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Epsilon Eb and EN Drives Reference Manual
4. Enable the drive and run the system.
5. Adjust Response to obtain the best performance.
General Tuning Hints
The Response is normally the final adjustment when tuning. For best performance the 
Response should be lower with a higher inertia mismatch (>10:1) and higher with a lower 
inertia mismatch.
If your system has some torsional compliance, such as with a jaw type coupling with a rubber 
spider, or if there is a long drive shaft, the Response should be decreased. The highest 
recommended Response with High Performance Gains enabled is 100 Hz.
Feedforwards can be enabled if the performance requirements are very demanding. However 
when using them, make sure the Inertia Ratio and Friction values are an accurate 
representation of the load. Otherwise, the system performance will actually be degraded or 
stability will suffer. Enabling the Feedforward makes the system less tolerant of inertia or 
friction variations during operation.
Tuning Parameters
Inertia Ratio
Inertia Ratio specifies the load to motor inertia ratio and has a range of 0.0 to 50.0. A value 
of 1.0 specifies that load inertia equals the motor inertia (1:1 load to motor inertia). The drives 
can control up to a 10:1 inertia mismatch with the default Inertia Ratio value of 0.0. Inertial 
mismatches of over 50:1 are possible if response is reduced.
The Inertia Ratio value is used to set the internal gains in the velocity and position loops, 
including feedforward compensation if enabled.
To calculate the Inertia Ratio value, divide the load inertia reflected to the motor by the motor 
inertia of the motor. Include the motor brake as a load where applicable. The resulting value 
should be entered as the Inertia Ratio parameter.
Where:
IR = Inertia Ratio
RLI = Reflected Load Inertia (lb-in-sec
2
)
MI = Motor Inertia (lb-in- sec
2
)
If the exact inertia is unknown, a conservative approximate value should be used. If you enter 
an inertia value higher than the actual inertia, the resultant motor response will tend to be 
more oscillatory.
MRI
RLI
  R I =
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