Pitchline Velocity Formula:
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Pitchline Velocity refers to the linear velocity at the pitch circle of meshing gears. It represents the speed at which the gear teeth engage and disengage during operation, which is crucial for understanding gear performance and wear characteristics.
The calculator uses the Pitchline Velocity formula:
Where:
Explanation: The formula calculates the linear velocity at the pitch diameter by converting rotational speed (RPM) to linear speed (m/s) using the circumference of the pitch circle.
Details: Pitchline velocity is critical in gear design as it affects gear noise, vibration, heat generation, and wear rates. Higher velocities require more precise manufacturing and may necessitate special lubrication or material selection.
Tips: Enter the diameter of the pitch circle in meters and the rotational speed in RPM. Both values must be positive numbers. The calculator will compute the pitchline velocity in meters per second.
Q1: Why is pitchline velocity important in gear design?
A: Pitchline velocity determines the sliding and rolling action between gear teeth, affecting efficiency, noise levels, and the likelihood of wear or failure.
Q2: What are typical pitchline velocity ranges?
A: Typical values range from 1-20 m/s for general industrial applications, with high-performance gears reaching 50-100 m/s or more.
Q3: How does pitchline velocity affect gear lubrication?
A: Higher velocities require lubricants with better viscosity characteristics and may need forced lubrication systems to prevent overheating.
Q4: Can pitchline velocity be too high?
A: Yes, excessive pitchline velocity can lead to increased noise, vibration, heat generation, and accelerated wear, potentially causing gear failure.
Q5: How is pitchline velocity related to gear noise?
A: Higher pitchline velocities generally produce more noise due to increased impact forces and vibration during tooth engagement.