The Linear Speed calculator is a too that converts the Radial Speed into equivalent Linear Speed. Linear speed is the measure of how fast an object is moving along a straight line. It is the distance traveled per unit of time in a straight-line path.
Polarisation Index Calculator
| Enter Radial Speed (ω): | |
|---|---|
| Enter Radius (r): | |
| Linear Speed (V): |
The formula for calculating linear speed is:
Linear Speed (V) = Distance Traveled (s) / Time Taken (t)
Where:
- Linear Speed (V) is typically measured in meters per second (m/s) or other units of distance per unit of time, such as kilometers per hour (km/h) or miles per hour (mph).
- Distance Traveled (s) is the total length of the path covered by the object (in meters, kilometers, miles, etc.).
- Time Taken (t) is the duration over which the object traveled that distance (in seconds, hours, minutes, etc.).
Linear speed is commonly used to describe how fast objects move in a straight line, whether it’s a car traveling on a road, a person running, or an object falling freely due to gravity. It is a fundamental concept in physics and is often used in various engineering and scientific applications.
How to calculate the Liner speed from Radial Speed?
To calculate linear speed (also known as tangential speed) from radial speed, you can use the following formula:
Linear Speed (V) = Radial Speed (ω) * Radius (r)
Where:
- Linear Speed (V) is the speed at a point on the circumference of a rotating object (in meters per second or any other unit of speed).
- Radial Speed (ω) is the angular speed or angular velocity of the object (in radians per second).
- Radius (r) is the distance from the center of rotation to the point where you want to calculate the linear speed (in meters or any other unit of length).
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