RPM To Speed Conversion is a very important utility for students and scientists
RPM To LinerVelocity
What is it about?
RPM To Speed Conversion is a very important utility for students and scientists.This app provide you fast and easy calculation for Speed. You just need to add two parameters RMP and radius.This app really helpful for many students who like to learn RMP and velocity relationship.Revolutions per minute (abbreviated rpm, RPM, rev/min, r/min, or with the notation min−1) is the number of turns in one minute. It is a unit of rotational speed or the frequency of rotation around a fixed axis.The Linear Velocity from RPMs calculator computes the linear velocity based on the rotation rate (RPMs) and radius of the wheel (r).Just Choose units,Enter the rotation rate (RPMs),Enter the outer radius (r) and you will get Linear Velocity (V): The calculator returns velocity in meters per second. However, this can be automatically converted to other velocity units.
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App Store Description
RPM To Speed Conversion is a very important utility for students and scientists.This app provide you fast and easy calculation for Speed. You just need to add two parameters RMP and radius.This app really helpful for many students who like to learn RMP and velocity relationship.Revolutions per minute (abbreviated rpm, RPM, rev/min, r/min, or with the notation min−1) is the number of turns in one minute. It is a unit of rotational speed or the frequency of rotation around a fixed axis.The Linear Velocity from RPMs calculator computes the linear velocity based on the rotation rate (RPMs) and radius of the wheel (r).Just Choose units,Enter the rotation rate (RPMs),Enter the outer radius (r) and you will get Linear Velocity (V): The calculator returns velocity in meters per second. However, this can be automatically converted to other velocity units.
This app calculates velocity in meter per second and also in kilometre per hour.So it is more easier for us to visualise and learn parameters.The Linear Velocity can be found using the following formula: v=2π/60* r*N
where:
r = radius
N = number of revolutions per minute
We can take an example here:Multiply the number of rpm by 3.14. For example, if a motor spins at 140 rpm, multiply 140 by 3.14 to get 439.6. Multiply the Step 2 result by the diameter of the circle to find the linear speed per minute. Completing the example, multiply 439.6 by 1.3 feet to get a linear speed of 571.48 feet per minute.
that's how we will get the finest and most powerful results in mechanics and engineering.
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