Pulseroller Products / Motor Rollers / Performance Data /
Motor Pulse to Distance Calculation
For the Senergy motor there are 30 pulses per revolution of the motor shaft. The formula to calculate the linear distance the roller would turn in one pulse is:
mm/pulse = (π × Roller Diameter) / (30 × Gear Ratio)
This data has been summarized in the following chart for the available Senergy Speed Codes
Data for 48.6 Dia Motor Rollers
Speed Code | Gearbox Stages |
Gear Ratio | Distance per Pulse mm/pulse (in/pulse) |
10 | 3 | 605/9 | 0.076 |
0.0030 | |||
15 | 45 | 0.113 | |
0.0045 | |||
20 | 33 | 0.154 | |
0.0061 | |||
25 | 27 | 0.188 | |
0.0074 | |||
35 | 2 | 55/3 | 0.278 |
0.0109 | |||
45 | 15 | 0.339 | |
0.0134 | |||
60 | 11 | 0.463 | |
0.0182 | |||
75 | 9 | 0.565 | |
0.0223 | |||
95 | 1 | 75/11 | 0.746 |
0.0294 | |||
125 | 5 | 1.018 | |
0.0401 | |||
175 | 11/3 | 1.388 | |
0.0546 | |||
215 | 3 | 1.696 | |
0.0668 |
Calculation Example
For example, we have a standard Senergy roller with a diameter of 48.6 mm (standard 1.9” tube) and our speed code is 60. From the chart on page 10 (2019 edition of the Catalog) indicates that the Gear ratio for a 60-speed code is 11. From this information we plug in the values into our formula:
(π × 48.6) / (30 × 11) = 0.463 mm per pulse
For this 60-speed code Senergy roller, when you set the Deceleration in Closed Loop mode to 50 pulses; the roller will decelerate for a distance of:
0.463 mm/pulse × 50 pulses ≅ 23 mm