Speed Ratio Formula:
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The speed ratio between two pulleys connected by a belt determines how their rotational speeds relate to each other. It's a fundamental concept in mechanical power transmission systems.
The calculator uses the speed ratio formula:
Where:
Explanation: The speed ratio is inversely proportional to the pulley diameter ratio. A larger driving pulley will turn a smaller driven pulley faster, and vice versa.
Details: Calculating the correct speed ratio is essential for designing efficient power transmission systems, ensuring proper machine operation, and selecting appropriate pulley sizes.
Tips: Enter both pulley diameters in inches. All values must be valid (greater than 0). The calculator will determine the speed ratio between the two pulleys.
Q1: How does speed ratio relate to RPM?
A: The RPM of the driven pulley equals the RPM of the driving pulley multiplied by the speed ratio.
Q2: What's the difference between speed ratio and torque ratio?
A: While speed ratio is diameter1/diameter2, torque ratio is the inverse (diameter2/diameter1). They are inversely related.
Q3: Does belt type affect the speed ratio?
A: No, the speed ratio depends only on pulley diameters, but belt type affects power transmission capacity and efficiency.
Q4: Can I use this for multi-pulley systems?
A: This calculates ratio for two pulleys. For multiple pulleys, calculate ratios between consecutive pairs.
Q5: What about belt length calculation?
A: This calculator focuses on speed ratio. Belt length depends on pulley diameters and center distance.