of Small Pulley)/2)+((Diameter of Big Pulley-Diameter of Small Pulley)^2/4*Center Distance) Go
Center Distance from Small Pulley to Big Pulley When Wrap Angle of Small Pulley is Given
center_distance = (Diameter of Big Pulley-Diameter of Small Pulley)/(2*sin((3.14-Wrap Angle for Small Pulley)/2)) Go
Center Distance from Small Pulley to Big Pulley When Wrap Angle of Big Pulley is Given
center_distance = (Diameter of Big Pulley-Diameter of Small Pulley)/(2*sin((Wrap Angle for Small Pulley-3.14)/2)) Go
Wrap Angle for the Small Pulley
wrap_angle_for_small_pulley = 3.14-2*asin((Diameter of Big Pulley-Diameter of Small Pulley)/2*Center Distance) Go
Diameter of Small Pully When Wrap Angle of the Big Pulley is Given
diameter_of_small_pulley = Diameter of Big Pulley-2*Center Distance*sin((Wrap Angle for Small Pulley-3.14)/2) Go
Diameter of Big Pulley When Wrap Angle for the Big Pulley is Given
diameter_of_big_pulley = Diameter of Small Pulley+2*Center Distance*sin((Wrap Angle for Small Pulley-3.14)/2) Go
Diameter of Small Pulley When Wrap Angle of Small Pulley is Given
diameter_of_small_pulley = Diameter of Big Pulley-2*Center Distance*sin((3.14-Wrap Angle for Small Pulley)/2) Go
Diameter of Big Pulley When Wrap Angle of Small Pulley is Given
diameter_of_big_pulley = Diameter of Small Pulley+2*Center Distance*sin((3.14-Wrap Angle for Small Pulley)/2) Go
Wrap Angle for the Big Pulley
wrap_angle_for_big_pulley = 3.14+2*asin((Diameter of Big Pulley-Diameter of Small Pulley)/2*Center Distance) Go

Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given Formula

load_correction_factor = Power Transmitted for Design Purpose/Actual Power Transmitted in given Application
Far = kWmax/kW

Define Flat Belts?

A flat belt is a belt with a flat surface, usually evenly textured on both sides, used in a pulley system. In conveyer belt construction, the flat belt can be used as a single broad belt on an assembly line or as part of an array of webbed belts.

How to Calculate Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given?

Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given calculator uses load_correction_factor = Power Transmitted for Design Purpose/Actual Power Transmitted in given Application to calculate the Load Correction Factor, The Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given formula increases the power factor of a load, improving efficiency for the distribution system to which it is attached. Load Correction Factor and is denoted by Far symbol.

How to calculate Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given using this online calculator? To use this online calculator for Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given, enter Power Transmitted for Design Purpose (kWmax) and Actual Power Transmitted in given Application (kW) and hit the calculate button. Here is how the Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given calculation can be explained with given input values -> 1.25 = 100000/80000.

FAQ

What is Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given?
The Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given formula increases the power factor of a load, improving efficiency for the distribution system to which it is attached and is represented as Far = kWmax/kW or load_correction_factor = Power Transmitted for Design Purpose/Actual Power Transmitted in given Application. Power Transmitted for Design Purpose is defined as the power in kilowatts transmitted by the belt for design Purpose and Actual Power Transmitted in given Application is defined as the actual power transmitted by the belt in a given application.
How to calculate Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given?
The Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given formula increases the power factor of a load, improving efficiency for the distribution system to which it is attached is calculated using load_correction_factor = Power Transmitted for Design Purpose/Actual Power Transmitted in given Application. To calculate Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given, you need Power Transmitted for Design Purpose (kWmax) and Actual Power Transmitted in given Application (kW). With our tool, you need to enter the respective value for Power Transmitted for Design Purpose and Actual Power Transmitted in given Application 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 Load Correction Factor?
In this formula, Load Correction Factor uses Power Transmitted for Design Purpose and Actual Power Transmitted in given Application. We can use 10 other way(s) to calculate the same, which is/are as follows -
  • wrap_angle_for_small_pulley = 3.14-2*asin((Diameter of Big Pulley-Diameter of Small Pulley)/2*Center Distance)
  • center_distance = (Diameter of Big Pulley-Diameter of Small Pulley)/(2*sin((3.14-Wrap Angle for Small Pulley)/2))
  • diameter_of_small_pulley = Diameter of Big Pulley-2*Center Distance*sin((3.14-Wrap Angle for Small Pulley)/2)
  • diameter_of_big_pulley = Diameter of Small Pulley+2*Center Distance*sin((3.14-Wrap Angle for Small Pulley)/2)
  • wrap_angle_for_big_pulley = 3.14+2*asin((Diameter of Big Pulley-Diameter of Small Pulley)/2*Center Distance)
  • center_distance = (Diameter of Big Pulley-Diameter of Small Pulley)/(2*sin((Wrap Angle for Small Pulley-3.14)/2))
  • diameter_of_small_pulley = Diameter of Big Pulley-2*Center Distance*sin((Wrap Angle for Small Pulley-3.14)/2)
  • diameter_of_big_pulley = Diameter of Small Pulley+2*Center Distance*sin((Wrap Angle for Small Pulley-3.14)/2)
  • belt_length = 2*Center Distance+(pi*(Diameter of Big Pulley+Diameter of Small Pulley)/2)+((Diameter of Big Pulley-Diameter of Small Pulley)^2/4*Center Distance)
  • belt_tension_in_tight_side = (e^Coefficient of Friction*Angle of Wrap)*(Belt Tension in loose Side-Mass of Meter Length of Belt*Belt Velocity^2)+Mass of Meter Length of Belt*Belt Velocity^2
Where is the Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given calculator used?
Among many, Load Correction Factor When Power Transmitted by Flat Belt for Design Purpose is Given calculator is widely used in real life applications like {FormulaUses}. Here are few more real life examples -
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