Speed of smaller pulley given pitch diameter of both pulleys Formula

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Speed of Smaller Pulley can be defined as the number of revolutions the smaller-sized pulley makes in a given unit of time. Check FAQs
n1=Dn2d
n1 - Speed of Smaller Pulley?D - Diameter of Big Pulley?n2 - Speed of Larger Pulley?d - Diameter of Small Pulley?

Speed of smaller pulley given pitch diameter of both pulleys Example

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With units
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Here is how the Speed of smaller pulley given pitch diameter of both pulleys equation looks like with Values.

Here is how the Speed of smaller pulley given pitch diameter of both pulleys equation looks like with Units.

Here is how the Speed of smaller pulley given pitch diameter of both pulleys equation looks like.

5760Edit=810Edit1920Edit270Edit
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Speed of smaller pulley given pitch diameter of both pulleys Solution

Follow our step by step solution on how to calculate Speed of smaller pulley given pitch diameter of both pulleys?

FIRST Step Consider the formula
n1=Dn2d
Next Step Substitute values of Variables
n1=810mm1920rev/min270mm
Next Step Convert Units
n1=0.81m201.0619rad/s0.27m
Next Step Prepare to Evaluate
n1=0.81201.06190.27
Next Step Evaluate
n1=603.185789458524rad/s
LAST Step Convert to Output's Unit
n1=5760rev/min

Speed of smaller pulley given pitch diameter of both pulleys Formula Elements

Variables
Speed of Smaller Pulley
Speed of Smaller Pulley can be defined as the number of revolutions the smaller-sized pulley makes in a given unit of time.
Symbol: n1
Measurement: Angular VelocityUnit: rev/min
Note: Value should be greater than 0.
Diameter of Big Pulley
Diameter of Big Pulley is the distance from side to side of the flat of the Big pulley.
Symbol: D
Measurement: LengthUnit: mm
Note: Value should be greater than 0.
Speed of Larger Pulley
Speed of Larger Pulley can be defined as the number of revolutions the larger sized pulley makes in a given unit of time.
Symbol: n2
Measurement: Angular VelocityUnit: rev/min
Note: Value should be greater than 0.
Diameter of Small Pulley
Diameter of Small Pulley is the distance from side to side of the flat of the Small pulley.
Symbol: d
Measurement: LengthUnit: mm
Note: Value should be greater than 0.

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How to Evaluate Speed of smaller pulley given pitch diameter of both pulleys?

Speed of smaller pulley given pitch diameter of both pulleys evaluator uses Speed of Smaller Pulley = Diameter of Big Pulley*Speed of Larger Pulley/Diameter of Small Pulley to evaluate the Speed of Smaller Pulley, Speed of smaller pulley given pitch diameter of both pulleys is defined as speed with which smaller pulley of belt drive is rotating. Speed of Smaller Pulley is denoted by n1 symbol.

How to evaluate Speed of smaller pulley given pitch diameter of both pulleys using this online evaluator? To use this online evaluator for Speed of smaller pulley given pitch diameter of both pulleys, enter Diameter of Big Pulley (D), Speed of Larger Pulley (n2) & Diameter of Small Pulley (d) and hit the calculate button.

FAQs on Speed of smaller pulley given pitch diameter of both pulleys

What is the formula to find Speed of smaller pulley given pitch diameter of both pulleys?
The formula of Speed of smaller pulley given pitch diameter of both pulleys is expressed as Speed of Smaller Pulley = Diameter of Big Pulley*Speed of Larger Pulley/Diameter of Small Pulley. Here is an example- 55003.95 = 0.81*201.061929819508/0.27.
How to calculate Speed of smaller pulley given pitch diameter of both pulleys?
With Diameter of Big Pulley (D), Speed of Larger Pulley (n2) & Diameter of Small Pulley (d) we can find Speed of smaller pulley given pitch diameter of both pulleys using the formula - Speed of Smaller Pulley = Diameter of Big Pulley*Speed of Larger Pulley/Diameter of Small Pulley.
Can the Speed of smaller pulley given pitch diameter of both pulleys be negative?
No, the Speed of smaller pulley given pitch diameter of both pulleys, measured in Angular Velocity cannot be negative.
Which unit is used to measure Speed of smaller pulley given pitch diameter of both pulleys?
Speed of smaller pulley given pitch diameter of both pulleys is usually measured using the Revolution per Minute[rev/min] for Angular Velocity. Radian per Second[rev/min], Radian per Day[rev/min], Radian per Hour[rev/min] are the few other units in which Speed of smaller pulley given pitch diameter of both pulleys can be measured.
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