Siemens TV Converter Box 611 User Manual

Page of 324
 
Configuring the motor 
 
5.2 Example(s) 
The accelerating torque M
a
 can now be corrected as follows: 
M
a
 = (5.1 kgm
2
 + 0.0465 kgm
2
) • 52.36 rad/s
2
 = 269 Nm 
As a result, the total required motor torque M
m
 = M
r
 + M
a
 increases to 369 Nm. 
Moment of inertia of motor 1FW6130-0PA05-1JC2: J = 0.0637 kgm
2
 
The accelerating torque M
a
 can now be corrected as follows: 
M
a
 = (5.1 kgm
2
 + 0.0637 kgm
2
) • 52.36 rad/s
2
 = 270 Nm 
As a result, the total required motor torque M
m
 = M
r
 + M
a
 increases to 370 Nm. 
 
Evaluation 
Both motors are suitable for this positioning task. The installation requirements govern which 
motor is better suited. During positioning, the motor generates a torque that far exceeds the 
rated torque M
N
 and the resulting power loss is much greater than the permissible 
continuous power loss. Provided that positioning only takes a short time and the winding 
temperature remains below the shutdown limit, this high load is permissible. See "Periodic 
duty S3". 
Periodic duty cycle (S3 mode) 
The motor can repeat a drive operation (e.g. positioning) where M is occasionally > M
N
 for as 
long as necessary provided that sufficient zero-current pauses for the windings exist 
between the load phases. See also "Periodic duty S3". 
The "duty cycle" comprises the load phase and the zero-current (cooling) phase. The cooling 
phases are crucial here: during the pauses, the effective torque of the duty cycle is reduced 
to the value of the rated torque M
N
 of the motor. 
If the future duty cycle is either not known or cannot be estimated, the motor can only be 
selected on the basis of the required maximum speed and peak torque. This is why the 
maximum permissible continuous torque is also defined for the duty cycle. This results in a 
very short cooling phase, the length of which must not be undershot. 
As an example, let us take a highly simplified duty cycle comprising three time periods of 
lengths Δt
1
, Δt
2
, and Δt
3
. The following torques are generated in these periods: M
1
, M
2
, M
3
Each of these torques can be any value between + M
MAX
 and – M
MAX
. The effective torque 
M
eff
 of this duty cycle (in Nm) can be calculated using the following formula: 
0
HII
 
The cycle duration here (Δt
1
 + Δt
2
 + Δt
3
) should not exceed 10% of the thermal time constant 
t
TH
The duty cycle is permissible provided that M
eff
 is ≤ M
N
1FW6 Built-in torque motors 
Configuration Manual, 05/2009, 6SN1197-0AD00-0BP7 
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