MPH-02, MPB-02, MPD-02
Parameter Scaling
(Individually Defined)
position
data,
linear
position
data,
rotary
velocita
data
:
LSB
a
cceleratio
n
data
a
cceleratio
n
data
jerk
data
:
Torque/Force Data
DOK-INDRV*-MP*-02VRS**-FK01-EN-P
Motor, Mechanical Axis System, Measuring Systems
As an alternative to preferred scaling it is also possible to activate
parameter scaling. For parameter scaling the least significant bit (LSB) of
the respective operating data can be individually defined.
=
∗
1)
:
LSB
unit
scaling
=
:
LSB
rotational
unit
(
position
data
)
=
time
unit
unit
=
(lin.;
rot.)
:
LSB
(ramp
time
-
scaling)
:
unit
(
position
=
LSB
time
1) ...
With scaling factor unequal 1 the unit is no longer indicated as in
S-0-0076,
reference).
2) ...
With rotational resolutions (S-0-0079) the results of which are not
powers of 10 of 360, the units are no longer "angular degrees" (acc.
to S-0-0076) but only "incremental" (control-dependent unit
reference).
Fig. 5-93:
Defining the least significant bit (LSB) for parameter scaling
Note:
The jerk data scaling is derived from the acceleration data
scaling.
Respective units of measurement and time defined in the parameters:
• S-0-0076, Position data scaling type
• S-0-0044, Velocity data scaling type
• S-0-0160, Acceleration data scaling type
Respective scaling factor and scaling exponent defined in the following
parameters:
• S-0-0077, Linear position data scaling factor position data
S-0-0078, Linear position data scaling exponent
• S-0-0045, Velocity data scaling factor
S-0-0046, Velocity data scaling exponent
• S-0-0161, Acceleration data scaling factor
S-0-0162, Acceleration data scaling exponent
For rotary position data the value, in the case of parameter scaling, for the
• S-0-0079, Rotational position resolution
has to be determined for defining the LSB.
For torque/force data there are the following basic scaling types:
• linear
• rotary
• percentage-based
∗
1)
scaling
factor
10
360
∗
unit
2)
position
resolution
∗
∗
scaling
scaling
factor
10
(
position
data
)
∗
scaling
2
time
unit
−
S
=
LSB
scaling
factor
data
)
∗
scaling
factor
3
unit
but
only
"incrementally"
exp
onent
2)
exp
onent
∗
scaling
exp
onent
factor
10
−
0
0446
∗
scaling
exp
onent
10
∗
scaling
exp
onent
10
(control-dependent
5-81
unit