Difference between revisions of "Pulses per Microliter"
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* And a reservoir with a 17 mm diameter, or 227 mm<sup>2</sup> cross section. | * And a reservoir with a 17 mm diameter, or 227 mm<sup>2</sup> cross section. | ||
The table below explains how a certain number of pulses (or microsteps) on the motor will generate a certain volume displacement in the reservoir - the pulses/µL (or pulses/mm<sup>3</sup>) number that we need to control the material | The table below explains how a certain number of pulses (or microsteps) on the motor will generate a certain volume displacement in the reservoir - the pulses/µL (or pulses/mm<sup>3</sup>) number that we need to control the material advance or displacement. Note that factors like viscosity, compressibility, and nozzle characteristics will introduce some delay from the time of displacement to the time of actual extrusion. | ||
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Revision as of 17:27, 27 July 2020
This is to explain the various gearing on our different heads.
Calculating Pulses/µL for the 27:1 EMO and VOL
The EMO and VOL heads each have:
- A 1.8° stepping motor;
- Running in 1/16th microstep mode;
- A 27:1 planetary gear;
- A 1:1 drive screw coupling;
- A drive screw with a pitch of 18 threads per inch, or 1.411 thread per mm;
- And a reservoir with a 17 mm diameter, or 227 mm2 cross section.
The table below explains how a certain number of pulses (or microsteps) on the motor will generate a certain volume displacement in the reservoir - the pulses/µL (or pulses/mm3) number that we need to control the material advance or displacement. Note that factors like viscosity, compressibility, and nozzle characteristics will introduce some delay from the time of displacement to the time of actual extrusion.