PowerGrip® GT® Belt Drives
PowerGrip® GT® Belt Drives
PowerGrip® GT® Belt Drives
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Useful Formulas and Calculations<br />
Drive Design<br />
Speed Ratio = rpm (faster) = PD = N<br />
rpm (slower) pd n<br />
Where: rpm = Revolutions per minute<br />
PD = Larger pitch diameter<br />
pd = Smaller pitch diameter<br />
N = Larger sprocket grooves<br />
n = Smaller sprocket grooves<br />
Horsepower = (Q) (rpm)<br />
63025<br />
Where: Q = Torque, pound inches<br />
rpm = Revolutions per minute<br />
Be sure to use torque and rpm values at the same<br />
shaft; do not mix torques and rpm’s of different<br />
shafts.<br />
Horsepower = (Te )(V)<br />
33,000<br />
Where: Te = Effective tension, pounds<br />
V = <strong>Belt</strong> speed, feet per minute<br />
Design Horsepower = hp x SF<br />
Where: hp = Horsepower Load<br />
SF = Service Factor<br />
Torque (pound inches) =<br />
63025 (hp)<br />
rpm<br />
Where: hp = Horsepower load<br />
rpm = Revolutions per minute<br />
Design Torque = Q x SF<br />
Where: T = Torque load<br />
SF = Service factor<br />
Service Factor = Rated T a<br />
(T e + T c )<br />
Where: T a = Rated belt working tension, pounds<br />
T e = Effective tension, pounds<br />
T c = Centrifugal tension, pounds<br />
<strong>Belt</strong> Speed (V) = (PD) (rpm)<br />
3.82<br />
Where: V = <strong>Belt</strong> speed, feet per minute<br />
PD = Pitch diameter, inches<br />
rpm = Revolutions per minute of same pulley<br />
The exact belt pitch length, in inches, can be found<br />
as follows:<br />
Pitch = 2(CD)(Cos ) + π (PD + pd) + π (PD - pd)<br />
Length 2 180<br />
= Sin -1 ( PD – pd )<br />
2CD<br />
Where: CD = Drive center distance, inches<br />
PD = Large pitch diameter, inches<br />
pd = Small pitch diameter, inches<br />
The approximate center distance in inches can be<br />
found as follows:<br />
Center Distance = K + K 2 - 32(PD - pd) 2<br />
16<br />
K = 4PL - 6.28 (PD + pd)<br />
Where: PD = Large pitch diameter, inches<br />
pd = Small pitch diameter, inches<br />
PL = <strong>Belt</strong> pitch length, inches<br />
The exact center distance can be calculated using<br />
an iterative process between the center distance and<br />
belt length equations above. The exact center<br />
distance has been found when the two equations<br />
converge.<br />
Span Length =<br />
CD 2 -<br />
(PD - pd)2<br />
4<br />
Where:PD = Large pitch diameter, inches<br />
pd = Small pitch diameter, inches<br />
CD = Drive center distance, inches<br />
The arc of contact on the smaller pulley in degrees<br />
can be found as follows:<br />
Arc of Contact = 180 - (<br />
60 (PD - pd<br />
)<br />
CD<br />
Where: PD = Large pitch diameter, inches<br />
pd = Small pitch diameter, inches<br />
CD = Drive center distance, inches<br />
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