2 en_US

Others Product Identification Commutation Protections Internal Control loop Feedback Communications Motor and Brake Reporting Filters Profiler Limits Thresholds Targets Inputs / Outputs Homing Monitoring CiA402 Last error Control word Status word Operation mode Voltage Current amplifier Current Cyclic current Velocity Cyclic velocity Profile velocity Position Cyclic position Profile position Profile position S-curve PVT Homing Operation mode display Voltage Current amplifier Current Cyclic current Velocity Cyclic velocity Profile velocity Position Cyclic position Profile position Profile position S-curve PVT Homing Voltage quadrature set-point Voltage direct set-point Current quadrature set-point Current direct set-point Current A set-point Current B set-point Position set-point Velocity set-point Torque set-point Positioning option code Profiler max. velocity Profiler max. acceleration Profiler max. deceleration Actual torque Actual position Actual velocity Auxiliar feedback value Bus voltage current counts Current A value Current B value Current C value Current quadrature value Current direct value Current A counts Current B counts Current C counts Commutation angle value Reference angle value Primary Absolute Slave 1 - Position Primary Absolute Slave 1 - Full frame Generator value Secondary Absolute Slave 1 - Position Primary Absolute Slave 2 (daisy chain) - Position Torque demand Secondary Absolute Slave 1 - Full frame Primary Absolute Slave 2 (daisy chain) - Full frame Bus voltage counts Bus voltage value Power stage temperature 1 value Power stage temperature 1 counts Motor temperature value Power stage temperature 2 value Power stage temperature 2 counts Power stage max. actual temperature Voltage phase A Voltage phase B Voltage phase C Voltage direct command Voltage quadrature command Voltage quadrature demand Voltage direct demand Current quadrature demand Current direct demand Current A demand Current B demand Current actual value Current command value Position demand Velocity demand Acceleration demand Velocity loop input offset Current quadrature loop input offset Current direct loop input offset Torque loop input offset Analog input 1 - Counts Analog input 1 - Value Analog input 2 - Counts Analog input 2 - Value Main logic supply voltage IO level supply voltage MCU logic supply voltage Analog output 1 - Value Position loop control command Velocity loop control command Current quadrature / A control loop command Current direct / B control loop command Rated torque Torque control loop command Rated current Peak current Peak current time Motor pole pairs Motor temp. protection threshold Motor temp. sensor type NTC PTC Linear voltage RTD Silicon Switch None Motor temp. sensor resistance Motor temp. sensor β (25-85) Motor temp. sensor external resistance Motor temp. sensor gain Motor temp. sensor offset Motor temperature sensor voltage reference Motor temperature sensor Temperature 0 Motor temperature sensor Resistance 0 Motor temperature sensor Temperature 1 Motor temperature sensor Resistance 1 Internal shunt enable voltage Internal shunt disable voltage External shunt enable voltage External shunt disable voltage Brake activation voltage percentage Brake holding voltage percentage Delay before release brake Delay after enable brake Activation brake time Brake override Override disabled Release brake Enable brake Brake activation current Brake holding current Brake current control Kp Brake current control Ki Brake control mode Voltage control Current control None Brake current error window Brake current error timeout Brake max current Brake current actual value Brake current feedback source No feedback General purpose analog input 1 General purpose analog input 2 Brake current command Commutation modulation Sinusoidal Trapezoidal Single phase Commutation angle offset Commutation feedback sensor Primary Absolute Slave 1 Internal generator Incremental encoder 1 Digital halls Secondary Absolute Slave 1 Primary Absolute Slave 2 (daisy chain) Reference angle offset Reference feedback sensor Primary Absolute Slave 1 Internal generator Incremental encoder 1 Digital halls Secondary Absolute Slave 1 Primary Absolute Slave 2 (daisy chain) Phasing mode Non-forced Forced No phasing Max. current on phasing sequence Phasing timeout Phasing accuracy Restart all feedbacks Set feedback power supply status Feedbacks disabled Feedbacks enabled Interpolation data record - Position input Interpolation data record - Velocity input Interpolation data record - Time input Interpolation data record integrity check Interpolation data record status Power stage maximum duty cycle Profiler latching mode Velocity threshold Velocity threshold time Velocity following error window Velocity following error timeout Min position range limit Max position range limit Max. current Position control loop error Velocity control loop error Torque control loop error Current direct control loop error Current quadrature control loop error Max. velocity Min position Max position Position following error window Position following error timeout Following error Interpolation time mantissa Interpolation time exponent Position window Position window time Velocity window Velocity window time Quick stop deceleration Interpolation data record force clear Interpolation buffer size Interpolation buffer number of elements Interpolation buffer maximum size Command source 1 Network Command source 2 Network Analog input 1 Analog input 2 Analog input 1 - Gain Analog input 1 - Offset Analog input 2 - Gain Analog input 2 - Offset Enabled feedbacks mask Velocity feedback sensor Primary Absolute Slave 1 Internal generator Incremental encoder 1 Digital halls Secondary Absolute Slave 1 Primary Absolute Slave 2 (daisy chain) Position feedback sensor Primary Absolute Slave 1 Internal generator Incremental encoder 1 Digital halls Secondary Absolute Slave 1 Primary Absolute Slave 2 (daisy chain) Auxiliar feedback sensor Primary Absolute Slave 1 Incremental encoder 1 Digital halls Secondary Absolute Slave 1 Primary Absolute Slave 2 (daisy chain) Position to velocity sensor ratio Primary Absolute Slave 1 - Protocol BiSS C SSI Serial Synchronous 1 Primary Absolute Slave 1 - Frame size Primary Absolute Slave 1 - Error tolerance Primary Absolute Slave 1 - Polarity Standard Reversed Primary Absolute Slave 1 - Frame type Raw Raw gray Zettlex - SSI1 BiSS-C BP3 BiSS-C BP3 Gray Primary Absolute Slave 1 - Position bits Primary Absolute Slave 1 - Single-turn bits Primary Absolute Slave 1 - Position start bit Secondary Absolute Slave 1 - Frame size Secondary Absolute Slave 1 - Error tolerance Secondary Absolute Slave 1 - Polarity Standard Reversed Secondary Absolute Slave 1 - Frame type Raw Raw gray Zettlex - SSI1 BiSS-C BP3 BiSS-C BP3 Gray Secondary Absolute Slave 1 - Position bits Secondary Absolute Slave 1 - Single-turn bits Secondary Absolute Slave 1 - Position start bit Generator mode Constant Saw tooth Square Generator frequency Generator gain Generator offset Generator cycle number Generator rearm Rearm generator Primary Absolute Slave 1 - Baudrate 1000 2000 5000 10000 Secondary Absolute Slave 1 - Baudrate 1000 2000 5000 10000 Incremental encoder 1 - Resolution Incremental encoder 1 - Polarity Standard Reversed Incremental encoder 1 - Filter 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 - Value Dig. hall polarity Standard Reversed Dig. hall filter 100 MHz 33 MHz 16 MHz 8 MHz 4 MHz 2 MHz 1 MHz 520 kHz 260 kHz 130 kHz 65 kHz Dig. hall pole pairs Dig. hall value Feedback runaway source Primary Absolute Slave 1 Incremental encoder 1 Secondary Absolute Slave 1 Primary Absolute Slave 2 (daisy chain) Primary Absolute Feedbacks in Chain Primary Absolute - Maximum refresh rate Secondary Absolute - Maximum refresh rate Primary Absolute - Actual refresh rate Secondary Absolute - Actual refresh rate Primary Absolute Slave 2 (daisy chain) - Frame size Primary Absolute Slave 2 (daisy chain) - Error tolerance Primary Absolute Slave 2 (daisy chain) - Polarity Standard Reversed Primary Absolute Slave 2 (daisy chain) - Frame type Raw Raw gray Zettlex - SSI1 BiSS-C BP3 BiSS-C BP3 Gray Primary Absolute Slave 2 (daisy chain) - Position bits Primary Absolute Slave 2 (daisy chain) - Single-turn bits Primary Absolute Slave 2 (daisy chain) - Position start bit Primary Absolute Slave 1 - CRC polynomial Primary Absolute Slave 1 - CRC number of bits Primary Absolute Slave 2 (daisy chain) - CRC polynomial Primary Absolute Slave 2 (daisy chain) - CRC number of bits Primary Absolute Slave 1 - CRC seed Primary Absolute Slave 2 (daisy chain) - CRC seed Primary Absolute Slave 1 - Position offset Primary Absolute Slave 2 (daisy chain) - Position offset Secondary Absolute Slave 1 - Position offset Torque constant Secondary Absolute Slave 1 - Protocol BiSS C SSI Serial Synchronous 1 Secondary Absolute Slave 1 - CRC polynomial Secondary Absolute Slave 1 - CRC seed Secondary Absolute Slave 1 - CRC number of bits Primary absolute interface - Register address Primary absolute interface - Register data Primary absolute interface - Operation status Primary absolute interface - Control Secondary absolute interface - Register address Secondary absolute interface - Register data Secondary absolute interface - Operation status Secondary absolute interface - Control Homing mode 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 Homing offset Homing timeout Homing limit search speed Homing zero search speed Positive homing switch None GPI1 GPI2 Negative homing switch None GPI1 GPI2 Homing index pulse source Incremental encoder 1 Current loop rate Current scaling gain factor Sensor gain 1 Sensor gain 2 Sensor gain 3 Sensor gain 4 Current quadrature loop Kp Current quadrature loop Ki Current quadrature loop max. out Current quadrature loop min. out Current direct loop Kp Current direct loop Ki Current direct loop max. out Current direct loop min. out Velocity loop Kp Velocity loop Ki Velocity loop Kd Velocity loop Kd filter Velocity loop max. output Velocity loop min. output Control loops feedback options Position loop Kp Position loop Ki Position loop Kd Position loop Kd filter Position loop max. output Position loop min. output Current loop status Velocity loop status Position loop status STO status Velocity loop integral reset Position loop integral reset Velocity loop integral value Position loop integral value Maximum voltage bus utilization Position & velocity loop rate Power stage frequency 20 kHz 50 kHz 100 kHz 200 kHz Control loops option code Torque loop Kp Torque loop Ki Torque loop max. output Torque loop min. output Position feedback filter 1 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Position feedback filter 1 frequency Position feedback filter 1 Q-factor Position feedback filter 1 gain Position feedback filter 2 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Position feedback filter 2 frequency Position feedback filter 2 Q-factor Position feedback filter 2 gain Position reference filter 1 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Position reference filter 1 frequency Position reference filter 1 Q-factor Position reference filter 1 gain Position reference filter 2 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Position reference filter 2 frequency Position reference filter 2 Q-factor Position reference filter 2 gain Velocity feedback filter 1 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Velocity feedback filter 1 frequency Velocity feedback filter 1 Q-factor Velocity feedback filter 1 gain Velocity feedback filter 2 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Velocity feedback filter 2 frequency Velocity feedback filter 2 Q-factor Velocity feedback filter 2 gain Velocity reference filter 1 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Velocity reference filter 1 frequency Velocity reference filter 1 Q-factor Velocity reference filter 1 gain Velocity reference filter 2 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Velocity reference filter 2 frequency Velocity reference filter 2 Q-factor Velocity reference filter 2 gain Current feedback filter 1 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Current feedback filter 1 frequency Current feedback filter 1 Q-factor Current feedback filter 1 gain Current feedback filter 2 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Current feedback filter 2 frequency Current feedback filter 2 Q-factor Current feedback filter 2 gain Current reference filter 1 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Current reference filter 1 frequency Current reference filter 1 Q-factor Current reference filter 1 gain Current reference filter 2 type Disabled Low pass High pass Band pass Peak Notch Low shelf High shelf Current reference filter 2 frequency Current reference filter 2 Q-factor Current reference filter 2 gain Velocity loop Kffa Position loop Kffv Position loop Kffa Map output 1 Standard GPO Operation enabled flag External shunt Health signal Map output 2 Standard GPO Operation enabled flag External shunt Health signal Digital inputs value Digital outputs value Digital outputs set value Digital outputs polarity Digital inputs polarity Positive switch limit None GPI1 GPI2 Negative switch limit None GPI1 GPI2 Quick stop input None GPI1 GPI2 Quick stop option code Disable power stage Slow down ramp and disable Quick stop ramp and disable Slow down ramp Quick stop ramp User I2T error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Position feedback out of limits error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Velocity feedback out of limits error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Position following error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Power stage user over-temperature error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Motor over-temperature error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Power stage user under-temperature error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Power stage user over voltage error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Power stage user under voltage error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Halls sequence error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Feedback runaway error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Over current without current control error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Velocity following error option code Disable power stage Do nothing Slow down ramp Quick stop ramp Halt option code None Slow down ramp Quick stop ramp Halt input None GPI1 GPI2 Fault reset input None GPI1 GPI2 Fault reaction timeout Over-voltage sensitivity Fast Medium Slow User over voltage level User under voltage level User over temperature level User under temperature level STO error option code Disable power stage Do nothing Sync. signal configuration Disabled Only Sync 0 Only Sync 1 Sync 0 and Sync 1 Sync. signal frequency Sync. signal PLL filter cutoff frequency Sync. signal PLL phase Sync. signal PLL Kp Error total number Error list index request Error list requested code Store all Restore all System reset Vendor ID Product code Revision number Software version Serial number Power stage frequency 1 Power stage frequency 2 Power stage frequency 3 Power stage frequency 4 Power stage dead-time (ns) Min. low side on time (ns) Min. high side on time (ns) Current saturation counts from ADC ceiling Current saturation counts from ADC floor Current calibration offset tolerance Over-temperature level Under-temperature level Over-voltage level Under-voltage level Maximum drive current Maximum drive peak current time Maximum drive peak current Current measuring range 1 Current measuring range 2 Current measuring range 3 Current measuring range 4 Current sensors used mask Current acquisition time (ns) Current acquisition advance time (ns) Min. low side on time 2 (ns) Min. low side on time 3 (ns) Min. low side on time 4 (ns) Bus voltage measuring range Bus voltage reading offset Power stage temp. sensor 1 type Power stage temp. sensor 1 resistance Power stage temp. sensor 1 β Power stage temp. sensor 1 ext. resistance Power stage temp. sensor 1 gain Power stage temp. sensor 1 offset STO configuration Brake configuration Brake max. frequency Brake frequency Power stage temp. sensor 2 type NTC PTC Linear sensor Power stage temp. sensor 2 resistance Power stage temp. sensor 2 β Power stage temp. sensor 2 ext. resistance Power stage temp. sensor 2 gain Power stage temp. sensor 2 offset Derating constant Frequency 1 derating constant Frequency 2 derating constant Frequency 3 derating constant Frequency 4 derating constant Power stage derating temperature threshold 1 Power stage derating temperature threshold 2 Power stage derating temperature threshold 3 Power stage derating temperature threshold 4 Last error Disturbance mapped register 0 Disturbance mapped register 1 Disturbance mapped register 2 Disturbance mapped register 3 Disturbance mapped register 4 Disturbance mapped register 5 Disturbance mapped register 6 Disturbance mapped register 7 Disturbance mapped register 8 Disturbance mapped register 9 Disturbance mapped register 10 Disturbance mapped register 11 Disturbance mapped register 12 Disturbance mapped register 13 Disturbance mapped register 14 Disturbance mapped register 15 Number of axes IP address Netmask Gateway address MAC address Bootloader version Monitoring status Actual number of monitoring samples Actual number of disturbance samples Monitoring maximum size Disturbance maximum size Actual number of monitoring bytes Disturbance current number of bytes Monitoring disturbance version Monitoring lifeguard time Disturbance lifeguard time Disturbance status Enable monitoring Monitoring frequency divider Monitoring delay Monitoring buffer size Disturbance buffer size Disturbance frequency divider Enable disturbance Monitoring mapped register 0 Monitoring mapped register 1 Monitoring mapped register 2 Monitoring mapped register 3 Monitoring mapped register 4 Monitoring mapped register 5 Monitoring mapped register 6 Monitoring mapped register 7 Monitoring mapped register 8 Monitoring mapped register 9 Monitoring mapped register 10 Monitoring mapped register 11 Monitoring mapped register 12 Monitoring mapped register 13 Monitoring mapped register 14 Monitoring mapped register 15 Monitoring number mapped registers Monitoring number of bytes per sample Disturbance number mapped registers Disturbance number of bytes per sample Monitoring remove data Disturbance remove data Monitoring trigger type TRIGGER_EVENT_AUTO TRIGGER_EVENT_FORCE TRIGGER_EVENT_EDGE Monitoring trigger config TRIGGER_CONFIG_RISING_OR_FALLING TRIGGER_CONFIG_RISING TRIGGER_CONFIG_FALLING Monitoring force trigger Monitoring trigger threshold Monitoring trigger source Monitoring rearm User memory address pointer User memory data System last error System error total number System error list index request System error list requested code Error total number Error list index request Error list requested code Store all Restore all Boot mode System reset Vendor ID Product code Revision number Software Version Serial number STO is active and could have disabled the power stage disabled HW over current User I2T limit detected without current control Input stage problem HW Over-voltage detected FW Over-voltage detected FW Under-voltage detected Over-Temperature detected (internal drive limit). Under-Temperature detected (internal drive limit) Motor Over Temperature error Too many error bits or invalid position flags detected in absolute encoder Too many incorrect CRC checks in absolute encoder readings Position out of limits out of position modes Velocity out of limits out of velocity or position modes Position following error Incorrect access type Object doesn't exist Object isn't PDO mappable as requested Incorrect specified object size Sub-Index does not exist Unsupported value introduced in register Read / Write operation not executed User Over-voltage detected User Under-voltage detected Over-temperature detected (user limit) Under-temperature detected (user limit) External error Interpolation time is to small when PVT is enabled Abnormal STO Supply. Unit could be damaged Abnormal STO. STO1 and STO2 inputs differed more than latching time Halls sequence error Halls combination error Feedback runaway error Over current without current control Profiler parameters not valid. They should all have positive values. No error BiSS-C warning bit active Communications watchdog error Velocity following error Angle integrity check 1 error Angle integrity check 2 error Trapezoidal commutation without digital halls not allowed. Review commutation sensor configuration and phasing System I2T detected Maximum absolute velocity exceeded Incremental encoder 1 index pulse integrity check fail Incremental encoder 2 index pulse integrity check fail Fault detected in the power stage gate driver Open phase detected Non-zero total phase current Current A sensing reached upper saturation limit Current A sensing reached lower saturation limit Current B sensing reached upper saturation limit Current B sensing reached lower saturation limit Current C sensing reached upper saturation limit Current C sensing reached lower saturation limit Digital encoder index pulse integrity check calibration error Brake current tracking error Current derating without current control Wrong ADC measurements detection User over temperature warning threshold exceeded. User under temperature warning threshold exceeded. Gate voltage out of limits Load cell health signal error detected. Load cell analog input out of range Current direct following error detected Current quadrature following error detected Absolute encoder error bit active without exceeding error tolerance COM-KIT Timeout. CORE device is not properly connected EtherCAT cable is disconnected during operation Lifeguard error or heartbeat error in CANOpen communication Cyclic timeout Ethercat PDO lifeguard Emergency position set-point not configured. Cyclic mode mapping error Current calibration error Absolute encoder 1 disconnection or frame overlap Absolute encoder 2 disconnection or frame overlap PDO not processed due to length error Position out of limits in position mode STO is active in operation enabled and has disabled the power stage Brake over-current 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