TRIGGER_EVENT_AUTO
TRIGGER_EVENT_FORCED
TRIGGER_EVENT_RISING_OR_FALLING
TRIGGER_CONFIG_RISING_OR_FALLING
TRIGGER_CONFIG_RISING
TRIGGER_CONFIG_FALLING
Voltage
Current amplifier
Current
Cyclic current
Velocity
Cyclic velocity
Profile velocity
Position
Cyclic position
Profile position
Profile position S-curve
PVT
Homing
BiSS-C / SSI - slave 1
Internal generator
Incremental encoder 1
Digital halls
Secondary SSI encoder
BiSS-C slave 2
Incremental encoder 2
Network
Analog input 1
Analog input 2
BiSS-C / SSI - slave 1
Internal generator
Incremental encoder 1
Digital halls
Secondary SSI encoder
BiSS-C slave 2
Incremental encoder 2
BiSS-C / SSI - slave 1
Internal generator
Incremental encoder 1
Digital halls
Secondary SSI encoder
BiSS-C slave 2
Incremental encoder 2
Standard
Reversed
Constant
Saw tooth
Square
Standard
Reversed
100 MHz
33 MHz
16 MHz
8 MHz
4 MHz
2 MHz
1 MHz
520 kHz
260 kHz
130 KHz
65 kHz
Standard
Reversed
100 MHz
33 MHz
16 MHz
8 MHz
4 MHz
2 MHz
1 MHz
520 kHz
260 kHz
130 kHz
65 kHz
Sensor gain 1
Sensor gain 2
Sensor gain 3
Sensor gain 4
Standard GPO
Operation enabled flag
External shunt
Health signal
Standard GPO
Operation enabled flag
External shunt
Health signal
Standard GPO
Operation enabled flag
External shunt
Health signal
Standard GPO
Operation enabled flag
External shunt
Health signal
BiSS-C / SSI - slave 1
Internal generator
Incremental encoder 1
Digital halls
Secondary SSI encoder
BiSS-C slave 2
Incremental encoder 2
Non-forced
Forced
No phasing
Disabled
Only Sync 0
Raw
Raw gray
Zettlex - SSI1
BiSS-C BP3
BiSS-C BP3 Gray
NTC
PTC
Linear sensor
NTC
PTC
Linear voltage
RTD
Silicon
Switch
None
20 kHz
50 kHz
100 kHz
200 kHz
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
Disabled
Low pass
High pass
Band pass
Peak
Notch
Low shelf
High shelf
On current position
On positive switch limit
On negative switch limit
On positive index pulse
On negative index pulse
On the positive limit switch and index pulse
On the negative limit switch and index pulse
None
GPI1
GPI2
GPI3
GPI4
None
GPI1
GPI2
GPI3
GPI4
None
GPI1
GPI2
GPI3
GPI4
None
GPI1
GPI2
GPI3
GPI4
None
GPI1
GPI2
GPI3
GPI4
Disable power stage
Slow down ramp and disable
Quick stop ramp and disable
Slow down ramp
Quick stop ramp
BiSS C
SSI
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Sinusoidal
Trapezoidal
Single phase
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Standard
Reversed
Raw
Raw gray
Zettlex - SSI1
Biss-C / SSI - slave 1
Incremental encoder 1
Secondary SSI encoder
Biss-C slave 2
Incremental encoder 2
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Standard
Reversed
Raw
Raw gray
Zettlex - SSI1
BiSS-C BP3
BiSS-C BP3 Gray
Standard
Reversed
100 MHz
33 MHz
16 MHz
8 MHz
4 MHz
2 MHz
1 MHz
520 kHz
260 kHz
130 KHz
65 kHz
Incremental encoder 1
Incremental encoder 2
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
BiSS-C / SSI - slave 1
Incremental encoder 1
Digital halls
Secondary SSI encoder
BiSS-C slave 2
Incremental encoder 2
Voltage
Current amplifier
Current
Cyclic current
Velocity
Cyclic velocity
Profile velocity
Position
Cyclic position
Profile position
Profile position S-curve
PVT
Homing
1000
2000
5000
10000
1000
2000
5000
10000
Disable power stage
Do nothing
Slow down ramp
Quick stop ramp
Override disabled
Release brake
Enable brake
Incremental encoder 1
Incremental encoder 2
Incremental encoder 1
Incremental encoder 2
BiSS-C / SSI - slave 1
BiSS-C slave 2
Secondary SSI encoder
Incremental encoder 1
Incremental encoder 2
BiSS-C / SSI - slave 1
BiSS-C slave 2
Secondary SSI encoder
Fast
Medium
Slow
Rearm generator
None
Slow down ramp
Quick stop ramp
None
GPI1
GPI2
GPI3
GPI4
None
GPI1
GPI2
GPI3
GPI4
Network
Analog input 1
Analog input 2
Feedbacks disabled
Feedbacks enabled
No action
Fault signal
Reserved
Quick stop command
Reserved
Slow down ramp
Quick stop ramp
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