IEEE 14-bus system benchmark formed with 14 buses, 5 generators (2
generators and 3 synchronous condensers), 1 shunt, 3 transformers ,
17 lines and 11 loads. At t=50s, the consumption of load 5
increases. Three Current Limit Automatons are supervising current
on lines B1-B5, B1-B2 and B2-B5.
The purpose of the current limit automatons is to disconnect
the monitored component when the current is higher
than a predefined threshold during a certain amount of
time.
At t =50s, the active power consumption of load 5 increases by 0.3
pu. Thus, the current on the lines increases.
For LineB1B2 and LineB2B5, the current is now higher than
IMax. The controller CLAB2B5 will react after tLagBeforeActing = 20
s to disconnect the LineB2B5 before any reaction from the
controller CLAB1B2 that has a tLagBeforeActing = 30 s.
The disconnection of Lineb2B5 decreases the current on
LineB1B2 which is now below IMax = 1.55 pu. The current of LineB1B5
stays below IMax = 2 pu.
The final steady state is reached after the restoration of the
loads.
Another scenario will occur if we change tLagBeforeActing for
CLAB1B2 to 20 s and tLagBeforeActing for CLAB2B5 to 30 s.
After the increase of Load5.PRefPu, the current will increase
on all the lines. However, here CLAB1B2 will react after 20 s
before CLAB2B5 to disconnect LineB1B2.
The current of LineB2B5 is now below IMax but the current of
LineB1B5 increases and it is now higher than IMax = 2
pu.
CLAB1B5 will react after 50s, at t = 120 s to disconnect
LineB1B5. This event disconnects generator 1 and all the generated
power now comes from generator 2. The simulation fails and stops at
t = 120s.
These two scenarios show that a time-domain approach for
steady-state calculation gives results closer to system's behavior
that can not be described with a static load flow. It is important
to consider the dynamics of the system that can influence the final
steady-state result.
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