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User Guide Electrical Line Shaft for ADV200 Page 18 of 32
5.5 Electrical line shaft function
The electrical line shaft function works in a master-slave configuration, where the master (which may be a
drive) specifies a position reference that the slave must follow. The slave axis receives and processes the
information from the master encoder to determine its speed reference in order to minimise the difference
between its position and that of the master maintaining the selected electronic gear ratio.
The electrical line shaft function consists of two parts: one, called feed-forward generation, which reads the
speed of the master encoder and calculates the ideal speed reference for the slave axis in relation to the
selected ratio; the other, called feedback control, calculates the position error as the difference between the
position of the master encoder and that of the slave and, taking into account the selected ratio, sends it to a
PID controller to be corrected.
The electrical line shaft mode can be enabled for each slave via digital command assigned with the IPA
11504 ELS Engage Source parameter in the DIGITAL INPUTS menu.
When captured, the slave axis moves to the selected ratio with the master following a linear ramp, the
duration of which is specified in milliseconds via the IPA 11444 ELS Sync Time parameter.
The use of a linear ramp means that during capture the slave is "delayed" with respect to the master; this
delay is subsequently corrected by applying an overspeed. This correction phase is signalled by the Sync
Correction Mon flag in the LINE SHAFT menu, or by a digital output programmed as “ELS Correction”.
The source for the master position reference is selected via the IPA 11394 Master Pos Source parameter;
at present the local parameter IPA 11396 Digital Master Pos, “Encoder 2” or Fast Link can be specified.
The electrical line shaft ratio is calculated by application as follows:
Ratio = Mstr/Slv PPR Ratio · (Ratio n Num / Ratio n Denom)
where parameter IPA 11398 Mstr/Slv PPR Ratio represents the ratio between resolutions of master and
slave encoder, and parameters Ratio n Num and Ratio n Denom, with 1 ≤n ≤4, take into count mechanical
factors as 32 bit float ratio. An example of calculation for gear ratio starting from application mechanical data
can be found at section 7.1.
Electronic gear ratio selection from a maximum of 4 values is possible via two digital commands that can be
set using the IPA 11416 Ratio Select B0 and IPA 11418 Ratio Select B1 parameters.
The ratio currently used in the electrical line shaft mode is indicated by the dedicated monitor parameters,
namely IPA 12062 Actual Ratio Mon, which indicates the value of the ratio, and IPA 12084 Ratio Select
Mon, which indicates the ratio "aimed at" by the selection commands.
5.5.1 Correction of the electrical line shaft ratio (slip)
In applications where the electrical line shaft ratio is not numerically defined, for instance due to mechanical
tolerances, or where it is subject to variation in time due to mechanical wear, thermal dilatation, etc, the Slip
function, which allows fine tuning of the ratio, may be useful.
The slip function allows the electrical line shaft ratio to be increased or decreased continuously using two
respective digital commands that can be assigned with parameters IPA 11432 Slip Pos Src and IPA 11434
Slip Neg Src. The slip ratio can vary between -1…+1 and changes to the ratio are calculated as:
Ratio = Ratio × (1 + Slip Ratio)
where:
Slip Ratio (n+1) = Slip Ratio (n) ± Slip Increment
The IPA 11436 Slip Increment parameter defines the minimum change applied to the slip. The rate at which
this is increased or decreased is modified by means of two timers that can be set with IPA 11428 Slip T1
and IPA 11430 Slip T2. A change equal to a single Slip Increment is applied to the activation edge of an
increase/decrease slip command; if the command remains active for a time equal to at least T1 [ms], the slip
is subsequently updated at a rate of F1 = 1/T1 [increments /sec]; if the command remains active for another
time equal to at least T2 [ms], the slip is subsequently updated at a rate of F2 = 1/T2 [increments /sec].