Controlled Closing Switch With Arc
Controlled ideal electrical closer with simple arc model
Modelica Standard Library
The Controlled Closing Switch with Arc (or Controlled Closer With Arc) component models a two-terminal, single-pole, electrical switch whose contacts arc when opened, which occurs when the control input voltage drops below a defined level.
This model is an extension of the IdealClosingSwitch. The basic model interrupts the current through the switch in an infinitesimal time span. If an inductive circuit is connected, the voltage across the switch is limited only by numerics. To better approximate the actual voltage across the switch, a simple arc model is added. When the Boolean input control signals to open the switch, a voltage is impressed across the opened switch. This voltage starts at V0 (simulating the voltage drop of the arc roots), rises with slope V. (simulating the rising voltage of an extending arc) until a maximum voltage Vmax is reached.
Depending on the connected circuit, the arc voltage reduces the current through the switch. When the current reaches zero the arc is quenched and the switch goes to the off-state. When the Boolean input control signals to close the switch again, the switch is closed immediately.
In an AC circuit, the arc quenches when the next natural zero-crossing of the current occurs. In a DC circuit, the arc will not quench if the arc voltage is not sufficient to force the current to zero.
tSwitch=time control goes true
Voltage drop between the two pins
Voltage at pin x, x∈n,p
Current flowing from pin p to pin n
Current into pin x, x∈n,p
Loss power leaving component via HeatPort
Temperature of HeatPort
Conditional heat port
Closed switch resistance
Opened switch conductance
Initial arc voltage
Arc voltage slope
Max. arc voltage
Use Heat Port
True (checked) means heat port is enabled
The component described in this topic is from the Modelica Standard Library. To view the original documentation, which includes author and copyright information, click here.
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